Asked by Anonymous
A hair was used to form one end of an air wedge with two glass plates. The glass plates were in contact at the other end. When light of wavelength (4.6x10^-7m) was reflected from the air wedge, the 320th dark
fringe coincided with the position of the hair. What was the thickness of the hair?
fringe coincided with the position of the hair. What was the thickness of the hair?
Answers
Answered by
bobpursley
http://www.schoolphysics.co.uk/age16-19/Wave%20properties/Interference/text/Wedge_fringes/index.html
So let thickness be e, and the distance from the wedge be x. With the small angle assumption
e =Theta=m*wavelength/2 . In this case, m=320
so e= 320*4.6e-7 /2
So let thickness be e, and the distance from the wedge be x. With the small angle assumption
e =Theta=m*wavelength/2 . In this case, m=320
so e= 320*4.6e-7 /2
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