Os Princípios da Óptica Geométrica
PRINCÍPIOS DA ÓPTICA GEOMÉTRICAOs princípios da Óptica geométrica são 3:
a) Propagação retilínea dos raios de luz;
b) Princípio da independência dos raios de luz;
c) A reversibilidade dos raios de luz
A-1) SOMBRA: E´a região do espaço que não recebe luz direta da fonte. A sombra ocorre quando se coloca um corpo opaco entre a fonte de luz e o anteparo que recebe o raio de luz.
A-2) CÂMARA ESCURA DE ORIFÍCIO
Funciona pelo princípio da propagação retilínea dos raios de luz. Na Idade Média, a câmara escura de orifício teve muitas utilizações para o estudo dos fenômenos ópticos. A origem da máquina fotográfica se deu através da câmera escura.
CONCLUSÃO
I) i e p são inversamente proporcionais, ou seja, diminuindo o valor de p
aumenta-se o tamanho da imagem,II) A imagem será tanto mais nítida quanto menor for o orifício.
A-3) ÂNGULO VISUAL
Eclipses do Sol
No eclipse do Sol, o Sol é a fonte de luz, enquanto a Lua é o corpo opaco, colocado entre o Sol e a Terra.
Ocorre o eclipse do Sol quando a sombra e a penumbra da Lua interceptam a Terra (anteparo).
Há a formação de 2 tipos de eclipse:
i) O eclipse do Sol é total para os habitantes da Terra que se encontram na sombra projetada (A)
ii) O eclipse do Sol é parcial para aqueles que se encontram na penumbra projetada (B).
Eclipses da Lua
No eclipse do Sol, o Sol é a fonte de luz, enquanto a Terra é o corpo
opaco, colocado entre o Sol e a Lua.
i) O eclipse da Lua é total quando ela inteira está imersa na sombra da Terra.
ii) O eclipse do Sol é parcial quando parte da Lua está imersa na sombra da Terra.
![](data:image/png;base64,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)
A) Propagação retilínea dos raios de luzNos meios homogêneos e transparentes a luz se propaga em linha reta. Este princípio dá origem à formação de sombra e da penumbra. | |
B) Princípio da independência dos raios de luz Quando raios de luz se cruzam, cada um segue sua propagação como se os outros não existissem |
|
C) REVERSIBILIDADE DOS RAIOS DE LUZ A trajetória seguida pelos raios de luz independe do sentido de propagação desses raios | |
|
FONTE DE LUZ PONTUAL dá origem a uma sombra projetada | FONTE DE LUZ EXTENSA dá origem a uma sombra projetada e a uma região de penumbra, com menor grau de iluminação. |
| |
Para que a imagem de um objeto seja vista por um observador com visão normal, é preciso que esteja a uma distância mínima de 25 cm. | À medida que o objeto se afasta do olho do observador, ou o observador se afasta do objeto, o ângulo visual se reduz e o objeto parece diminuir. d1 < d2 < d3 |
| |