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How many lines per centimeter does a grating have if the third-order occurs at an 18.0 degree angle for 630 nm light?



A. 2000 lines per cm
B. 800 lines per cm
C. 8580 lines per cm
D. 1635 lines per cm
E. None of the Above

This question is part of Diffraction Grating Quiz
Asked by Kramayp, Last updated: Sep 14, 2020

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3 Answers

C. Perez

C. Perez

Just getting better day by day

C. Perez
C. Perez, Writer, Writer, Cleveland

Answered Aug 01, 2019

The correct answer to this question is D, 1635 lines per cm. This question would be found on a math test and could also be found on an IT test due to its difficulty. If one answers this correctly, along with many other questions on the test, the result is that they have a high IQ. The part of math that it corresponds to is diffraction grating.

This involves an optical component which as a periodic structure. The structure will split and diffract light into different beams, which will travel in different directions. It will also include a large number of parallel slits.

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Samantha Stewart

Samantha Stewart

Love to do some charity work. Have a passion for writing and do it in my spare time

Samantha Stewart
Samantha Stewart, Philanthropist, Post Graduate, Corpus Christi

Answered Dec 14, 2018

I will be honest, this is very out of my wheelhouse. However, after reading the last answer on this question: it’s still very out of my wheelhouse. So, I will attempt to answer. This is a diffraction question; that much is easy to explain. Diffraction is the act of spreading light around a room (like in a prysm).

This question seems to be asking how many lines of light are in a certain area of diffracted light.
I will be honest, I cannot answer this question. Once the math kicks in, you lose me. I would suggest you look online for an answer, since this is one of the few thing sI will not be able to answer, even with all the online searches in the world.

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John Smith

John Smith

John Smith
John Smith

Answered Mar 23, 2017

1635 lines per cm

Use the equation, sin(x) = k/d with k = 3, = 630nm (convert to meters) and x = 18.0 degrees. Isolate and solve for d. Once you find d, divide 0.01 by d to get the lines per cm.
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