Question

Two narrow slits 0.02 mm apart are illuminated by light from a CuAr laser ( 633 nm) onto a screen_ a) If the first fringe is 0.2 cm away from the central fringe; what is the screen distance? b) What is the angle of the first dark fringe? c) How many fringes are visible? d) What wavelength would a laser have to provide a fringe that coincides (lines up) with the third order fringe of the CuAr laser?

Name: two narrow slits 002 mm apart are illuminated by light from a cuar laser 633 nm onto a screen a if the first fringe is 02 cm away from the central fringe what is the screen distance b what 16912
Uploaded: 2022-06-27T14:48:10-08:00
Duration: 3 min 31 s
Channel: Sri K
Description: two narrow slits 002 mm apart are illuminated by light from a cuar laser 633 nm onto a screen a if the first fringe is 02 cm away from the central fringe what is the screen distance b what 16912

          Two narrow slits 0.02 mm apart are illuminated by light from a CuAr laser ( 633 nm) onto a screen_
a) If the first fringe is 0.2 cm away from the central fringe; what is the screen distance?
b) What is the angle of the first dark fringe?
c) How many fringes are visible? d) What wavelength would a laser have to provide a fringe that coincides (lines up) with the third order fringe of the CuAr laser?

two narrow slits 002 mm apart are illuminated by light from a cuar laser 633 nm onto a screen a if the first fringe is 02 cm away from the central fringe what is the screen distance b what 16912

Added by Amber H.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Sri K

06/27/2022

Step 1

Plugging in the given values, we get: 0.2 cm = (633 nm)D/(0.02 mm) Solving for D, we get: D = 1.26 m So the screen distance is 1.26 meters. b) The angle of the first dark fringe can be found using the formula: θ = λ/d where θ is the angle between Show more…

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Two narrow slits 0.02 mm apart are illuminated by light from a CuAr laser ( 633 nm) onto a screen_ a) If the first fringe is 0.2 cm away from the central fringe; what is the screen distance? b) What is the angle of the first dark fringe? c) How many fringes are visible? d) What wavelength would a laser have to provide a fringe that coincides (lines up) with the third order fringe of the CuAr laser?