O magnetismo pode ser explicado através da movimentação dos elétrons, e para determinar se um determinado material é magnético ou não, basta colocá-lo sobre a influência de um campo magnético, que é gerado pelo movimento de cargas elétricas. O material será magnético se aparecer forças ou torques, podendo dessa forma ser chamado de substância magnética. Maria das Graças de Oliveira Souza turma 3002
quarta-feira, 4 de julho de 2012
Magnetismo
Magnetismo é um ramo da ciência que estuda os materiais magnéticos, que possuem a capacidade de atrair ou repelir outros materiais. Quando se fala em magnetismo o primeiro nome que vem à tona é o de Tales de Mileto, pois foi ele o primeiro a estudar a capacidade que uma substância tem de atrair outra, isso sem que exista contato entre elas. Contudo, na Antiguidade os chineses já possuíam o conhecimento de alguns materiais que podiam atrair outros.
O magnetismo pode ser explicado através da movimentação dos elétrons, e para determinar se um determinado material é magnético ou não, basta colocá-lo sobre a influência de um campo magnético, que é gerado pelo movimento de cargas elétricas. O material será magnético se aparecer forças ou torques, podendo dessa forma ser chamado de substância magnética. Maria das Graças de Oliveira Souza turma 3002![](data:image/jpeg;base64,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)
![](data:image/jpeg;base64,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)
![](data:image/jpeg;base64,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)
![](data:image/jpeg;base64,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)
![](data:image/jpeg;base64,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)
O magnetismo pode ser explicado através da movimentação dos elétrons, e para determinar se um determinado material é magnético ou não, basta colocá-lo sobre a influência de um campo magnético, que é gerado pelo movimento de cargas elétricas. O material será magnético se aparecer forças ou torques, podendo dessa forma ser chamado de substância magnética. Maria das Graças de Oliveira Souza turma 3002
Assinar:
Postar comentários (Atom)
Nenhum comentário:
Postar um comentário