|Sep8-09, 03:37 AM||#1|
Finding Thickness of glass knowing OPD and refractive index.
1. The problem statement, all variables and given/known data
A beam of light is split into two coherent beams of intensity I which are in phase. The two
beams are sent through different paths and superimposed at the same spot on a screen. A path
difference is to be achieved by inserting a glass window of refractive index of 1.7 in the path of
one of the beams while keeping the physical (actual) path lengths the same. How thick must the
window be for an optical path difference of 4.5 wavelengths using light from a sodium vapour
lamp (λ = 589.3 nm)?
2. Relevant equations
OPD = t(n(s) - (n(m))
3. The attempt at a solution
n(s) = 1.7
n(m) = 1.0 (assuming it's in air.)
OPD = 4.5
OPD/(n(s) - (n(m)) = t
...changing the equation around.
4.5/(1.7-1.0) = t
t = 6.4 microns
is this right?
|Sep8-09, 05:40 AM||#2|
What is the unit of t?
What is the purpose of giving the wavelength of sodium vapor lamp?
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