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An arrangement with a double slit, whose separation between slits is d = 0.15 mm, and a shield positioned 1 m from them is illuminated by a laser of λ = 450 nm. A very thin piece of thin glass is placed in front of one of the slits and it is verified that the diffraction pattern of the fringes is shifted. This is because the phase of the wave emerging in the glass is delayed by π. (a) Calculate the distance of the central maximum position from the original and (b) tell if it was shifted towards the slit with or without the glass. OPTIONS:     (   )  - (a) 1.00 mm (b) to the side of the slit without the glass. (   )  - (a) 1.50 mm (b) to the slit side without the glass. (   )  - (a) 1.50 mm (b) to the side of the slit with the glass. (   )  - (a) 0.75 mm (b) to the side of the slit with the glass. (   )  - (a) 0.75 mm (b) to the slit side without the glass (   )  - (a) 1.00 mm (b) to the side of the slit with the glass.

An arrangement with a double slit, whose separation between slits is d = 0.15 mm, and a shield positioned 1 m from them is illuminated by a laser of λ = 450 nm. A very thin piece of thin glass is placed in front of one of the slits and it is verified that the diffraction pattern of the fringes is shifted. This is because the phase of the wave emerging in the glass is delayed by π. (a) Calculate the distance of the central maximum position from the original and (b) tell if it was shifted towards the slit with or without the glass. OPTIONS:     (   )  - (a) 1.00 mm (b) to the side of the slit without the glass. (   )  - (a) 1.50 mm (b) to the slit side without the glass. (   )  - (a) 1.50 mm (b) to the side of the slit with the glass. (   )  - (a) 0.75 mm (b) to the side of the slit with the glass. (   )  - (a) 0.75 mm (b) to the slit side without the glass (   )  - (a) 1.00 mm (b) to the side of the slit with the glass.

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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An arrangement with a double slit, whose separation between slits is d = 0.15 mm, and a shield positioned 1 m from them is illuminated by a laser of λ = 450 nm. A very thin piece of thin glass is placed in front of one of the slits and it is verified that the diffraction pattern of the fringes is shifted. This is because the phase of the wave emerging in the glass is delayed by π. (a) Calculate the distance of the central maximum position from the original and (b) tell if it was shifted towards the slit with or without the glass.

OPTIONS:

 

 

(   )  - (a) 1.00 mm (b) to the side of the slit without the glass.

(   )  - (a) 1.50 mm (b) to the slit side without the glass.

(   )  - (a) 1.50 mm (b) to the side of the slit with the glass.

(   )  - (a) 0.75 mm (b) to the side of the slit with the glass.

(   )  - (a) 0.75 mm (b) to the slit side without the glass

(   )  - (a) 1.00 mm (b) to the side of the slit with the glass.

Uma arranjo com uma dupla fenda, cuja separação entre fendas é d = 0.15 mm, e um anteparo posicionado a 1m delas é iluminado por um laser de A = 450 nm. Um pedaço bem fino de vidro fino é colocado em frente a uma das fendas e verifica- se que o padrão de difração das franjas é deslocado. Isso acontece porque a fase da onda emergente no vidro sofre um atraso de t. (a) Calcule a distância da posição do máximo central em relação ao original e (b) diga se foi deslocado na direção da fenda com ou sem o vidro. * O (a) 1.00 mm (b) para o lado da fenda com o vidro. O (a) 1.50 mm (b) para o lado da fenda sem o vidro. O (a) 1.00 mm (b) para o lado da fenda sem o vidro. O (a) 0.75 mm (b) para o lado da fenda com o vidro. O (a) 1.50 mm (b) para o lado da fenda com o vidro. O (a) 0.75 mm (b) para o lado da fenda sem o vidro
Transcribed Image Text:Uma arranjo com uma dupla fenda, cuja separação entre fendas é d = 0.15 mm, e um anteparo posicionado a 1m delas é iluminado por um laser de A = 450 nm. Um pedaço bem fino de vidro fino é colocado em frente a uma das fendas e verifica- se que o padrão de difração das franjas é deslocado. Isso acontece porque a fase da onda emergente no vidro sofre um atraso de t. (a) Calcule a distância da posição do máximo central em relação ao original e (b) diga se foi deslocado na direção da fenda com ou sem o vidro. * O (a) 1.00 mm (b) para o lado da fenda com o vidro. O (a) 1.50 mm (b) para o lado da fenda sem o vidro. O (a) 1.00 mm (b) para o lado da fenda sem o vidro. O (a) 0.75 mm (b) para o lado da fenda com o vidro. O (a) 1.50 mm (b) para o lado da fenda com o vidro. O (a) 0.75 mm (b) para o lado da fenda sem o vidro
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