In this problem, you will derive the equations used to explain the Michelson interferometer for incident light
Question:
a. Show that the expression
represents the sum of two waves of the form (A0 / 2)exp[i(k x Ï t)], one of which is phase shifted by the amount δ (t) evaluated at the position y D.
b. Show using the definition I (t) = A(t)A*(t) that I (t) = I0 [2(1 + cos δ (t))]
c. Expressing δ (t) in terms of Îd (t), show that
d. Expressing Îd (t) in terms of the mirror velocity v, show that
Transcribed Image Text:
A) = 20 A(t) = (1 + e5())exp[i(kyp – wt)] %3D I(t) = 2 16) = 2TΔ4() 1+ cos λ
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a when evaluated at x y D b Show using the definition c E...View the full answer
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