How Can Straight Line Fringes Be Observed in a Michelson Interferometer?

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SUMMARY

The discussion focuses on observing straight line fringes of equal thickness in a Michelson interferometer. Participants clarify that the interference pattern results from the recombination of two laser beams, which may not be perfectly aligned due to slight beam spreading. Total constructive interference occurs when the path length difference is one wavelength, while total destructive interference occurs at half a wavelength. The presence of concentric circle fringes is attributed to the imperfect alignment of the recombined beams rather than the expected all dark or all light pattern.

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Homework Statement


Explain how a pattern of straight line fringes of equal thickness can be observed in a michelson interferometer.


Homework Equations


see diagram 1/3 of the way down page at http://www.holo.com/holo//book/book6&7.html



The Attempt at a Solution


I really am stuck with this. From my understanding, light comes out of a laser and hits a beam splitter. One beam hits mirror 1, the other beam hits mirror 2 and they both bounce back to the splitter where they recombine, pass through the microscope objective and hit the screen. Now correct me if I'm wrong, but surely you will get total constructive interference if the path length difference due to the mirrors is one wavelength, and total destructive interference if its half a wavelength. I've read Hecht and looked online but I really can't seem to understand why you would even get concentric circle fringes!? Surely its got to be all dark or all light?

Thanks
 
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Laser light is not perfectly parallel. There is some small amount of beam spreading.
 
Ben Niehoff said:
Laser light is not perfectly parallel. There is some small amount of beam spreading.

That shouldn't matter, since both beams are spreading by the same amount.

It has more to do with the recombined beams not being in perfect alignment.
 

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