Bem-estar da maioria dos jovens cai drasticamente nos primeiros anos do ensino médio
A pesquisa baseada em dados de 11.000 estudantes mapeou uma queda geral no bem-estar, independentemente das circunstâncias, entre as idades de 11 e 14 anos.
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Jovens em classe - Crédito: Faculdade de Educação
"Mesmo sendo um grupo grande e diversificado de adolescentes, observamos uma queda consistente no bem-estar"
Ioannis Katsantonis
A maioria dos jovens no Reino Unido experimenta um declínio acentuado em seu bem-estar subjetivo durante seus primeiros anos na escola secundária, independentemente de suas circunstâncias ou antecedentes, mostra uma nova pesquisa.
Acadêmicos das Universidades de Cambridge e Manchester analisaram o bem-estar e a autoestima de mais de 11.000 jovens de todo o Reino Unido, usando dados coletados quando tinham 11 anos e novamente quando tinham 14.
O “bem-estar subjetivo” geral dos adolescentes – sua satisfação com diferentes aspectos da vida (como amigos, escola e família) – caiu significativamente durante os anos seguintes.
É amplamente aceito que o bem-estar e a saúde mental dos jovens são influenciados por fatores como circunstâncias econômicas e vida familiar. A pesquisa mostra que, apesar disso, o bem-estar tende a cair abruptamente e de forma generalizada durante o início da adolescência.
Esse declínio provavelmente está relacionado à transição para a escola secundária aos 11 anos. vida acadêmica e social.
Além disso, os alunos com maior auto-estima aos 11 anos experimentaram uma queda menos significativa no bem-estar aos 14 anos. Isso indica que esforços estruturados para fortalecer a auto-estima dos adolescentes, principalmente durante os primeiros anos do ensino médio, poderiam atenuar o provável declínio no bem-estar e na satisfação com a vida.
A pesquisa foi publicada no British Journal of Developmental Psychology . Foi conduzido por Ioannis Katsantonis, pesquisador de doutorado na Faculdade de Educação da Universidade de Cambridge, com base na pesquisa que ele realizou enquanto estudava para um MPhil em Psicologia e Educação .
“Mesmo sendo um grupo grande e diverso de adolescentes, vimos uma queda consistente no bem-estar”, disse Katsantonis. “Um dos aspectos mais marcantes foi a clara associação com mudanças na escola. Isso sugere que precisamos urgentemente fazer mais para apoiar o bem-estar dos alunos nas escolas secundárias em todo o Reino Unido.”
Ros McLellan, professora associada da Universidade de Cambridge, especialista em bem-estar do aluno e coautora, disse: “A ligação entre autoestima e bem-estar parece especialmente importante. Apoiar a capacidade dos alunos de se sentirem positivos sobre si mesmos durante o início da adolescência não é uma solução definitiva, mas pode ser altamente benéfico, pois sabemos que seu bem-estar é vulnerável.”
Globalmente, o bem-estar dos adolescentes está em declínio . No Reino Unido, a Children's Society mostrou que 12% dos jovens de 10 a 17 anos têm pouco bem-estar . O Dr. Jose Marquez, pesquisador associado do Instituto de Educação da Universidade de Manchester, e coautor, disse: “Até agora, não entendemos completamente como o bem-estar universalmente pobre é experimentado. A relação entre bem-estar e autoestima também não é clara.”
Os pesquisadores usaram dados do Millennium Cohort Study , que envolve uma amostra nacionalmente representativa de pessoas nascidas entre 2000 e 2002 e incorpora questionários padrão sobre bem-estar e auto-estima. Eles então calcularam uma 'pontuação' de bem-estar para cada aluno, equilibrada para controlar outros fatores que influenciam o bem-estar – como vantagem econômica, bullying e sentimentos gerais de segurança.
Enquanto a maioria dos adolescentes estava satisfeita com a vida aos 11 anos, a maioria estava extremamente insatisfeita aos 14 anos. Nessa idade, as pontuações de bem-estar de 79% dos participantes caíram abaixo do que havia sido a pontuação média para todo o grupo três anos antes. “Esta é uma queda estatisticamente significativa”, disse Katsantonis. “Vai muito além de qualquer coisa que classificaríamos como moderado.”
O estudo também capturou informações sobre a satisfação dos adolescentes com aspectos específicos de suas vidas, como trabalho escolar, aparência pessoal, família e amigos. Isso sugere que os declínios mais dramáticos entre 11 e 14 anos provavelmente estão relacionados à escola e ao relacionamento com os colegas.
Apesar da queda geral, os alunos com melhor bem-estar aos 14 anos tendiam a ser aqueles que tinham maior auto-estima aos 11 anos. No entanto, o padrão não se aplicava ao contrário: um melhor bem-estar aos 11 anos não prediz uma melhor auto-estima. -estima depois. Isso implica um nexo causal no qual a auto-estima parece proteger os adolescentes do que, de outra forma, seriam declínios mais acentuados no bem-estar.
“Apoiar a auto-estima não é a única coisa que precisamos fazer para melhorar o bem-estar dos jovens”, disse Katsantonis. “Nunca deve, por exemplo, tornar-se uma desculpa para não combater a pobreza ou combater o bullying – mas pode ser usado para melhorar a satisfação com a vida dos jovens nesta fase crítica.”
Os pesquisadores identificam várias maneiras pelas quais as escolas podem apoiar isso. Em um nível básico, Katsantonis sugeriu que comemorar as conquistas dos alunos, enfatizando o valor das coisas que eles fizeram bem e evitando comparações negativas com outros alunos, tudo isso pode ajudar.
Mais estrategicamente, o estudo sugere a incorporação de mais recursos que promovam a auto-estima no currículo de bem-estar da Inglaterra e enfatiza a necessidade de garantir que esforços semelhantes sejam feitos em todo o Reino Unido. Estudos recentes, por exemplo, destacaram os benefícios potenciais do treinamento de atenção plena nas escolas e de iniciativas de ' psicologia positiva ' que ensinam os adolescentes a estabelecer metas pessoais alcançáveis ??e a reconhecer e refletir sobre suas próprias forças de caráter.
McLellan acrescentou: “É muito importante que isso seja sustentado – não pode ser apenas o caso de fazer algo uma vez quando os alunos iniciam o ensino médio ou implementar uma prática ocasional aqui e ali. Um esforço conjunto para melhorar o senso de auto-estima dos alunos pode ter resultados realmente positivos. Muitos bons professores já estão fazendo isso, mas talvez seja ainda mais importante do que pensávamos.”