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how far must he mirror mz of the michelson interferometer be moved so that 1600 fringes of laser light move across a line int he field of view

1 Answer

3 votes

Answer:

The question is not complete. Let me explain Michelson interferometer and how to calculate a question like this.

Answer 4.85 *
10^(-4)m

Step-by-step explanation:

The Michelson Interferometer is an instrument which produces interference fringes by splitting a light beam into two parts, it then recombines them after they have travelled different optical paths.

The formula to measure the minute displacement is Δd=m * λ
_(0)/2

where m is the number of fringes passing a given point as the movable plane mirror is moved

and λ
_(0) is the monochromatic lamp of wavelength

In the question, m = 1600. Let us assume that the wavelength is 606 nm

Solution

Δd=m * λ
_(0)/2

Δd=1600 * 606nm/2 = 1600 * 303nm = 484800nm

We convert the nm to m (nm /
10^(-9))

4.85 *
10^(-4)m

User Rakibul Haq
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