Espelhos Planos e Reflexão da Luz

[b][u][/u][/b][size=150][b][u]ESPELHO PLANO[/u][/b][b]Espelhos planos[/b] são superfícies que refletem a luz de forma regular. A)  Quando alguma fonte de luz os ilumina, é possível observar a formação de [b]imagens[/b] [b]virtuais,[/b] “atrás” da superfície do espelho. B) Elas são formadas quando [b]dois prolongamentos de raios luminosos se cruzam[/b], [b]dando origem a imagens que são virtuais, direitas e que apresentam o mesmo tamanho do objeto[/b][b].[/b][b][u][/u][/b]C) É uma superfície plana na qual o fenômeno predominante é a reflexão regular da luz.[/size][br][br][img]data:image/png;base64,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[/img][br][size=150]Apesar de serem direitas, as imagens formadas pelos espelhos planos têm os [b]lados[/b] [b]invertidos[/b], por isso [b]não podem ser sobrepostas[/b] uma sobre a outra. É o mesmo que ocorre com as mãos esquerda e direita: uma é o reflexo da outra e, por esse motivo e por serem assimétricas, não podem ser sobrepostas.Essa propriedade de inverter lateralmente as imagens é conhecida como [b]enantiomorfismo[/b] e é por causa dela que, nos carros de bombeiros e ambulâncias, é comum encontrarmos a escrita invertida, para que os motoristas possam abrir passagem a esses veículos quando avistarem seus reflexos nos espelhos retrovisores.[/size][br][img]data:image/png;base64,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[/img][br][br][b][u]ELEMENTOS ASSOCIADOS À REFLEXÃO DE UM RAIO DE LUZ[br][br][/u][br][/b][table][tr][td] 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[/img][br] Espelho Plano[br][br][br][br][br] [/td][td] [br][br][b][/b][size=150][b]I[/b]:  Ponto de incidência[br][br][br][b]R[sub]i[/sub]:[/b] raio incidente;[br][br][br][b]R[sub]r[/sub]:[/b] raio refletido;[br][br][br][b]N:[/b] reta normal em relação ao ponto[br]em que o raio de luz toca a superfície;[br][br][br][b]i:[/b] ângulo incidente;[br][br][br][b]r:[/b] ângulo de reflexão;[/size][br] [/td][/tr][/table][b][br][/b][b][u][/u][/b][size=150][b][u]Leis da reflexão da luz[/u][/b][br]É estudada a partir da descrição do comportamento de um raio de luz ao incidirem uma superfície refletora. Tem-se duas leis que regem este fenômeno, que apontam quais são as condições necessárias para que ocorra a reflexão regular da luz.[br][br][b][u]1ª LEI:[/u][/b][br]Os raios de luz incidente e refletido precisam formar o mesmo ângulo com[br]relação à direção normal.[b][u]2ª LEI:[/u][/b][br]Os raios de luz incidente e refletido precisam estar contidos no mesmo plano.[b] [/b][/size][br][br][br][br][br][br][br][br]

Information: Espelhos Planos e Reflexão da Luz