A Michelson interferometer using 800nm light is adjusted to have a bright central spot. One mirror is then moved 200nm forward, the other 200nm back. Afterward, is the central spot bright, dark, or in between? Explain.

Short Answer

Expert verified

The central spot of light is bright.

Step by step solution

01

Introduction

X - rays are electromagnetic wave that allows the human eye to see or make objects visible. It can also be considered as radiation that can be seen with the naked eye. Photons are tiny packets of energy that make up light.

02

Explanation

The path length is raised or lowered by 400nmwhen a mirror is moved by 200nm. Because one mirror is pushed in and the other is moved out, the path length difference is increased by 400nm.The entire difference in route length is 800nm, which is equal to the wavelength of light. As a response, the spot will continue bright because no net difference in phase difference was generated.

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Most popular questions from this chapter

On a screen behind such a diffracting grating, narrow, bright fringes can be seen. After that, the entire research is submerged in water. Do the screen's fringes get closer together, farther apart, stay the same, or simply disappear? Explain

Light of wavelength550nm illuminates a double slit, and the interference pattern is observed on a screen. At the position of the m=2 bright fringe, how much farther is it to the more distant slit than to the nearer slit?

FIGURE shows light of wavelength λincident at angle ϕon a reflection grating of spacing d. We want to find the angles um at which constructive interference occurs.

a. The figure shows paths 1and 2along which two waves travel and interfere. Find an expression for the path-length difference Δr=r2r1.33

b. Using your result from part a, find an equation (analogous to Equation localid="1650299740348" (33.15)for the angles localid="1650299747450" θmat which diffraction occurs when the light is incident at angle localid="1650299754268" . Notice that m can be a negative integer in your expression, indicating that path localid="1650299766020" 2is shorter than path localid="1650299773517" 1.

c. Show that the zeroth-order diffraction is simply a “reflection.” That is, localid="1650299781268" θ0=ϕ

d. Light of wavelength 500 nm is incident at localid="1650299787850" ϕ=40on a reflection grating having localid="1650299794954" 700reflection lines/mm. Find all angles localid="1650299802944" θmat which light is diffracted. Negative values of localid="1650299812949" θm
are interpreted as an angle left of the vertical.

e. Draw a picture showing a single localid="1650299823499" 500nmlight ray incident at localid="1650299833529" ϕ=40and showing all the diffracted waves at the correct angles.

Two 50-μm-wide slits spaced 0.25mmapart are illuminated by blue laser light with a wavelength of 450nm. The interference pattern is observed on a screen2.0m behind the slits. How many bright fringes are seen in the central maximum that spans the distance between the first missing order on one side and the first missing order on the other side?

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a. What is the first-order diffraction angle of the laser beam?

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