Com formação em fisiologia de transporte na faculdade de medicina, Aronson optou por trabalhar nesse projeto paralelo, que o levou à demonstração de que o transporte de açúcar nessas membranas renais ocorre por cotransporte com sódio, o que levou...
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)
Peter Aronson
Peter Aronson, MD, CNH Long Professor de Medicina (Nefrologia) e professor de fisiologia celular e molecular deu ao Lee E. Farr MD Endowed Lectureship no Student Research Day anual da Yale School of Medicine (YSM) em 7 de maio, exemplos em sua palestra intitulada Do açúcar ao sal às pedras: jornada acidental como mentor e mentor, Aronson observou a importância de eventos fortuitos e descobertas fortuitas de pesquisa na determinação do curso de seu desenvolvimento acadêmico e carreira de pesquisa. Aronson descreveu ter crescido em Nova York na década de 1950; seus pais eram vendedores de roupas que não haviam feito faculdade. Por ter asma alérgica, ele frequentemente consultava seu pediatra, Dr. Simon Kove, para injeções de dessensibilização. Kove se tornou seu mentor, dando-lhe um microscópio, ajudando-o a conseguir empregos de pesquisa de verão e escrevendo-lhe cartas de recomendação para a faculdade e a faculdade de medicina. Como resultado desta relação casual, Aronson tinha como objectivo inicial de carreira prosseguir a medicina acadêmica e a investigação biomédica, que persistiram, observou ele, apesar da falta de publicações científicas na faculdade, faculdade de medicina ou residência.
Primeiras experiências de pesquisa
Receber uma bolsa integral para a faculdade de medicina na NYU (Aronson mostrou um slide do telegrama dando-lhe essa notícia), após ser rejeitado sem entrevistas em algumas outras escolas de Nova York, teve um grande impacto em sua futura carreira. Ele pôde frequentar uma faculdade de medicina com intensa pesquisa e se formar sem dívidas. As oportunidades de pesquisa durante a faculdade de medicina permitiram que Aronson ganhasse experiência em fisiologia do transporte iônico.
Após o treinamento de residência em medicina interna na Universidade da Carolina do Norte, Aronson prosseguiu o treinamento de pesquisa no laboratório do NIH de Bertram Sacktor, PhD, especialista em bioquímica do músculo de voo de moscas. Aronson selecionou um laboratório que trabalhava com metabolismo energético muscular devido ao interesse potencial na cardiologia como especialidade. No entanto, o laboratório Sacktor desenvolveu um projeto paralelo para estudar o transporte de açúcar em membranas isoladas de células renais. Com formação em fisiologia de transporte na faculdade de medicina, Aronson optou por trabalhar nesse projeto paralelo, que o levou à demonstração de que o transporte de açúcar nessas membranas renais ocorre por cotransporte com sódio, o que levou, finalmente, à sua primeira grande publicação.
Chegando em Yale
Aronson então procurou aconselhamento profissional sobre o que fazer a seguir com Louis Welt, MD, seu ex-presidente de medicina na Carolina do Norte, que se mudou para Yale como presidente de medicina. Welt providenciou para que Aronson buscasse treinamento em nefrologia em Yale, que era um dos principais centros mundiais de pesquisa em fisiologia renal. Embora Welt tenha morrido antes da chegada de Aronson, Aronson encontrou um ambiente acolhedor e colaborativo no YSM no qual poderia prosperar. Sterling Professor de Fisiologia Gerhard Giebisch, MD, tornou-se um mentor, conselheiro e patrocinador ao longo da vida. Quando Aronson mais tarde ingressou no corpo docente do YSM com uma nomeação principal em medicina interna, ele recebeu generosamente espaço de escritório e laboratório no Departamento de Fisiologia, o ambiente ideal para seu laboratório florescer.
Aronson descreveu exemplos de descobertas fortuitas de pesquisas que levaram a novas direções de pesquisa. Por exemplo, o nocaute em camundongos de um transportador que se acredita estar envolvido na homeostase renal do NaCl deu inesperadamente um fenótipo de cálculos renais de oxalato de cálcio. Isto levou à identificação do papel deste transportador na secreção de oxalato no intestino, um processo que limita a absorção líquida de oxalato dietético e, assim, evita o alto teor de oxalato na urina que, de outra forma, resultaria da ingestão de uma dieta rica em oxalato. Aronson encorajou os alunos a tomarem nota dos resultados de pesquisas fortuitos e enfatizou que estar em uma instituição como Yale, que tem uma cultura altamente colaborativa e força em muitas áreas diferentes da ciência, permite melhor aproveitar esses resultados inesperados para buscar novas pesquisas. instruções.
Impacto do treinamento de pessoas
O que tem sido mais satisfatório na sua carreira, disse Aronson, tem sido o seu papel na formação de pessoas, quem irá formar pessoas, quem irá formar pessoas, etc., num processo de amplificação que fará avançar o campo da medicina num futuro distante. Durante sua palestra ele mostrou um slide listando ex-estagiários e apontou várias pessoas que agora ocupam cargos de liderança na YSM e em outras instituições. Embora não seja possível ter certeza de que sua pesquisa levará a uma descoberta transformadora, disse Aronson, você pode ter certeza de que avançará no campo da medicina participando do processo amplificador de educação e orientação de estudantes e estagiários.
Para encerrar, Aronson homenageou o falecido John N. Forrest Jr, professor emérito de medicina e diretor fundador do Escritório de Pesquisa Estudantil do YSM. Forrest, disse ele, “exemplificou o compromisso extraordinário com o processo de educação e orientação”, acrescentando que “todos deveríamos ser inspirados por seu exemplo do que é mais gratificante na medicina acadêmica”.