tag:blogger.com,1999:blog-63614134731880902382024-02-07T07:33:20.783+00:00Psicologia do DesenvolvimentoOs artigos postados neste blogue têm como objectivo aprimorar os conteúdos teóricos abordados nas aulas de Psicologia do Desenvolvimento orientado pela professora Claudia Dias na FADE. Todavia, ao longo deste, iremos postar algumas criticas e reflexões sobre as aulas, trabalhos que a professora nos peça para realizar e curiosidades/complementos que achemos pertinentes à disciplina sobre a matéria leccionada como sugestões de filmes, vídeos, músicas, divulgação de outros blogues…Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.comBlogger23125tag:blogger.com,1999:blog-6361413473188090238.post-15694966589129996962011-05-28T13:30:00.005+01:002011-05-30T13:27:08.607+01:00“A Autoridade constrói-se” - curiosidade<div class="MsoNormal" style="color: white; font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;"><b>É impossível falar de indisciplina sem pensar em autoridade. E é impossível falar de autoridade sem fazer uma ressalva: ela não é dada de mão beijada, mas é algo que se constrói, ou seja, ter autoridade é muito diferente de ser. </b></span></div><div class="MsoNormal" style="color: white; font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;"><b>Dizer "não faça isso", ameaçar e castigar são atitudes inúteis. O estudante precisa aprender a noção de limite e isso só ocorre quando ele percebe que há direitos e deveres para todos, sem excepção.</b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;"><br />
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<tr> <td style="background: none repeat scroll 0% 0% rgb(247, 150, 70); border: 1pt solid rgb(249, 176, 116); padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="color: white; font-size: 12pt;">Um professor autoritário...</span></b></div></td> <td style="background: none repeat scroll 0% 0% rgb(247, 150, 70); border: 1pt solid rgb(249, 176, 116); padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="color: white; font-size: 12pt;">Um professor com autoridade...</span></b></div></td> </tr>
<tr> <td style="background: none repeat scroll 0% 0% rgb(253, 228, 208); border-color: -moz-use-text-color -moz-use-text-color rgb(249, 176, 116) rgb(249, 176, 116); border-style: none none solid solid; border-width: medium medium 1pt 1pt; color: black; padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="font-size: 12pt;">...exige silêncio para ser ouvido;</span></b></div></td> <td style="background: none repeat scroll 0% 0% rgb(253, 228, 208); border-color: -moz-use-text-color rgb(249, 176, 116) rgb(249, 176, 116) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: black; padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="font-size: 12pt;">...conquista a participação com actividades pertinentes;</span></b></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color -moz-use-text-color rgb(249, 176, 116) rgb(249, 176, 116); border-style: none none solid solid; border-width: medium medium 1pt 1pt; padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="font-size: 12pt;">...pede tarefas descontextualizadas;</span></b></div></td> <td style="border-color: -moz-use-text-color rgb(249, 176, 116) rgb(249, 176, 116) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: white; padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="font-size: 12pt;">...mostra os objectivos dos exercícios sugeridos;</span></b></div></td> </tr>
<tr> <td style="background: none repeat scroll 0% 0% rgb(253, 228, 208); border-color: -moz-use-text-color -moz-use-text-color rgb(249, 176, 116) rgb(249, 176, 116); border-style: none none solid solid; border-width: medium medium 1pt 1pt; color: black; padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="font-size: 12pt;">...ameaça e pune;</span></b></div></td> <td style="background: none repeat scroll 0% 0% rgb(253, 228, 208); border-color: -moz-use-text-color rgb(249, 176, 116) rgb(249, 176, 116) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: black; padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 12pt;"><b>...escuta e dialoga</b>;</span></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color -moz-use-text-color rgb(249, 176, 116) rgb(249, 176, 116); border-style: none none solid solid; border-width: medium medium 1pt 1pt; padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="font-size: 12pt;">...quer que a classe aprenda do jeito que ele sabe ensinar;</span></b></div></td> <td style="border-color: -moz-use-text-color rgb(249, 176, 116) rgb(249, 176, 116) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="font-size: 12pt;">...procura adequar os métodos às necessidades da turma;</span></b></div></td> </tr>
<tr> <td style="background: none repeat scroll 0% 0% rgb(253, 228, 208); border-color: -moz-use-text-color -moz-use-text-color rgb(249, 176, 116) rgb(249, 176, 116); border-style: none none solid solid; border-width: medium medium 1pt 1pt; color: black; padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="font-size: 12pt;">...não tem certeza da importância do que está ensinando;</span></b></div></td> <td style="background: none repeat scroll 0% 0% rgb(253, 228, 208); border-color: -moz-use-text-color rgb(249, 176, 116) rgb(249, 176, 116) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: black; padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="font-size: 12pt;">...valoriza o conteúdo de sua disciplina na construção do conhecimento;</span></b></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color -moz-use-text-color rgb(249, 176, 116) rgb(249, 176, 116); border-style: none none solid solid; border-width: medium medium 1pt 1pt; padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="font-size: 12pt;">...quer apenas passar conteúdos;</span></b></div></td> <td style="border-color: -moz-use-text-color rgb(249, 176, 116) rgb(249, 176, 116) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="font-size: 12pt;">...adapta os conteúdos aos objectivos da educação e à realidade do aluno;</span></b></div></td> </tr>
<tr> <td style="background: none repeat scroll 0% 0% rgb(253, 228, 208); border-color: -moz-use-text-color -moz-use-text-color rgb(249, 176, 116) rgb(249, 176, 116); border-style: none none solid solid; border-width: medium medium 1pt 1pt; color: black; padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="font-size: 12pt;">...vê o aluno como um a mais.</span></b></div></td> <td style="background: none repeat scroll 0% 0% rgb(253, 228, 208); border-color: -moz-use-text-color rgb(249, 176, 116) rgb(249, 176, 116) -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; color: black; padding: 0cm 5.4pt; width: 50%;" valign="top" width="50%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b><span style="font-size: 12pt;">...vê o aluno como um ser humano.</span></b></div></td> </tr>
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</span></div><div class="MsoNormal" style="color: white; font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: small;"><b>Reflexão: </b></span></div><h1 style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small; line-height: 115%;"><b style="color: white;">Um dos obstáculos mais frequentes na hora de usar o mau comportamento a favor da aprendizagem é uma atitude comum a muitos professores: encarar a indisciplina como agressão pessoal. "Não nos podemos colocar na mesma posição do jovem", pensamento e ideais de muitos professores. Quando a desordem se instala é fundamental agir com firmeza. Como fazer isso? Não há fórmulas prontas, mas um bom caminho é discutir o caso com os envolvidos e aplicar sanções relacionadas ao acto em questão. Mas, antes que a desordem se instale o professor deve-se colocar na "pele" do aluno e tentar despersonalizar-se neste último e idealizar as melhor atitudes e comportamentos a ter para com este.</b></span></h1><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;"><img alt="" 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" /></span></div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-19889849373950286612011-05-26T16:07:00.003+01:002011-05-30T00:45:36.762+01:00Estágio de Desenvolvimento Moral de Kohlberg<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDWLt8YBDSx0cATMuRbRI6dfUQHUXhfLGkGpg6dqOGI1C2X0ael9sx7GMmme0cY7l_wsJEj_DdXunSTbL_8nMhdvzKJ2CJhLDSdwCFs5eCw9CaYXu1SoeJg-o5FeHbD2xPF5w3bkOE477o/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="385" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDWLt8YBDSx0cATMuRbRI6dfUQHUXhfLGkGpg6dqOGI1C2X0ael9sx7GMmme0cY7l_wsJEj_DdXunSTbL_8nMhdvzKJ2CJhLDSdwCFs5eCw9CaYXu1SoeJg-o5FeHbD2xPF5w3bkOE477o/s400/1.jpg" width="400" /></a></div><h1 style="font-family: Verdana,sans-serif; text-align: justify;"><span class="a" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;"> <span style="color: white;">Reflexão:</span></span></span></h1><h1 style="color: white; font-family: Verdana,sans-serif; text-align: justify;"><span class="a" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;"> O pr</span></span><span class="l11" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">oc</span></span><span class="l9" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">es</span></span><span class="l10" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">so de cons</span></span><span class="l9" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">t</span></span><span class="l6" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">ruç</span></span><span class="l9" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">ão d</span></span><span class="l6" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">a aut</span></span><span class="l10" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">on</span></span><span class="l9" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">om</span></span><span class="l10" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">i</span></span><span class="l6" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">a mo</span></span><span class="l10" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">ra</span></span><span class="l11" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">l é e</span></span><span class="l6" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">nt</span></span><span class="l10" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">en</span></span><span class="l9" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">di</span></span><span class="l11" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">do co</span></span><span class="l9" style="font-size: small;"><span style="letter-spacing: 3.45pt; line-height: 115%;">mo o </span></span><span class="a" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">eq</span></span><span class="l8" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">ui</span></span><span class="l7" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">va</span></span><span class="l9" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">le</span></span><span class="l7" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">nte</span></span><span class="l8" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;"> a um mo</span></span><span class="l9" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">vi</span></span><span class="l8" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">mento dialétic</span></span><span class="l9" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">o de se</span></span><span class="l7" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">pa</span></span><span class="l8" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">ra</span></span><span class="l9" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">çã</span></span><span class="l7" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">o-</span></span><span class="l8" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">in</span></span><span class="l9" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">cl</span></span><span class="l8" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">us</span></span><span class="l7" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">ão (</span></span><span class="l6" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">e nã</span></span><span class="l8" style="font-size: small;"><span style="letter-spacing: 2.75pt; line-height: 115%;">o de</span><span style="word-spacing: -1px;"> </span></span><span class="a" style="font-size: small;"><span style="letter-spacing: 0.7pt; line-height: 115%;">separaç</span></span><span class="l6" style="font-size: small;"><span style="letter-spacing: 0.7pt; line-height: 115%;">ão-individualização) na medida em que o desenvolvimento e a difer</span></span><span class="l7" style="font-size: small;"><span style="letter-spacing: 0.7pt; line-height: 115%;">enciaçã</span></span><span class="l6" style="font-size: small;"><span style="letter-spacing: 0.7pt; line-height: 115%;">o</span> </span><span class="a" style="font-size: small;"><span style="letter-spacing: 0.7pt; line-height: 115%;">implicam um espaço de integração, baseado na reciprocidade e no incentivo dos<span style="word-spacing: -1px;"> outro</span></span><span class="l6"><span style="letter-spacing: 0.7pt; line-height: 115%;">s. </span></span></span></h1><h1 style="color: white; font-family: Verdana,sans-serif; text-align: justify;"><span class="a" style="font-size: small;"><span class="l6"><span style="letter-spacing: 0.7pt; line-height: 115%;"> Em termos educativos, esta concepção de autonomia enquanto expoente</span><span style="word-spacing: 14px;"> </span></span><span class="a"><span style="letter-spacing: 1.4pt; line-height: 115%;">da mat</span></span><span class="l7"><span style="letter-spacing: 1.4pt; line-height: 115%;">uridade moral, implic</span></span><span class="l6"><span style="letter-spacing: 1.4pt; line-height: 115%;">a a combinação de prá</span></span><span class="l7"><span style="letter-spacing: 1.4pt; line-height: 115%;">tic</span></span><span class="l6"><span style="letter-spacing: 1.4pt; line-height: 115%;">as rel</span></span><span class="l7"><span style="letter-spacing: 1.4pt; line-height: 115%;">acio</span></span><span class="l8"><span style="letter-spacing: 1.4pt; line-height: 115%;">nada</span></span><span class="l6"><span style="letter-spacing: 1.4pt; line-height: 115%;">s com o</span><span style="word-spacing: 14px;"> </span></span><span class="a"><span style="letter-spacing: 2.1pt; line-height: 115%;">de</span></span><span class="l6"><span style="letter-spacing: 2.1pt; line-height: 115%;">sen</span></span><span class="l8"><span style="letter-spacing: 2.1pt; line-height: 115%;">vo</span></span><span class="l6"><span style="letter-spacing: 2.1pt; line-height: 115%;">lvimento dos pr</span></span><span class="l7"><span style="letter-spacing: 2.1pt; line-height: 115%;">in</span></span><span class="l6"><span style="letter-spacing: 2.1pt; line-height: 115%;">cípi</span></span><span class="l7"><span style="letter-spacing: 2.1pt; line-height: 115%;">os da ju</span></span><span class="l6"><span style="letter-spacing: 2.1pt; line-height: 115%;">stiça com pr</span></span><span class="l7"><span style="letter-spacing: 2.1pt; line-height: 115%;">át</span></span><span class="l6"><span style="letter-spacing: 2.1pt; line-height: 115%;">ic</span></span><span class="l7"><span style="letter-spacing: 2.1pt; line-height: 115%;">as in</span></span><span class="l6"><span style="letter-spacing: 2.1pt; line-height: 115%;">centiv</span></span><span class="l7"><span style="letter-spacing: 2.1pt; line-height: 115%;">ado</span></span><span class="l8"><span style="letter-spacing: 2.1pt; line-height: 115%;">ra</span></span><span class="l6"><span style="letter-spacing: 2.1pt; line-height: 115%;">s das</span> </span></span><span class="a" style="font-size: small;"><span style="line-height: 115%;">relações interpessoais.</span></span></h1>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-40855467320076680212011-05-26T16:04:00.002+01:002011-05-30T00:46:43.093+01:00A teoria do desenvolvimento moral de kohlberg<div style="font-family: Verdana,sans-serif; text-align: justify;"><a href="http://psicologiades2.blogspot.com/2011/05/teoria-do-desenvolvimento-moral-de.html"><b><span style="color: #b45f06;">Lawrence Kohlberg dedicou toda a sua vida adulta ao estudo do desenvolvimento moral.</span></b></a></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;"><br />
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</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: 12pt; line-height: 150%;"><span style="color: white;">Com base nas questões e dilemas, Kohlberg propôs uma teoria segundo a qual o desenvolvimento moral se processa a partir de uma sequência invariante de três níveis de raciocínio moral, em que cada um deles se subdivide em dois estádios.</span></span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
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</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><a href="http://psicologiades2.blogspot.com/2011/05/nivel-1-nivel-pre-convencional-mais-ou.html"><span style="color: black;"><span style="color: #b45f06;"><b>• Nível 1: Nível pré-convencional</b></span> </span></a></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;"><br />
</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: white;"><span style="font-size: 12pt; line-height: 150%;">ü </span><b><span style="font-size: 12pt; line-height: 150%;">Estádio 1: Punição / Obediência</span></b></span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: 12pt; line-height: 150%;"><span style="color: white;"><span style="font-size: 12pt; line-height: 150%;">ü </span><b><span style="font-size: 12pt; line-height: 150%;">Estádio 2: Individualismo / Troca Individual</span></b></span></span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;"><br />
</span><a href="http://psicologiades2.blogspot.com/2011/05/nivel-2-nivel-convencional-da.html"><span style="color: #b45f06;"><b>• Nível 2: Nível Convencional</b></span></a></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;"><br />
</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><b><span style="color: white;"><span style="font-size: 12pt; line-height: 150%;">ü </span><span style="font-size: 12pt; line-height: 150%;">Estádio 3: Espectativas e relações interpessoais mútuas e conformidade interpessoal</span></span></b></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: 12pt; line-height: 150%;"><b><span style="color: white;"><span style="font-size: 12pt; line-height: 150%;">ü</span> Estádio 4:<span style="font-size: 12pt; line-height: 150%;"> Sistema Social / Consciência</span></span></b></span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;"><br />
</span><a href="http://psicologiades2.blogspot.com/2011/05/nivel-3-nivel-pos-convencional-ocorre.html"><span style="color: black;"><b><span style="color: #b45f06;">• Nível 3: Nível Pós-Convencional</span></b> </span></a></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;"><br />
</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: white;"><span style="font-size: 12pt; line-height: 150%;">ü </span><b><span style="font-size: 12pt; line-height: 150%;">Estádio 5: Contrato Social</span></b></span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><b><span style="font-size: 12pt; line-height: 150%;"><span style="color: white;"><span style="font-size: 12pt; line-height: 150%;">ü </span><b><span style="font-size: 12pt; line-height: 150%;">Estádio 6: Princípios Universais</span></b></span></span></b></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: 12pt; line-height: 150%;"> <span style="color: white;"> Reflexão: </span><span style="color: white;"> </span></span><br />
<span style="font-size: 12pt; line-height: 150%;"><span style="color: white;"><span style="color: white;"> Os resultados das investigações permitiram concluir que apesar de possíveis diferenças quanto à idade a que se atinge cada estágio, existe uma sequência de estádios, e que não se passa a um estádio mais elevado sem ter passado antes pelos anteriores. Cada estágio apresenta características próprias, estando relacionado com a idade e representando um sistema de organização mais compreensivo e qualitativamente diferente do estádio anterior.</span></span></span><br />
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<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;"></div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-18872514308227344282011-05-26T15:58:00.016+01:002011-05-30T13:23:57.288+01:00Desenvolvimento do raciocínio humano, Piaget<b><br />
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<div class="MsoNormal" style="color: white; font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><b><span style="font-size: small;">Jean Piaget classificou quatro estágios no desenvolvimento do raciocínio humano, que iam do nascimento até o fim da puberdade e consequentemente ao início da adolescência, que se sucediam de acordo com as fases do desenvolvimento físico. </span></b></div><div class="MsoNormal" style="color: white; font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><b><br />
</b></div><div class="MsoNormal" style="color: white; font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><b><span style="font-size: small;">1º Estágio - sensório-motor: corresponde aos dois primeiros anos da vida e caracteriza-se por uma forma de inteligência empírica, exploratória, não verbal. A criança aprende pela experiência, através do toque e de brincadeiras com os objectos ao seu alcance, aumentando a sua percepção e os seus conhecimentos.</span></b></div><div class="MsoNormal" style="color: white; font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><b><br />
</b></div><div class="MsoNormal" style="color: white; font-family: Verdana,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><b><span style="font-size: small;">2º Estágio - pré-operacional: dos dois anos aos sete anos, os objectos da percepção ganham a representação por palavras, permitindo as crianças experimenta-los na sua mente como previamente experimentavam com objectos concretos.</span></b></div><div class="MsoNormal" style="color: white; font-family: Verdana,sans-serif; line-height: normal; text-align: justify;"><b><br />
</b></div><div class="MsoNormal" style="color: white; font-family: Verdana,sans-serif; line-height: normal; text-align: justify;"><b><span style="font-size: small;">3º Estágio - dos sete aos doze anos, as primeiras operações lógicas ocorrem e o indivíduo é capaz de classificar objectos conforme as suas semelhanças ou diferenças. </span></b></div><div class="MsoNormal" style="color: white; font-family: Verdana,sans-serif; line-height: normal; text-align: justify;"><b><br />
</b></div><div class="MsoNormal" style="color: white; line-height: normal; text-align: justify;"><b><span style="font-size: small;"><span style="font-family: Verdana,sans-serif;">4º Estágio - dos doze anos até a idade adulta, o indivíduo realiza normalmente as operações lógicas próprias do raciocínio humano desenvolvido.</span></span></b></div><div class="MsoNormal" style="color: white; line-height: normal; text-align: justify;"><br />
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<iframe width="425" height="349" src="http://www.youtube.com/embed/bXTywuYe_qo" frameborder="0" allowfullscreen></iframe>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-65336854810164563142011-05-26T15:58:00.014+01:002011-05-30T13:18:49.216+01:00Desenvolvimento infantil - Jean Piaget<iframe allowfullscreen="" frameborder="0" height="349" src="http://www.youtube.com/embed/_bJHNWEezl0" width="425"></iframe><br />
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<div style="font-family: Verdana,sans-serif; text-align: justify;"><b><span style="font-size: small;">A criança constrói activamente as suas estruturas cognitivas através de um processo de: assimilação, acomodação e equilibração.</span></b></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><b><span style="font-size: small;"><br />
</span></b></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><b><span style="font-size: small;">A equilibração é o processo pelo qual a criança passa, até se adaptar ao meio em que vive, através da <u>assimilação</u> e da <u>acomodação</u>.</span></b></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><b><span style="font-size: small;">Através da assimilação a criança procura adaptar um novo dado (o que a criança vê ou ouve de novo) às estruturas cognitivas que já possui. Por exemplo, suponha-se que a criança está a aprender a identificar os animais, e até ao momento o único que ela conhece é o cão. Deste modo, quando lhe é apresentado um outro animal parecido com o cão, como o cavalo, ela também o identifica como sendo um cão, pois possuem características semelhantes.</span></b></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><b><span style="font-size: small;">Através da acomodação, a criança modifica uma estrutura cognitiva que já possui. Continuando com o exemplo do cavalo e do cão, quando a criança vê o cavalo e diz "cão", o adulto corrige-a dizendo que aquilo é um cavalo. Depois de corrigida, a criança acomoda aquele estímulo a uma nova estrutura cognitiva, criando um novo esquema. Assim, a criança passa a ter um esquema para cão e outro para cavalo.</span></b></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwh3914cuaagYKjdTMq5arN_DiOlEHYiasmmj_KmNtfciP8oY1o7Im_S_Ap-FwAgN3sBDGDH529TYOVRjiX8TDqUPRZMCDSEivdanKAXlFPohlZ8Dkg2ok3STmWKMoK-R6cjuPNiGh6exh/s1600/Sem+t%25C3%25ADtulo.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="140" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwh3914cuaagYKjdTMq5arN_DiOlEHYiasmmj_KmNtfciP8oY1o7Im_S_Ap-FwAgN3sBDGDH529TYOVRjiX8TDqUPRZMCDSEivdanKAXlFPohlZ8Dkg2ok3STmWKMoK-R6cjuPNiGh6exh/s320/Sem+t%25C3%25ADtulo.bmp" width="320" /></a></span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
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</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><b><span style="font-size: small;">Reflexão:</span></b></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><b><span style="font-size: small;">Ao longo do desenvolvimento da criança, ela vai adquirindo novos estímulos, que na sua mente se vão adaptando e sendo formados os esquemas correctos das coisas que identifica.</span></b></div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-32839446019885105712011-05-26T15:58:00.010+01:002011-05-27T15:54:14.491+01:00A Importância do Estudo do Desenvolvimento Humano<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b><span style="font-size: 12pt;"> </span></b><img alt="" 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/></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><b><span style="font-size: 12pt;"> </span></b></div><div class="MsoNormal" style="color: white; line-height: normal; text-align: justify;"><b><span style="font-size: 12pt;">“A criança não é um adulto em miniatura” </span></b></div><div class="MsoNormal" style="color: white; line-height: normal; text-align: justify;"><br />
</div><div style="color: white;"><b> </b></div><div class="MsoNormal" style="color: white; line-height: normal; text-align: justify;"><b><span style="font-size: 12pt;"> Pelo contrário, a criança apresenta características próprias da sua idade. Compreender isso é compreender a importância do estudo do desenvolvimento humano. Estudos e pesquisas de Piaget demonstram que existem formas de perceber, compreender e de se comportar diante do mundo, próprias de cada faixa etária, isto é, existe uma assimilação progressiva do meio ambiente, que implica uma acomodação das estruturas mentais a este novo dado do mundo exterior.</span></b></div><div style="color: white;"><b> </b></div><div class="MsoNormal" style="color: black; line-height: normal; text-align: justify;"><div style="color: white;"><b><span style="font-size: 12pt;"> Estudar o desenvolvimento humano significa conhecer as características comuns de uma faixa etária, permitindo-nos reconhecer as individualidades, o que nos torna mais aptos para a observação e interpretação dos comportamentos.</span></b></div><!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>PT</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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</div><b> </b><div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><b><span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"><span style="color: white;">Ø</span> <span style="color: orange;">Aspecto físico-motor</span> <span style="color: white;">– refere-se ao crescimento orgânico, à maturação neurofisiológica, à capacidade de manipulação de objectos e de exercício do próprio corpo. Exemplo: a criança leva a chupeta à boca ou consegue amamentar-se sozinha, por volta dos 7 meses, porque já coordena os movimentos das mãos.</span></span></b></div><div class="MsoNormal" style="line-height: normal; margin-left: 36pt; text-align: justify; text-indent: -18pt;"><br />
</div><b> </b><div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><b><span style="font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"><span style="color: white;">Ø</span> <span style="color: orange;">Aspecto intelectual </span><span style="color: white;">– é a capacidade de pensamento, raciocínio. Por exemplo, a criança de 2 anos que usa um cabo de vassoura para puxar um brinquedo que está em baixo de um móvel ou o jovem que planeia os seus gastos, a partir da sua mesada ou salário.</span></span></b></div><div class="MsoNormal" style="color: white; line-height: normal; margin-left: 36pt; text-align: justify; text-indent: -18pt;"><br />
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</div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com4tag:blogger.com,1999:blog-6361413473188090238.post-55106590931451090992011-05-26T15:57:00.002+01:002011-05-29T23:47:36.898+01:00Esquema de Desenvolvimento de Erik Erickson<iframe allowfullscreen="" frameborder="0" height="349" src="http://www.youtube.com/embed/UYi0DXULD0I" width="425"></iframe><br />
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</div><div class="MsoNormal" style="color: white; font-family: Verdana,sans-serif; line-height: normal; margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-size: small;"><b>Esquema de Desenvolvimento de Erik Erickson</b></span></div><ol style="color: white; font-family: Verdana,sans-serif; text-align: justify;" type="1"><li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"><span style="font-size: small;"><b><b>Confiança X Desconfiança (até um ano de idade)</b></b></span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"><span style="font-size: small;"><b><b><b>Autonomia X Vergonha e Dúvida (segundo e terceiro ano)</b></b></b></span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"><span style="font-size: small;"><b><b><b><b>Iniciativa X Culpa (quarto e quinto ano</b></b></b></b></span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"><span style="font-size: small;"><b>Construtividade X Inferioridade (dos 6 aos 11 anos)</b></span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"><span style="font-size: small;"><b>Identidade X Confusão de Papéis (dos 12 aos 18 anos)</b></span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"> <span style="font-size: small;"><b>Intimidade X Isolamento (jovem adulto) </b></span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"><span style="font-size: small;"><b>Produtividade X Estagnação (meia idade)</b></span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt;"><span style="font-size: small;"><b><span style="line-height: 115%;">Integridade X Desesperança (velhice)</span></b></span></li>
</ol><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: white; font-size: small;"> </span></div><div style="color: white; font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;"> </span><span style="color: black; font-size: small;"> </span><br />
<span style="color: black; font-size: small;"> <span style="color: white;"> Reflexão crítica:</span></span><br />
<div style="color: white;"><span style="font-size: small;"> Através das aulas de Psicologia, concluímos que Erikson propõe uma concepção do desenvolvimento em oito estágios psicossociais, perspectivados por sua vez em oito idades que decorrem desde o nascimento até à morte, pertencendo as quatro primeiras ao período de bebê e de infância, e as três últimas aos anos adultos e à velhice, cada estágio é atravessado por uma crise psicossocial entre uma vertente positiva e uma negativa.</span></div></div><div style="color: white; font-family: Verdana,sans-serif;"><div style="text-align: justify;"><span style="font-size: small;"> Erik dá especial importância ao período da adolescência, devido ao facto de ser a transição entre a infância e a idade adulta, em que se verificam acontecimentos relevantes para a personalidade adulta. Assimilamos ainda que ocorre uma fase na vida adulta em que o indivíduo auto-reflecte e coloca em questão a sua existência no mundo e de que forma contribui para este. Esta fase designa-se a "crise da meia idade".</span></div><div style="text-align: justify;"><span style="font-size: small;"> A professora divulgou-nos o seu conhecimento acerca deste assunto aprimorando com a ilustração de slides e exemplos que a própria inventava de forma a que os estudantes percepcionassem melhor o respectivo conteúdo programático. </span></div></div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-18096112285535249742011-05-22T01:04:00.003+01:002011-05-22T01:13:24.226+01:00Alterações psico-fisico-fisiológicas na fase da adolescência (Puberdade)<div style="clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;"></div><br />
<div align="left" class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 0pt; text-align: left; text-indent: 35.4pt;"><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><a href="http://blog.cancaonova.com/minhafamilia/files/2007/10/adolescente.gif" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200px" src="http://blog.cancaonova.com/minhafamilia/files/2007/10/adolescente.gif" width="135px" /></a></div></div><div align="left" class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 0pt; text-align: left; text-indent: 35.4pt;"><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><span style="clear: right; color: white; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;">Os aspectos físicos da adolescência (crescimento, maturação sexual) são os componentes da puberdade, vivenciados de forma semelhante por todos os indivíduos. Quanto às dimensões psicológica e social, estas são vivenciadas de maneira diferente em cada sociedade, em cada geração e em cada família, sendo singulares até mesmo para cada indivíduo. É neste contexto de alteração do próprio corpo e também de uma maturação ao nível do intelectual (operações formais e abstractas), que o adolescente procura entender quem é e qual o seu papel na sociedade em que vive: interessa-se por problemas de ordem moral e ética e, por vezes, adopta ideologias.</span></div></div></div><div align="left" class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 0pt; text-align: left; text-indent: 35.4pt;"><br />
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<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><span style="mso-themecolor: background1;"><span style="color: white; font-family: Calibri; font-size: large;">Alterações psicológicas:</span></span></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br />
</div></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><a href="http://psicologiades2.blogspot.com/2011/05/alteracoes-que-sucedem-na-adolescencia.html">Alterações psicológicas na adolescencia (Puberdade)</a></div></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br />
</div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><a href="http://psicologiades2.blogspot.com/2011/05/alteracoes-que-sucedem-na-adolescencia.html">Ajudas positivas para os pais e pessoas próximas do adolescente:</a></div></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br />
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</div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><a href="http://www.anaritadias.com/images/header_areas_actuacao_adolescentes.jpg" imageanchor="1" style="clear: right; cssfloat: right; float: right; height: 220px; margin-bottom: 1em; margin-left: 1em; width: 567px;"><img border="0" height="155px" src="http://www.anaritadias.com/images/header_areas_actuacao_adolescentes.jpg" width="400px" /></a></div></div></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br />
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</div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><div class="separator" style="clear: both; text-align: center;"><a href="http://www.solidariedade.pt/admin/artigos/uploads/psico-iscia_p.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200px" src="http://www.solidariedade.pt/admin/artigos/uploads/psico-iscia_p.jpg" width="171px" /></a></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSbxCJOniyUbynF13xWnJM-oUWwKpSzFImsQROK6-xORaDpTUWmcPBcZs6-q7XATABKdf29p1mjodDMgzWg-i2m3jBJ6uR1K-bJaPVgdAmyTFDVK2xdn3tyq1avDuByoDRYwbqpqmLnmHx/s1600/pre+adolescentes.jpg" imageanchor="1" style="clear: right; cssfloat: right; float: right; height: 118px; margin-bottom: 1em; margin-left: 1em; width: 137px;"></a><span style="font-family: Calibri; font-size: large;"> <span style="color: white;">Alterações fisico-fisiológicas</span></span></div></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br />
</div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><a href="http://psicologiades2.blogspot.com/2011/05/caracteristicas-fisicas-e-fisiologicas.html">Raparigas</a></div></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br />
</div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><a href="http://psicologiades2.blogspot.com/2011/05/no-rapaz-manifestacoes-externas.html">Rapazes</a></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br />
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</div><img height="96px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSbxCJOniyUbynF13xWnJM-oUWwKpSzFImsQROK6-xORaDpTUWmcPBcZs6-q7XATABKdf29p1mjodDMgzWg-i2m3jBJ6uR1K-bJaPVgdAmyTFDVK2xdn3tyq1avDuByoDRYwbqpqmLnmHx/s200/pre+adolescentes.jpg" style="filter: alpha(opacity=30); left: 567px; mozopacity: 0.3; opacity: 0.3; position: absolute; top: 324px; visibility: hidden;" width="89px" />Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-42092394972306754132011-05-22T00:18:00.004+01:002011-05-29T23:16:34.774+01:00A adolescência, o que dizem os psicólogos<div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;"><span style="font-size: small;"><span style="color: white;">A adolescência é uma extraordinária etapa na vida de todas as pessoas. É nela que a pessoa descobre a sua identidade e define a sua personalidade. Nesse processo, manifesta-se uma crise, na qual se reformulam os valores adquiridos na infância e se assimilam numa nova estrutura mais madura.</span></span><br />
<div style="text-align: right;"><span style="font-size: x-small;"><span style="color: white;">Fátima Pereira (Psicóloga)</span></span></div><span style="font-size: small;"><span style="color: white;"> </span></span><br />
<span style="font-size: small;"><span style="color: white;"> A adolescência é uma época de imaturidade em busca de maturidade. Mas... como é difícil para os pais este novo período na educação dos filhos! No adolescente, nada é estável nem definitivo, porque se encontra numa época de transição.</span></span><br />
<div style="text-align: right;"><span style="font-size: x-small;"><span style="color: white;">Cátia Ferreira Costa e Costa (Psicóloga)</span></span></div></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: white; font-size: small;"><br />
</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: small;"><span style="color: white;"> A Adolescência é uma das etapas do desenvolvimento humano caracterizada por alterações físicas, psíquicas e sociais, sendo que estas duas últimas recebem interpretações e significados diferentes dependendo da época e da cultura na qual está inserida. Adolescente é o indivíduo que se encontra entre os dez e vinte anos de idade.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 0pt; text-align: right;"><span style="color: white; font-size: x-small;">OMS</span><span style="font-size: x-small;"> (Organização Mundial de Saúde)</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 0pt; text-align: justify;"><span style="color: white; font-size: small;"><br />
</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: white; font-size: small;"> </span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: small;"><span style="color: white;">Reflexão:</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 0pt; text-align: justify;"><span style="color: white; font-size: small;"><span style="color: white;"> Actualmente, o conceito mais aceite é o de que não existe adolescência, e sim adolescências em função da política, da sociedade, do momento e do contexto em que está inserido o adolescente. A adolescência guarda ainda especificidades em termos de género, classe e etnia.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: small;"><br />
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<span style="font-size: small;"><a href="http://psicologiades2.blogspot.com/2011/05/o-que-dizem-os-psicologos.html">O que dizem os psicólogos?</a></span><br />
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</span></div><div style="text-align: justify;"><div style="text-align: justify;"><span style="color: black; font-size: small;"><span style="color: #121111; font-family: 'Calibri','sans-serif'; line-height: 180%;"><div align="left" class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 0pt; text-align: left;"><span style="clear: left; color: black; float: left; margin-bottom: 1em; margin-right: 1em;"> <img height="200px" src="http://planeta-adolescencia.weebly.com/uploads/5/0/0/9/500970/1120212.jpg" width="160px" /></span></div></span></span><br />
<span style="color: black; font-size: small;"><span style="color: #121111; font-family: 'Calibri','sans-serif'; line-height: 180%;"><div align="left" class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 0pt; text-align: left; text-indent: 35.4pt;"><span style="color: white;"><span style="color: black;"><span style="color: white;">O link supracitado fala-nos do que acham alguns psicólogos sobre a fase da adolescência e as diversas formas que os adolescentes a encaram. O texto lá divulgado enfatiza o estudo realizado de Jean Piaget sobre o comportamento adolescente e as suas habilidades cognitivas. Além disso, fala ainda sobre um estudo feito nos Estados Unidos da América feito a um grupo de adolescentes sobre a massa branca e a massa cinzenta do cérebro que pode explicar os diferentes comportamentos e atitudes.</span> </span></span></div></span></span></div><br />
<span style="color: black; font-size: small;"><span style="color: #121111; font-family: 'Calibri','sans-serif'; line-height: 180%;"><span style="font-size: 12pt;"> </span></span></span></div><h2 style="line-height: 180%; margin: auto 0cm;"><span style="color: black; font-size: small;"><span style="color: #121111; font-family: 'Calibri','sans-serif'; line-height: 180%;"><span style="font-size: 12pt;"><div align="left" class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: left;"><span style="color: black;"></span></div></span></span></span></h2>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-12769239473898731812011-05-21T23:42:00.002+01:002011-05-29T22:41:21.196+01:00Adolescência<div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img height="240px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSoXLvIhfnQ4X-4zk-WdXjd5Npu53xI2WXMBiXAfF-eYxlQgSy0e_8b7FOJ3uKjqgIccUo7CxAGike4u7sooWOLaX6oMrfEA0eodkUIpAwmMGkSFV_hH_DvwTu1u-nnHnBhbFwpR94IhUc/s320/420adolescentes.jpg" width="320px" /></div><br />
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<div align="left" class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 15.6pt; margin: 0cm 0cm 7.5pt; text-align: left;"><b><span style="font-size: x-small;"><span lang="PT-BR" style="color: white;">Adolescência</span></span></b></div><div align="left" class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 14.4pt; margin: 0cm 0cm 9.6pt; text-align: left;"><b><span lang="PT-BR" style="color: white; font-size: x-small;">Há no ar um teor de expectação,<br />
Borbulhar de emoções imprevisíveis:<br />
Vários níveis de amores... e desníveis...<br />
Idas e vindas: jovem coração</span></b></div><div align="left" class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 14.4pt; margin: 0cm 0cm 9.6pt; text-align: left;"><b><span lang="PT-BR" style="color: white; font-size: x-small;">Preso em mil barreiras intransponíveis.<br />
Muitos amigos, rios de solidão,<br />
Mal-entendidos, chances de perdão,<br />
Prisões de orgulho e celas tão terríveis</span></b></div><div align="left" class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 14.4pt; margin: 0cm 0cm 9.6pt; text-align: left;"><b><span lang="PT-BR" style="color: white; font-size: x-small;">Que libertar-se delas é sofrer!<br />
<span style="color: white;">Mas sofrimento também faz crescer...<br />
E o orgulho sucumbindo à humildade</span></span></b><br />
<b><span lang="PT-BR" style="color: white; font-size: x-small;"><span style="color: white;">Cultivará nos outros a esperança</span></span></b></div><div align="left" class="MsoNormal" style="line-height: 14.4pt; margin: 0cm 0cm 9.6pt; text-align: left;"><div style="font-family: Verdana,sans-serif; text-align: left;"><b><span lang="PT-BR" style="color: white; font-size: x-small;"><span style="color: white;">De que deixaste os erros de criança</span></span></b></div><div style="font-family: Verdana,sans-serif; text-align: left;"><b><span lang="PT-BR" style="color: white; font-size: x-small;"><span style="color: white;">E agora tens responsabilidade...</span></span></b></div><div style="font-family: Verdana,sans-serif; text-align: left;"><b><span style="font-size: x-small;"><br />
</span></b></div><div style="font-family: Verdana,sans-serif; text-align: left;"><b><span lang="PT-BR" style="color: white; font-size: x-small;"><span style="color: white;"><span style="color: white;"><span lang="PT-BR" style="color: white;"> Ederso</span><span lang="PT-BR" style="color: white;">n</span><span lang="PT-BR" style="color: white;"> Peka</span></span></span></span></b></div><div style="font-family: Verdana,sans-serif;"><b><span style="font-size: x-small;"> </span></b></div><br />
<div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Verdana,sans-serif;">Reflexão:</span></span></div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Verdana,sans-serif;">Quando a criança se começa a desenvolver precocemente, às vezes ela não tem maturidade suficiente para lidar com essa situação, o que para ela é como entrar num mundo desconhecido. Todavia, como há uma grande diversidade de feitios e personalidades, também existem várias reacções por parte dos adolescentes face à fase que estão a viver e muitos deles querem ser independentes, mas estão sempre dependentes dos pais e como o velho ditado diz: "sol na eira e chuva no telhado". </span></span></div></div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-51703226934345251382011-05-21T23:09:00.004+01:002011-05-22T21:44:20.261+01:00A importância do sono no desenvolvimento das crianças<span style="font-size: 12pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-themecolor: background1;"><span style="color: white; font-family: Calibri;">Dormir é a forma de inactividade que o nosso corpo atinge diariamente que lhe permite recuperar a energia e a força perdidas no dia-a-dia. No entanto desde o nosso nascimento até ao fim do nosso crescimento é durante o sono que ocorrem importantes alterações no nosso organismo e portanto as horas de sono necessárias variam conforme a idade.</span></span><br />
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</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-themecolor: background1;"><span style="color: white; font-family: Calibri;">Recém-nascidos </span></span></b></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 10pt;"><a href="http://mdemulher.abril.com.br/imagem/familia/interna-slideshow/bebe-dormindo640.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="color: white;"><img border="0" height="101px" src="http://mdemulher.abril.com.br/imagem/familia/interna-slideshow/bebe-dormindo640.jpg" width="200px" /></span></a><span style="font-size: 12pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-themecolor: background1;"><span style="color: white; font-family: Calibri;">Um recém-nascido ainda tem um sistema nervoso muito subdesenvolvido e o amadurecimento deste nessa fase provoca um desgaste tremendo num ser tão precoce levando a que este necessite de muito descanso, assim como de se alimentar muito frequentemente. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 12pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-themecolor: background1;"><span style="color: white; font-family: Calibri;">Um recém-nascido deve dormir entre 18 a 20 horas diariamente, caso isto não aconteça podem vir a existir graves deficiências no seu futuro desenvolvimento.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="color: white;"><br />
</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-themecolor: background1;"><span style="color: white; font-family: Calibri;">Crianças </span></span></b></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 10pt;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZiV2nohSvtDnkF2NVIQc8k9IT05qyMCTiofV2psdy-ixljD9gCcaUP6MbUokgRFD9GcjAIXWAgwUiv5h9hCm7-ORpXKY9O1Z6AFytfp6828UevBOc6DRMLPGoWQhiyvvynKMBw7ZeaqtU/s1600/bebe_dormindo.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="color: white;"><img border="0" height="134px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZiV2nohSvtDnkF2NVIQc8k9IT05qyMCTiofV2psdy-ixljD9gCcaUP6MbUokgRFD9GcjAIXWAgwUiv5h9hCm7-ORpXKY9O1Z6AFytfp6828UevBOc6DRMLPGoWQhiyvvynKMBw7ZeaqtU/s200/bebe_dormindo.jpg" width="200px" /></span></a><span style="font-size: 12pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-themecolor: background1;"><span style="color: white; font-family: Calibri;">Nesta fase do desenvolvimento humano um dos aspectos mais críticos é o crescimento e as horas de sono tornam-se essenciais para que tal aconteça de forma saudável. As principais hormonas de crescimento são produzidas durante a noite e daí a necessidade das crianças dormiram 10 a 11 horas por dia e fazerem sestas durante a tarde sendo aconselhável que se deitem sempre entre as 19:30 e as 20:30.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 12pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-themecolor: background1;"><span style="color: white; font-family: Calibri;">É também essencial que a criança tenha uma rotina diária antes de se deitar, deve deitar-se sempre à mesma hora e preparar-se sempre com a mesma ordem por exemplo: vestir o pijama, depois lavar os dentes e por fim escolher a história que quer que o pai lhe leia. Isto deve-se ao facto de as crianças darem uma maior importância aquilo que vêm ou praticam repetidamente, como quando vêm o mesmo filme mais de 10 vezes, contribuindo para o seu desenvolvimento psíquico. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-themecolor: background1;"><span style="color: white; font-family: Calibri;">Curiosidades:</span></span></b></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 12pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-themecolor: background1;"><span style="color: white; font-family: Calibri;">Sabias que…uma criança quando vê repetidamente o mesmo filme ou episódio é porque pensa que aquilo é mesmo importante para a sua vida tal como comer a sopa e lavar os dentes.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 12pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-themecolor: background1;"><span style="color: white; font-family: Calibri;">Sabias que…a hiperactividade e a indisciplina podem ser explicadas apenas por falta de horas de sono e por se deitarem a horas tardias.</span></span></div><span style="color: white;"><br />
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<span style="color: white; font-family: Calibri;">O incumprimento dos parâmetros acima referidos pode causar graves anomalias a nível do crescimento e futuramente problemas físicos graves.</span>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-24255481437152404522011-03-29T15:32:00.000+01:002011-03-29T15:32:42.933+01:00Oxana Malaya - Dog girl (curiosidade)<div style="margin: 0cm 0cm 0pt; text-indent: 35.4pt;"><span style="color: white; font-family: 'Calibri','sans-serif'; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: background1;">Foi encontrada aos 8 anos por um vizinho como uma <a href="http://pt.wikipedia.org/wiki/Crian%C3%A7a_selvagem"><span style="color: white; mso-themecolor: background1; text-decoration: none; text-underline: none;">criança selvagem</span></a> na <a href="http://pt.wikipedia.org/wiki/Ucr%C3%A2nia"><span style="color: white; mso-themecolor: background1; text-decoration: none; text-underline: none;">Ucrânia</span></a> em <a href="http://pt.wikipedia.org/wiki/1991"><span style="color: white; mso-themecolor: background1; text-decoration: none; text-underline: none;">1991</span></a>, tendo vivido grande parte da sua vida na companhia de cães. Ela adaptou-se a uma série de hábitos de <a href="http://pt.wikipedia.org/wiki/C%C3%A3o" title="Cão"><span style="color: white; mso-themecolor: background1; text-decoration: none; text-underline: none;">cão</span></a> e assim foi difícil para a mesma aprender a falar. </span></div><div style="margin: 0cm 0cm 0pt; text-indent: 35.4pt;"><span style="color: white; font-family: 'Calibri','sans-serif'; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: background1;">Actualmente ela vive numa clínica em Baraboy, <a href="http://pt.wikipedia.org/wiki/Odessa"><span style="color: white; mso-themecolor: background1; text-decoration: none; text-underline: none;">Odessa</span></a>, para pessoas com deficiência mental.</span></div><br />
<iframe title="YouTube video player" width="480" height="390" src="http://www.youtube.com/embed/qyqbnDjId7g" frameborder="0" allowfullscreen></iframe>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-48702885885236777292011-03-29T15:16:00.000+01:002011-03-29T15:16:57.940+01:00Secret of the wild child<span style="color: white; font-family: Calibri;"></span><br />
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<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt;"><span style="font-family: Calibri;"><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;">O documentário que a professora reproduziu nas aulas de Psicologia no dia 15 de Março divulgou uma abordagem de casos de cria</span><span class="ft"><span style="color: white; font-size: 12pt; line-height: 150%; mso-bidi-font-family: Arial; mso-themecolor: background1;">n</span></span><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;">ças que cresceram longe do convívio com o ser humano, neste caso Genie que viveu durante dez anos num quarto </span><span class="ft"><span style="color: white; font-size: 12pt; line-height: 150%; mso-bidi-font-family: Arial; mso-themecolor: background1;">n</span></span><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;">o qual ela era mantida em cativeiro pelos seus pais, havia indícios de que ela era espancada por fazer barulho e mal conseguia a</span><span class="ft"><span style="color: white; font-size: 12pt; line-height: 150%; mso-bidi-font-family: Arial; mso-themecolor: background1;">n</span></span><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;">dar e falar e </span><span class="ft"><span style="color: white; font-size: 12pt; line-height: 150%; mso-bidi-font-family: Arial; mso-themecolor: background1;">B</span></span><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;">ello, um menino que foi abandonado numa floresta enquanto bebé e criado por uma família de chimpanzés.<span style="mso-spacerun: yes;"> </span></span></span></div><div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt; text-indent: 35.4pt;"><span style="font-family: Calibri;"><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;">Sem condições de aprender e realizar tarefas básicas do Homem, estas crianças adoptam comportamentos que se situam à margem dos padrões sociais, semelhantes a a</span><span class="ft"><span style="color: white; font-size: 12pt; line-height: 150%; mso-bidi-font-family: Arial; mso-themecolor: background1;">n</span></span><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;">imais com que co</span><span class="ft"><span style="color: white; font-size: 12pt; line-height: 150%; mso-bidi-font-family: Arial; mso-themecolor: background1;">n</span></span><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;">viveram ou outros défices me</span><span class="ft"><span style="color: white; font-size: 12pt; line-height: 150%; mso-bidi-font-family: Arial; mso-themecolor: background1;">n</span></span><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;">tais graves que as levam a serem incivilizadas. </span></span><br />
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<iframe allowfullscreen="" frameborder="0" height="390" src="http://www.youtube.com/embed/x3kfxz6oLjQ" title="YouTube video player" width="480"></iframe><br />
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</div><div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt; text-indent: 35.4pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: white; font-size: 14pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;"><span style="font-family: Calibri;">Reflexão crítica:</span></span></b></div><div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt; text-indent: 35.4pt;"><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;"><span style="font-family: Calibri;">Durante a aula prática do dia supracitado foi discutido entre os alunos e a docente sobre o facto de Genie ter sido uma cobaia, por ser uma criança com patologias novas nunca antes vistas e ter sido, de uma certa forma, “explorada” pelo bichinho da ciência que motivava os investigadores.</span></span></div><div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt; text-indent: 35.4pt;"><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;"><span style="font-family: Calibri;">Este é um documentário em que podemos verificar a influência da hereditariedade e do meio no desenvolvimento de Genie e, na nossa opinião foi uma boa estratégia por parte da professora, pois os alunos aprimoraram esta matéria. Verificou-se assim, um entusiasmo por parte dos alunos ao debater entre eles os seus pontos de vista em relação à predominância do factor que influenciou mais no desenvolvimento de Genie, entre outros assuntos lançados pela docente.</span></span></div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-2902499274349373802011-03-29T14:59:00.000+01:002011-03-29T14:59:00.847+01:00Hereditariedade e o Meio<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-outline-level: 3; text-indent: 35.4pt;"><a href="http://www.google.pt/imgres?imgurl=https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs04oBmjG0VRShlwz0z9q1fur4aUhaovkQq4gTXpbf6xgR7h6WJPYuyCDjkVcpHg8OI2rYpPqbXk_z4yf9FDTW8UJErJ4oNjzg3wdh9IRMXJaPdgmENgSNHXMqe0u3jfX7-2XvacazE4s/s400/esper.jpg&imgrefurl=http://dicasdeciencias.com/2010/02/17/reproducao-assexuada-x-sexuada/&usg=__gRhBDy4CmZ1fhD1_jvdGajbBCn0=&h=300&w=400&sz=15&hl=pt-br&start=8&zoom=1&itbs=1&tbnid=6h-i24HDuI5wiM:&tbnh=93&tbnw=124&prev=/images%3Fq%3Dfecuda%25C3%25A7%25C3%25A3o%26hl%3Dpt-br%26gbv%3D2%26tbm%3Disch&ei=aOSRTaWOFo32sgaZ0cHRBg" id="apf7" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="color: white;"><img height="152" id="ipf6h-i24HDuI5wiM:" src="http://t2.gstatic.com/images?q=tbn:ANd9GcS9F1gQVwsdPmr3R2Bse692kX-Efm7RKdA9Hm_rJ3hHjz-MCPMxrpqkLsA" style="border-bottom: #ccc 1px solid; border-left: #ccc 1px solid; border-right: #ccc 1px solid; border-top: #ccc 1px solid; padding-bottom: 1px; padding-left: 1px; padding-right: 1px; padding-top: 1px; vertical-align: bottom;" width="202" /></span></a><span style="font-family: Calibri;"><span style="color: white;"><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;">Geneticamente, hereditariedade </span><span style="color: white; font-size: 12pt; line-height: 150%; mso-themecolor: background1;">é o somatório de todas as características contidas no núcleo dos gâmetas, transmitidas a um indivíduo durante a fecundação. Os descendentes podem ocultar ou manifestar as características herdadas, pela expressão genética dos cromossomas (molécula portadora das características biológicas).</span><b><span style="color: white; font-size: 14pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;"></span></b></span></span></div><div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify;"><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;"><span style="font-family: Calibri;"><span style="color: white;">.<span style="mso-tab-count: 1;"> </span>Existem dois tipos de hereditariedade: <b style="mso-bidi-font-weight: normal;">especifica</b> e <b style="mso-bidi-font-weight: normal;">individual</b>.</span></span></span></div><div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;"><span style="font-family: Calibri;"><span style="color: white;">A <b style="mso-bidi-font-weight: normal;">hereditariedade específica</b> é responsável pela transmissão de agentes genéticos que determinam a herança de características comuns a uma determinada espécie, enquanto a <b style="mso-bidi-font-weight: normal;">hereditariedade individual </b>designa o conjunto de agentes genéticos que actuam sobre características próprias do indivíduo que o tornam um ser diferente de todos os outros.</span></span></span></div><div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 5pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 5pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;"><span style="font-family: Calibri;"><span style="color: white;">O olhar da Psicologia em relação à interacção entre hereditariedade e meio:</span></span></span></b></div><b style="mso-bidi-font-weight: normal;"><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;"><span style="font-family: Calibri;"></span></span></b><div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"><br />
</div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; line-height: 150%; margin: 0cm 0cm 5pt; text-align: justify; text-indent: 35.4pt;"><a href="http://www.not1.com.br/wp-content/uploads/2010/07/%C3%A1lcool-hereditariedade.jpg" imageanchor="1" style="clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="color: white;"><img border="0" height="200" src="http://www.not1.com.br/wp-content/uploads/2010/07/%C3%A1lcool-hereditariedade.jpg" width="200" /></span></a><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;"><span style="font-family: Calibri;"><span style="color: white;">Cada ser humano tem características próprias, que nos tornam únicos. No entanto, para conseguirmos explicar este facto, temos que ter em conta dois aspectos fundamentais: o <b style="mso-bidi-font-weight: normal;">meio</b> e a <b style="mso-bidi-font-weight: normal;">hereditariedade</b>. Desta forma, ao conjunto de características que uma pessoa recebe por hereditariedade dá-se o nome de <b style="mso-bidi-font-weight: normal;">genótipo</b> e ao conjunto de características que um individuo apresente, resultado da sua hereditariedade e de influência do meio, designamos <b style="mso-bidi-font-weight: normal;">fenótipo</b>.</span></span></span></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; line-height: 150%; margin: 0cm 0cm 5pt; text-align: justify; text-indent: 35.4pt;"><span style="clear: left; color: black; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"></span></div><div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU9Ni-cfb7aH2yJnz9Jdlj0FF-ZSm2moS6IfiBXttEtFcLMxP8ild69Z_tpeeYOfs05BQPMDckJJB8WqpM-U24kt3CsRBK1EI6T0CxFX86oHrLg3CNRic7YygaatqExE9r0dPFCNSvupOh/s1600/gravida.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="color: white;"><img border="0" height="177" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU9Ni-cfb7aH2yJnz9Jdlj0FF-ZSm2moS6IfiBXttEtFcLMxP8ild69Z_tpeeYOfs05BQPMDckJJB8WqpM-U24kt3CsRBK1EI6T0CxFX86oHrLg3CNRic7YygaatqExE9r0dPFCNSvupOh/s200/gravida.jpg" width="200" /></span></a></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; line-height: 150%; margin: 0cm 0cm 5pt; text-align: justify; text-indent: 35.4pt;"><span style="color: white;"></span></div><div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 5pt; text-align: justify; text-indent: 35.4pt;"><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;"><span style="color: white; font-family: Calibri;">O <b style="mso-bidi-font-weight: normal;">meio</b> é constituído por elementos que interferem no comportamento de cada indivíduo, enfatizando, que esta influência é também notória numa gravidez em que a criança está a desenvolver-se no meio intra-uterino, principalmente nas primeiras 2 semanas, no período germinal, uma vez que se a mãe se encontra sob stress, alimenta mal, é toxicodependente, podem trazer problemas a nível físico e mental no desenvolvimento da criança.</span></span></div><div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 5pt; text-align: justify; text-indent: 35.4pt;"><br />
</div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; line-height: 150%; margin: 0cm 0cm 5pt; text-align: justify; text-indent: 35.4pt;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwnNToi-q24w4_-QrTnVZNK-bHkorkbOE2LRIXMgdda653GMNik-9p9vU66TONJ_rY5szccrgT37gRibXJkRcom5YpjVXpjq3kAuHJVwSQhiya8sT8jbvxHtpVpVVg50hp4Ql5GzRqMxw/s1600/genetica.jpg" imageanchor="1" style="clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="color: white;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwnNToi-q24w4_-QrTnVZNK-bHkorkbOE2LRIXMgdda653GMNik-9p9vU66TONJ_rY5szccrgT37gRibXJkRcom5YpjVXpjq3kAuHJVwSQhiya8sT8jbvxHtpVpVVg50hp4Ql5GzRqMxw/s200/genetica.jpg" width="145" /></span></a><span style="color: white; font-size: 12pt; line-height: 150%; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT; mso-themecolor: background1;"><span style="font-family: Calibri;"><span style="color: white;">Referimos sempre a influência nas características físicas (a cor da pele, dos olhos, do cabelo…), contudo, a <b style="mso-bidi-font-weight: normal;">intervenção genética</b> actua também sobre as estruturas orgânicas, sistema nervoso e endócrino, que são importantes para o comportamento humano. Defende-se que o desenvolvimento é influenciado sobretudo pelo meio, ou principalmente pela hereditariedade. Porém, a hereditariedade não pode expressar-se sem um meio adequado, assim como o meio não tem qualquer efeito sem o potencial genético. Por isto, afirma-se que a hereditariedade e o meio interagem, determinando o desenvolvimento do Homem.</span></span></span></div><span style="color: white;"></span><br />
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</div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com2tag:blogger.com,1999:blog-6361413473188090238.post-8116196982147347992011-03-29T12:16:00.002+01:002011-05-22T01:28:06.184+01:00Estruturalismo e Funcionalismo<div style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"></div><br />
<div align="left" class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; line-height: 150%; margin: 0cm 0cm 0pt; text-align: left; text-indent: 35.4pt;"><span style="font-size: 12pt; line-height: 150%;"><span style="color: white; font-family: Calibri;">No dia 22 de Fevereiro, nas aulas de Psicologia “exploramos” o mundo da psicologia experimental, no qual enfatizamos os seus laboratórios, nomeadamente o Estruturalismo e o Funcionalismo. Com o decorrer das aulas desse mesmo dia, conseguimos diferencia-los entre as suas funções e bases. </span></span></div><div align="left" class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; line-height: 150%; margin: 0cm 0cm 0pt; text-align: left; text-indent: 35.4pt;"><a href="http://files.caminhodapsicologia.webnode.com.pt/200000112-5fd9c60d3d/psicologia.jpg" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="color: white;"><img border="0" height="150px" src="http://files.caminhodapsicologia.webnode.com.pt/200000112-5fd9c60d3d/psicologia.jpg" width="200px" /></span></a><span style="clear: left; color: white; float: left; margin-bottom: 1em; margin-right: 1em;"> </span><span style="font-size: 12pt; line-height: 150%;"><span style="color: white; font-family: Calibri;">Como preâmbulo a esta matéria, na aula teórica, a professora Cláudia explicou no que é que estes consistiam e na aula prática, esta serviu-se de um puzzle como um exemplo que explica-se e interliga-se estes dois conceitos. Desta forma, cada peça simbolizava o Estruturalismo, ou seja, para se compreender e obter um todo, neste caso o puzzle (Fucionalismo), é necessário o reconhecimento e adaptação das suas bases, pois estas são o que dão forma e estrutura. </span></span></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><span style="font-family: Calibri;"><span style="color: black;"><span style="color: white;"><span style="font-size: 12pt; line-height: 150%;">Em suma, e para explicar melhor o que foi dito supracitadame</span><span style="font-size: 12pt; line-height: 150%;">n</span><span style="font-size: 12pt; line-height: 150%;">te, </span><span style="font-size: 12pt; line-height: 150%;">a Psicologia interessa-se pelo funcionamento da mente. Os funcionalistas, afirmam que </span><span style="font-size: 12pt; line-height: 150%;">o objecto </span><span lang="PT-BR" style="font-size: 12pt; line-height: 150%;">da Psicologia do estudo da mente é a experiência consciente do Homem e Wundt, seguido pelo seu dísciplo Titche</span><span style="font-size: 12pt; line-height: 150%;">n</span><span lang="PT-BR" style="font-size: 12pt; line-height: 150%;">er, vão estudar os elementos constitui</span><span style="font-size: 12pt; line-height: 150%;">n</span><span lang="PT-BR" style="font-size: 12pt; line-height: 150%;">tes da consciência . Segu</span><span style="font-size: 12pt; line-height: 150%;">n</span><span lang="PT-BR" style="font-size: 12pt; line-height: 150%;">do estes, </span><span style="font-size: 12pt; line-height: 150%;">cada totalidade psicológica compõe-se de elementos, sendo que a tarefa da Psicologia seria a de descobrir quais são os elementos, qual o verdadeiro conteúdo da mente e a maneira pela qual é estruturada</span></span></span></span></div><br />
<a href="http://psicologiabnoddinis.blogspot.com/2010/10/watson-e-o-comportamento.html"><strong><span style="color: white;">Watson e o Comportamento</span></strong></a><span style="color: white;"> </span><br />
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<strong><span style="color: white;">Watson é considerado o pai da psicologia científica ao distinguir-se da psicologia tradicional que tinha por objecto a consciência e por método a introspecção. Watson critica Wundt por não ter conseguido romper com a psicologia tradicional. Para se constituir como ciência, a psicologia deve abandonar a introspecção e limitar-se a observações externas. Para isso, o psicólogo terá que assumir a atitude do cientista e trabalhar com dados que resultam de observações objectivas.Segundo Watson, só se pode estudar directamente o comportamento observável (<i>behavior</i>): a resposta (R) de um indivíduo a um dado estímulo (E) do ambiente. Portanto, o objecto da psicologia é o comportamento observável; para atingir esta finalidade, deverá recorrer ao método experimental.</span></strong><br />
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<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzbtwVx_k0opRGz13V2Z37KPwuvvEiPe2aAE2mmUH6vL02xnv5zBy4F9YWoPrCk8znVWlCHtXITjGoQ1mkaDIDkimVfkr-wJJhWsizgB09PHjVjYaFQdWv2vJELLLAxes_ankZHX8ggIA/s1600/watson001.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzbtwVx_k0opRGz13V2Z37KPwuvvEiPe2aAE2mmUH6vL02xnv5zBy4F9YWoPrCk8znVWlCHtXITjGoQ1mkaDIDkimVfkr-wJJhWsizgB09PHjVjYaFQdWv2vJELLLAxes_ankZHX8ggIA/s200/watson001.jpg" width="153px" /></a><a href="http://psicologiades2.blogspot.com/2011/05/corrente-behaviorista-faz-uma.html">Watson e o Comportamento vs Wundt</a></div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-72638441419222464362011-03-28T21:41:00.001+01:002011-03-28T21:41:46.649+01:00Teoria de desenvolvimento psicossexual<a href="http://psicologiades2.blogspot.com/2011/03/teoria-de-desenvolvimento-psicossexual.html">O desenvolvimento da personalidade está relacionado com a qualidade das experiências emocionais vividas nos diferentes estádios:</a><br />
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<div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; text-align: justify;"><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJhpXC7Q__nPATH7_wo2G9jkiTCz88NB3fNWTEDf0C60EuAVjfRGHtdnini4EKfJrfySfIp1cI43EqNKLL4To_wbSqQy_nRcDjtPdOdS_EUz4KHpXRwF8HkEBBWzUSzJ1cWyWBGgNS8gAW/s1600/images%255B7%255D.jpg" imageanchor="1" style="clear: left; cssfloat: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJhpXC7Q__nPATH7_wo2G9jkiTCz88NB3fNWTEDf0C60EuAVjfRGHtdnini4EKfJrfySfIp1cI43EqNKLL4To_wbSqQy_nRcDjtPdOdS_EUz4KHpXRwF8HkEBBWzUSzJ1cWyWBGgNS8gAW/s1600/images%255B7%255D.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="apple-style-span"><b style="mso-bidi-font-weight: normal;"><span style="color: white; font-family: 'Calibri','sans-serif'; font-size: 11pt; line-height: 115%; mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-themecolor: background1;">Estádio oral – </span></b><span style="color: white; font-family: 'Calibri','sans-serif'; font-size: 11pt; line-height: 115%; mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-themecolor: background1;">(desde o nascimento aos 12/18 meses</span></span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW5-MbrlU-1JLOU_goBhPEoLQnKiiCIcwio0dRorcp14wEpd83a82NDbWW6CepF4Fw1eUwxkHh_QPAWiq8YaLtHGaE_KDkx0vZHC30DXGvy-xzGL25ZKlncgrOgDf2vXnKqz16p8iexdkl/s1600/images%255B11%255D.jpg" imageanchor="1" style="clear: left; cssfloat: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="200" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW5-MbrlU-1JLOU_goBhPEoLQnKiiCIcwio0dRorcp14wEpd83a82NDbWW6CepF4Fw1eUwxkHh_QPAWiq8YaLtHGaE_KDkx0vZHC30DXGvy-xzGL25ZKlncgrOgDf2vXnKqz16p8iexdkl/s200/images%255B11%255D.jpg" width="145" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="apple-style-span"><b style="mso-bidi-font-weight: normal;"><span style="color: white; font-family: 'Calibri','sans-serif'; font-size: 11pt; line-height: 115%; mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-themecolor: background1;">Estádio anal – </span></b><span style="color: white; font-family: 'Arial','sans-serif'; font-size: 11pt; line-height: 115%; mso-ansi-language: PT; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-themecolor: background1;">(</span><span style="color: white; font-family: 'Calibri','sans-serif'; font-size: 11pt; line-height: 115%; mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-themecolor: background1;">dos 12/18 meses aos 2/3 anos</span></span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOqc-t9Uz_RmljicuC9gy-Hnw5-dVugm70DiEhDhXQf8KJ9j5nIN1M3G0llE7HK302ZdXbeZBYfu32ORoXkjDIrqA13-v2CINXdDWrlO8s8AxSDTE8uP-bOINEiCt4i2_DpV9SArP77ft0/s1600/f%2525C3%2525A1lico%255B1%255D.jpg" imageanchor="1" style="clear: left; cssfloat: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="200" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOqc-t9Uz_RmljicuC9gy-Hnw5-dVugm70DiEhDhXQf8KJ9j5nIN1M3G0llE7HK302ZdXbeZBYfu32ORoXkjDIrqA13-v2CINXdDWrlO8s8AxSDTE8uP-bOINEiCt4i2_DpV9SArP77ft0/s200/f%2525C3%2525A1lico%255B1%255D.jpg" width="154" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="apple-style-span"><b style="mso-bidi-font-weight: normal;"><span style="color: white; font-family: 'Calibri','sans-serif'; font-size: 11pt; line-height: 115%; mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-themecolor: background1;">Estádio fálico –</span></b><span style="color: white; font-family: 'Calibri','sans-serif'; font-size: 11pt; line-height: 115%; mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-themecolor: background1;"> (entre os 2 e os 5/6 anos)</span><span style="color: black; font-family: 'Calibri','sans-serif'; font-size: 11pt; line-height: 115%; mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-themecolor: text1;"> </span></span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsmI80YUY0s0pNcmaNHjamOQVlmWu_Ugw8z_RxWQZK3-6mj3c_ztBzq-cznNbeelPA0TiTqstCAG6HzMr1vdA9TObS5Ps7zp30etE261SfpBecbmeJc5xLkfCA9algGt1QuIStyaVoCqyT/s1600/envergonhada%255B1%255D.jpg" imageanchor="1" style="clear: left; cssfloat: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsmI80YUY0s0pNcmaNHjamOQVlmWu_Ugw8z_RxWQZK3-6mj3c_ztBzq-cznNbeelPA0TiTqstCAG6HzMr1vdA9TObS5Ps7zp30etE261SfpBecbmeJc5xLkfCA9algGt1QuIStyaVoCqyT/s1600/envergonhada%255B1%255D.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="apple-style-span"><b style="mso-bidi-font-weight: normal;"><span style="color: white; font-family: 'Calibri','sans-serif'; font-size: 11pt; line-height: 115%; mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-themecolor: background1;">Estádio de latência – </span></b><span style="color: white; font-family: 'Calibri','sans-serif'; font-size: 11pt; line-height: 115%; mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-themecolor: background1;">(5/6 anos até à puberdade)</span><span style="color: black; font-family: 'Calibri','sans-serif'; font-size: 11pt; line-height: 115%; mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-themecolor: text1;"> </span></span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha7z8H-8ovMMRZU9QXalvl0iVH-373XRGtcVOp8Pat6sQyyjGz4YQ1B6nBaPQrnBhKSA6IyNZiHG6Yok23k0WF64D8o86uavlnQG4HvOLXhfex01HF3XlGFyqy73O11BGpVLD5PCZzkCkU/s1600/Puberdade%255B1%255D.jpg" imageanchor="1" style="clear: left; cssfloat: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="150" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha7z8H-8ovMMRZU9QXalvl0iVH-373XRGtcVOp8Pat6sQyyjGz4YQ1B6nBaPQrnBhKSA6IyNZiHG6Yok23k0WF64D8o86uavlnQG4HvOLXhfex01HF3XlGFyqy73O11BGpVLD5PCZzkCkU/s200/Puberdade%255B1%255D.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="apple-style-span"><b style="mso-bidi-font-weight: normal;"><span style="color: white; font-family: 'Calibri','sans-serif'; font-size: 11pt; line-height: 115%; mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-themecolor: background1;">Estádio genital</span></b><span style="color: white; font-family: 'Calibri','sans-serif'; font-size: 11pt; line-height: 115%; mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-themecolor: background1;"> – (a partir da puberdade)</span><span style="color: black; font-family: 'Calibri','sans-serif'; font-size: 11pt; line-height: 115%; mso-ansi-language: PT; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-themecolor: text1;"> </span></span><br />
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</tbody></table> </div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-29654276833223730642011-03-28T20:19:00.001+01:002011-05-30T00:42:24.368+01:00Estrutura da personalidade<div style="font-family: Verdana,sans-serif;"><a href="http://psicologiades2.blogspot.com/2011/03/estrutura-da-personalidade.html">Estrutura da personalidade</a></div><div style="font-family: Verdana,sans-serif;"><br />
</div><div style="font-family: Verdana,sans-serif;"><span class="apple-style-span"><span style="color: black; font-size: 11pt; line-height: 115%;"><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; text-align: justify;"><span class="apple-style-span"><span style="color: white;">O link acima citado explica-nos sucintamente a divisão da estrutura da personalidade do Homem segundo Freud.</span></span></div></span></span></div><div style="font-family: Verdana,sans-serif;"><iframe allowfullscreen="" frameborder="0" height="390" src="http://www.youtube.com/embed/_wVG_dmCf5M" title="YouTube video player" width="480"></iframe></div><div style="text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin: 0cm 0cm 10pt; text-align: justify;"><div style="color: white;"><span class="apple-style-span">O grupo espera com que este vídeo esclareça as diferenças e em que consiste cada um destes conceitos que constituem a personalidade humana segundo Freud, nomeadamente o id, ego e superego.</span></div><div style="color: white;"><br />
</div><div style="color: white;"><span class="apple-style-span">Ainda relativamente a este tema, é importante salientar o conceito de mecanismos de defesa, introduzido pela filha mais nova de Freud, Ana Freud. Estes são processos inconscientes que permitem à mente encontrar uma solução para conflitos não resolvidos ao nível da consciência.</span></div><div style="color: white;"><span class="apple-style-span">Os mecanismos de defesa que Ana Freud refere em <i>"O Ego e os Mecanismos de Defesa", 1946</i>,<i> </i>são:</span></div><div style="color: white;"><br />
</div><div style="color: white;"><span class="apple-style-span"><b>Negação</b> - negar que existem pensamentos ou sentimentos problemáticos. Ex.: é dada ao paciente a notícia de que tem uma doença grave e este nega dizendo que o exame foi mal feito ou não é dele. </span></div><div style="color: white;"><br />
</div><div style="color: white;"><span class="apple-style-span"><b>Repressão</b> - afastar da consciência pensamentos, desejos, sentimentos ou acontecimentos que por algum motivo, envergonham uma pessoa.</span></div><div style="color: white;"><br />
</div><div style="color: white;"><span class="apple-style-span"><b>Racionalização</b> - substituição do verdadeiro motivo do comportamento ou sentimento, por uma explicação racional e segura. Ex.: ter má nota num teste mas dizer que a culpa é do professor e não do aluno.</span></div><div style="color: white;"><span class="apple-style-span"> </span></div><div style="color: white;"><span class="apple-style-span"><b>Projecção</b> - disfarçar impulsos ou sentimentos indesejáveis atribuindo-os a outras pessoas. Ex.: não gostamos de uma pessoa e preferimos acreditar que ela é que não gosta de nós.</span></div><div style="color: white;"><span class="apple-style-span"><br />
</span></div><div style="color: white;"><span class="apple-style-span"><b>Introjecção</b> - tomar para a própria personalidade características que são de outras pessoas.</span></div><div style="color: white;"><span class="apple-style-span"><br />
</span></div><div style="color: white;"><span class="apple-style-span"><b>Sublimação</b> - utilizado para desviar ideias que perturbam, através da substituição de um objectivo que não pode ser satisfeito por outro socialmente aceitável.</span></div><div style="color: white;"><span class="apple-style-span"><br />
</span></div><div style="color: white;"><span class="apple-style-span"><b>Formação reactiva</b> - esconder os verdadeiros sentimentos comportando-se de forma oposta àquela que estava a sentir.</span></div><div style="color: white;"><span class="apple-style-span"><br />
</span></div><div style="color: white;"><span class="apple-style-span"><b>Identificação - </b>assimilar uma característica de outra pessoa e transformar-se, total ou parcialmente, apresentando-se de acordo com esse modelo.</span></div><div style="color: white;"><span class="apple-style-span"><br />
</span></div><div style="color: white;"><span class="apple-style-span"><b>Deslocamento</b> - transferir as características de um objecto para outro. Ex.: ser repreendido pelo chefe e quando chegar a casa dar um pontapé no cão, como se ele fosse responsável pela fustração.</span></div><div style="color: white;"><span class="apple-style-span"><br />
</span></div><div style="color: white;"><span class="apple-style-span"><b>Regressão</b> - retorno do indivíduo a níveis anteriores de desenvolvimento, devido a conflitos que surgem em estágios posteriores do desenvolvimento, para lidar com uma situação <i>stressante. </i>Ex.: o choro das pessoas pode ser uma regressão à infância, pois em criança o choro resolveu um problema e desta forma, inconscientemente, a pessoa usa este método para resolver o seu problema.</span></div><span class="apple-style-span"><span style="color: white;"><span style="color: white;"> </span></span></span></div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-49341499316472553682011-03-28T16:16:00.003+01:002011-05-30T00:06:07.861+01:00Freud e o Inconsciente<a href="http://psicologiades2.blogspot.com/2011/03/freud-e-o-inconsciente_27.html">Sigmund Freud e o Desenvolvimento da Psicanálise</a><br />
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" 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</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><b><b>Iceberg de Freud</b></b>. </div><div style="font-family: Verdana,sans-serif; text-align: justify;">Freud serviu-se do exemplo de um iceberg para explicar a constituição do psiquismo humano. Desta forma, o link supracitado explica este último de uma forma sucinta.</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;">Visão do grupo sobre a psicanálise: A teoria de Freud tem um forte impacto sobre a Psicologia. Apesar das críticas da falta de rigor científico e da fraqueza metodológica, a Psicanálise continua a ser uma importante força da Psicologia de hoje, a admissão do inconsciente nesta ciência e a existência de uma sexualidade infantil é um legado da obra de Freud. </div><div style="font-family: Verdana,sans-serif; text-align: justify;"> Uma das criticas dirigidas á Psicanálise refere-se ao método de recolha de dados, na medida em que Freud apoiava as suas conclusões nas respostas que os pacientes davam enquanto eram submetidos à análise e, os conceitos de id, ego e superego elaborados pelo psicanalista também são acusados de incoerentes. O grupo investigou e descobriu também, que muitos psicólogos contestaram também a concepção de Freud sobre as mulheres, isto porque ele considerava que as mulheres tinham superegos sofrivelmente desenvolvidos e se sentiam inferiores em relação ao seu corpo por não possuírem pénis. </div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
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</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><b><span style="font-size: large;">Sugestão: <a href="http://psicologiabnoddinis.blogspot.com/2010/11/visionamento-do-filme-voando-sobre-um.html">Visionamento do filme "Voando Sobre Um Ninho de Cucos", de Milos Forman (1975)</a></span> </b></div><div style="font-family: Verdana,sans-serif; text-align: justify;">O filme ganhou 5 <i>Oscares</i> em 1975 (Melhor Filme, Melhor Realizador, Melhor Argumento Adaptado, Melhor Actor e Melhor Actriz).</div><div style="font-family: Verdana,sans-serif; text-align: justify;">A acção decorre num hospital psiquiátrico onde McMurphy (interpretado por Jack Nicholson) é internado. A relação que estabelece com os outros utentes e com a enfermeira Ratched (interpretada por Louise Fletcher) suscita um conjunto de reflexões, nomeadamente:</div><div style="font-family: Verdana,sans-serif; text-align: justify;">- o que é ser normal/anormal;- o carácter da instituição psiquiátrica;- os métodos terapêuticos usados;- o papel da neurologia, psicologia e psiquiatria apresentadas no filme.</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;">Reflexão:</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;">O grupo procura com a visualização deste filme salientar os métodos psicoterapêuticos usados os utentes do hospício, principalmente com o protagonista do filme, como a psicoterapia, o método psicanalítico A psicoterapia pode ser individual, estabelecendo-se, neste caso, uma relação entre o terapeuta e o cliente ou de grupo e, neste contexto, o grupo é a base do trabalho terapêutico.Criado por Freud, o método psicanalítico assenta no pressuposto de que os problemas neuróticos têm origem em traumas e conflitos recalcados no decurso da infância. O papel do terapeuta é fazer com que a pessoa traga à consciência o seu passado remoto, o reviva e compreenda as razões por que os incidentes ocorreram. Uma vez consciente das causas traumáticas, o paciente liberta-se e os sintomas incomodativos desaparecem.</div><br />
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" />Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-21161371313071222922011-03-25T16:35:00.001+00:002011-05-30T00:02:46.145+01:00O objecto da Psicologia<div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 10pt; text-align: justify;"><span style="color: white; font-size: small;"><b><i><span style="color: white; line-height: 150%;">“A psicologi</span></i></b><b><i><span style="color: white; line-height: 150%;">a possui um longo passado, mas uma história curta.”</span></i></b><i><span style="color: white; line-height: 150%;"> </span></i><span style="color: white; line-height: 150%;">(Herrmann Ebbinghaus)</span></span></div><div class="MsoNormal" style="border: medium none; font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 10pt; text-align: justify; text-indent: 35.4pt;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrQfE49jbuilV5gxwSh7yk4CiHlxA2l4qeD4n15anwoVvegCwksHGdg5iywhMfM-NEgq1wNQv1tBF5Jk8ld5w2h8WO_dbC6Q19IBfLjKCnFaeCYjE0cNpmDCB04kA_YzWXihUepQUz6u0/s1600/Psico.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="color: white;"><img border="0" height="175" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrQfE49jbuilV5gxwSh7yk4CiHlxA2l4qeD4n15anwoVvegCwksHGdg5iywhMfM-NEgq1wNQv1tBF5Jk8ld5w2h8WO_dbC6Q19IBfLjKCnFaeCYjE0cNpmDCB04kA_YzWXihUepQUz6u0/s200/Psico.jpg" width="200" /></span></a></span><span style="color: white; font-size: small; line-height: 150%;"><span style="color: white;">Desde o aparecimento do homem como hoje o conhecemos, este questiona-se acerca do mundo que o rodeia, reflectindo sobre si mesmo e sobre a vida humana, procurando respostas para diminuir as suas inquietações. Apesar disso, foi apenas no séc. XIX que começou a “curta” história desta ciência, quando investigadores, baseados na investigação e na experimentação, conseguiram construir uma identidade própria, melhorando os instrumentos, técnicas e métodos de estudo da psicologia.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify;"><span style="color: white; font-size: small;"><b><span style="color: white; line-height: 150%;">O OBJECTO DA PSICOLOGIA</span></b></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: -36pt;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: white; font-size: small; line-height: 150%;"><span style="color: white;">A psicologia é actualmente definida como o <u>estudo científico do comportamento e dos processos mentais</u>. O percurso que conduziu a esta definição foi atribulado e conflituoso. Vários psicólogos de renome, como Wilhelm <u>Wundt</u>, John <u>Watson</u>, Sigmund <u>Freud</u> e Jean <u>Piaget</u>, entre outros, tentaram, de acordo com a sua perspectiva teórica, definir o objecto da psicologia. </span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: white; font-size: small;"><span style="color: white; line-height: 150%;">Analisemos detalhadamente a definição de psicologia:</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: white; font-size: small;"><b><i><u><span style="color: white; line-height: 150%;">Estudo científico</span></u></i></b><span style="color: white; line-height: 150%;"> significa que os psicólogos usam métodos bem organizados para descrever, explicar e interpretar os factos psíquicos. Não se limitam a observar, acumular e catalogar factos.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: white; font-size: small;"><b><i><u><span style="color: white; line-height: 150%;">Comportamento</span></u></i></b><span style="color: white; line-height: 150%;">, em sentido estrito, significa um conjunto de actos directamente observáveis tais como falar alto, correr, corar, sorrir, etc.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: white; font-size: small;"><b><i><u><span style="color: white; line-height: 150%;">Processos mentais</span></u></i></b><span style="color: white; line-height: 150%;"> significa que a psicologia também se interessa por fenómenos ou factos que não são exteriormente observáveis tais como o pensamento e a imaginação, o sono e o sonho, a sensação e a percepção, as emoções e os sentimentos, as atitudes, etc.</span></span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 10pt; text-align: justify; text-indent: 35.4pt;"><span style="color: white; font-size: small; line-height: 150%;"><span style="color: white;">Estudar psicologia é, portanto, tentar compreender o que fazemos, como pensamos, sentimos, respondemos a problemas e crises, à influência do meio, como aprendemos e nos desenvolvemos intelectual e moralmente, como interagimos com os nossos semelhantes…</span></span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;"><iframe allowfullscreen="" frameborder="0" height="344" src="http://www.youtube.com/embed/yHkYHcG_E9g?fs=1" width="425"></iframe></span></div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-60793520566107774482011-03-12T23:13:00.001+00:002011-05-30T00:01:45.770+01:00Alexandra Meinêdo<div class="separator" style="border: medium none; clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqVyd7EbgsRY7FMm3tqYmY88F5T4CtVO-sLs2UCu_S9NlKR2MpSj6krXIZfWnip8nRx-ITgKKO8hvZ-FcldFScBA3WJVQft0nZwRwhjBDd3ndif7rDK-QZMW25zgq2Aw6Jn27ziVWDabLK/s1600/62308_162516117098001_100000188403790_553456_8328020_n%255B1%255D.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" q6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqVyd7EbgsRY7FMm3tqYmY88F5T4CtVO-sLs2UCu_S9NlKR2MpSj6krXIZfWnip8nRx-ITgKKO8hvZ-FcldFScBA3WJVQft0nZwRwhjBDd3ndif7rDK-QZMW25zgq2Aw6Jn27ziVWDabLK/s200/62308_162516117098001_100000188403790_553456_8328020_n%255B1%255D.jpg" width="200" /></a></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 10pt; text-align: justify;"><b>Tenho 18 anos e sou de Águas Santas. </b></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 10pt; text-align: justify;"><b>Entrei este ano na Faculdade de Desporto da Universidade do Porto, que foi a minha primeira e única opção na candidatura ao Ensino Superior. A área do Desporto sempre me interessou, razão pela qual decidi escolher este curso.</b></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 10pt; text-align: justify;"><b>Esta é a primeira vez que estou em contacto com a Psicologia. Ao contrário da maior parte dos meus colegas, não tive esta disciplina no Ensino Secundário. Na minha perspectiva de “iniciante”, espero desta disciplina compreender melhor os processos mentais dos indivíduos que os levam a certas acções.</b></div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-23752948800148749952011-03-12T23:10:00.002+00:002011-05-30T00:00:57.559+01:00Daniel Filipe Pereira Dias<div class="separator" style="border: medium none; clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLwQWYx8X4-Hb3Mq8DpywNIhM1930PxZ07kS3qy2q5RK1SV2RXxR79JmCsbGAYl1lD7b7Qlj1fDKfRnDd6wMOHSyHIILm31wcsHSE3-kiTCqNd1DXAFjIRZOb1btKhPvu8JMrP3nPolwkZ/s1600/DSC03836_editado.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" q6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLwQWYx8X4-Hb3Mq8DpywNIhM1930PxZ07kS3qy2q5RK1SV2RXxR79JmCsbGAYl1lD7b7Qlj1fDKfRnDd6wMOHSyHIILm31wcsHSE3-kiTCqNd1DXAFjIRZOb1btKhPvu8JMrP3nPolwkZ/s200/DSC03836_editado.JPG" width="146" /></a></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 10pt; text-align: justify;"><b>Nasci no dia 11 de Novembro de 1992, sou natural do Porto, vivi toda a minha infância em Gondomar e sou aluno universitário do primeiro ano na Faculdade de Desporto Universidade do Porto (FADE).</b></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 10pt; text-align: justify;"><b>Sou um eterno apaixonado pelo Desporto desde que superei uma etapa débil da minha infância, em que estava a padecer de alguns problemas de saúde devido à obesidade e, nos dias de hoje, graças à actividade física, sinto-me saudável, tenho uma boa qualidade de vida e tento desfrutar ao máximo do prazer que ele nos pode dar. Deste modo, um dos meus sonhos é exercer uma actividade ligada às populações especiais, neste caso a obesos, quero passar-lhes o meu testemunho, incutindo-lhes o espírito positivo de que nada é impossível, obtendo resultados que maximizem os seus estados de saúde física e mental, estando sempre junto a eles nos seus altos e baixos, nos quais a Psicologia desempenha um papel muito importante. </b></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 10pt; text-align: justify;"><b>A Psicologia vai acompanhar-nos ao longo do nosso futuro, ela adquire em nós a capacidade de mudar genuinamente a percepção que temos sobre o mundo e através dela que a mente humana interliga e compreende a sociedade, o que é fundamentalmente recompensador. </b></div><div class="separator" style="border: medium none; clear: both; text-align: center;"></div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-71607930518381933262011-03-12T22:59:00.001+00:002011-05-29T23:59:37.365+01:00Mariana Ribeiro Duarte<div class="separator" style="border: medium none; clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHmkuSkS7IKL1dt1DEdG8tP8_Z9j0-tasyECiJYU5sEn9is-42ZsSfflgJCrC4X4PFNO5NwvJJQ3loOQScN4XYOeCCxOteEZMhhjn_ZNluuqURgNDEv4X28teyGBnxa7lork_QujjNhJbO/s1600/foto_psic.png" imageanchor="1" style="clear: left; float: left; height: 143px; margin-bottom: 1em; margin-right: 1em; width: 262px;"><img border="0" height="145" q6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHmkuSkS7IKL1dt1DEdG8tP8_Z9j0-tasyECiJYU5sEn9is-42ZsSfflgJCrC4X4PFNO5NwvJJQ3loOQScN4XYOeCCxOteEZMhhjn_ZNluuqURgNDEv4X28teyGBnxa7lork_QujjNhJbO/s200/foto_psic.png" width="200" /></a></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 10pt; text-align: justify;"><b><span style="font-size: small;">Tenho </span><span style="font-size: small;"> 18 anos, sou natural de Matosinhos, Porto, andei na escola de S. Mamede Infesta até completar o ensino secundário e actualmente sou aluna do primeiro ano na FADEUP. </span></b></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 10pt; text-align: justify;"><b><span style="font-size: small;">Desde pequena que tenho uma ligação muito activa com o Desporto, que é como quem diz com uma capacidade de estar quieta quase nula e com imensas dificuldades de concentração e, encontrei no desporto uma forma de conjugar com essas características e torna-las benéficas no meu crescimento. Por esta razão é que desde muito cedo sonho entrar nesta faculdade e sair daqui uma profissional capaz de ajudar através do desporto crianças e jovens com características semelhantes às minhas. </span></b></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; margin: 0cm 0cm 0pt; text-align: justify;"><b><span style="font-size: small;">No meu ponto de vista, a Psicologia é uma ciência que tenta entender e explicar os nossos comportamentos com fundamento nas nossas crenças, opiniões e padrões sociais. Tenta assim descodificar aquilo que somos e no que nos torna partir do estudo da mente humana.</span></b></div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0tag:blogger.com,1999:blog-6361413473188090238.post-8862563256897484022011-03-12T22:55:00.003+00:002011-05-30T00:01:23.569+01:00Marta Marisa Martins Ferreira<div class="separator" style="border: medium none; clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPOroUeqUdkXJq7GJ3CbaLZleadGC22IIG8Vci0wngxIhRfwYBamFtlqXtzI3G27Aw6Gx12SPCVIIZLsiyHVeohdmFGTVH4BO4WMxlXkDrNkF-53lOXjrC1jvn3bf6msPs-xounE161d3Y/s1600/32454_405371619667_729459667_4093428_5015233_n%255B1%255D.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" q6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPOroUeqUdkXJq7GJ3CbaLZleadGC22IIG8Vci0wngxIhRfwYBamFtlqXtzI3G27Aw6Gx12SPCVIIZLsiyHVeohdmFGTVH4BO4WMxlXkDrNkF-53lOXjrC1jvn3bf6msPs-xounE161d3Y/s320/32454_405371619667_729459667_4093428_5015233_n%255B1%255D.jpg" width="156" /></a></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;"><b><span style="font-size: 12pt; line-height: 150%;">Sou natural de Braga e nasci a 29 de Julho de 1992, o meu percurso escolar foi feito em Guimarães e actualmente estudo na Faculdade de Desporto da Universidade do Porto no primeiro ano de licenciatura de Ciências do Desporto.</span></b></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;"><b><span style="font-size: 12pt; line-height: 150%;">Adoro o ar livre, musica, cinema, adoro os meus amigos e sinto-me completa com a actividade física a minha vida, daí ter optado por este curso pois não me vejo a fazer algo que não esteja relacionado com ela. Sem este, o ser humano torna-se sedentário e monótono o que para mim se torna confuso e, um dos meus objectivos é divulgar às pessoas o quão benéfico é para o Homem as actividades interligadas com o desporto.</span></b></div><div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;"><b><span style="font-size: 12pt; line-height: 150%;">A psicologia ajuda muito neste ramo, pois esta ajuda no estudo do comportamento humano e da sociedade. A psicologia através do desporto pode em certas idades verificar mudanças de comportamentos nas habilidades motoras.</span></b></div>Psicologia do Desenvolvimentohttp://www.blogger.com/profile/03559803372219865182noreply@blogger.com0