Effect of stacking diffraction gratings

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Transmitting a laser beam through multiple diffraction gratings can lead to complex diffraction patterns, but the outcome depends on the nature of the gratings used. Adding a second grating of the same pattern does not necessarily result in a simple multiplication of spots; rather, each beam diffracted by the first grating may be independently diffracted again by the second. The discussion highlights the importance of using typical diffraction gratings for clarity, as the original question involved a non-standard scenario that complicates the analysis. Experimentation with standard setups is encouraged to better understand the effects of stacking gratings. Ultimately, the interaction of multiple gratings can create new diffraction patterns, but the specifics depend on the experimental conditions.
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Hi

I have a basic question about the effect of transmitting a laser beam through multiple diffraction gratings. Suppose a diffraction grating was used to produce many spots as follows:

Screen Shot 2020-05-06 at 2.03.23 am.png

Would adding a second grating of the same pattern result in more spots/maximas? If so, would the resulting number be n^2 where n is the original number of spots/maximas? If not, what is the expected visual effect?
 
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mun said:
Hi

I have a basic question about the effect of transmitting a laser beam through multiple diffraction gratings. Suppose a diffraction grating was used to produce many spots as follows:

View attachment 262123

Would adding a second grating of the same pattern result in more spots/maximas? If so, would the resulting number be n^2 where n is the original number of spots/maximas? If not, what is the expected visual effect?

Back up a bit.

First of all, a typical diffraction grating does not produce 2D spot pattern like that. Have you not played with one?

So now start with the straightforward diffraction grating that even most General Physics students know of, and ask your question again.

Zz.
 
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ZapperZ said:
Back up a bit.

First of all, a typical diffraction grating does not produce 2D spot pattern like that. Have you not played with one?

So now start with the straightforward diffraction grating that even most General Physics students know of, and ask your question again.

Indeed, it's not a typical diffraction grating. This isn't the type with N lines per mm, but rather I believe this is based on FFTs. Still, these are diffraction gratings. The grating pattern looks something like this:

Holo_letterA_4m_RealBin2.gif


My question is mainly will each beam detracted by the first grating be independently detracted again by the second grating?
 
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mun said:
Indeed, it's not a typical diffraction grating. This isn't the type with N lines per mm, but rather I believe this is based on FFTs. Still, these are diffraction gratings. The grating pattern looks something like this:

View attachment 262154

My question is mainly will each beam detracted by the first grating be independently detracted again by the second grating?

But see, this is what I find puzzling, and why I don't know why you can't see the issue with your question.

Typically, if we want to test an idea, we use the SIMPLEST CASE, something that is well known and UNADORNED with unnecessary complexities. You don't test the validity of Newton's laws in the very beginning by finding the trajectory of an object in high winds over large range of altitudes! You try to test it in the simplest, controlled manner that eliminates as much complexities as possible.

So why are you using a non-typical scenario, and not even something you can easily test, to ask such a question? What is wrong with testing this with typical diffraction gratings? After all, it is almost trivial to stick another diffraction grating at a spot's location after it has passed through the first grating, isn't it? Why don't you try it?

Zz.
 
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ZapperZ said:
But see, this is what I find puzzling, and why I don't know why you can't see the issue with your question.

Typically, if we want to test an idea, we use the SIMPLEST CASE, something that is well known and UNADORNED with unnecessary complexities. You don't test the validity of Newton's laws in the very beginning by finding the trajectory of an object in high winds over large range of altitudes! You try to test it in the simplest, controlled manner that eliminates as much complexities as possible.

So why are you using a non-typical scenario, and not even something you can easily test, to ask such a question? What is wrong with testing this with typical diffraction gratings? After all, it is almost trivial to stick another diffraction grating at a spot's location after it has passed through the first grating, isn't it? Why don't you try it?

Zz.

I'm asking because I don't have the equipment or gratings. And in the current climate, parts can be hard to come by. Also I'm asking purely out of curiosity and thought this would have been experimented many times and an established answer exists. For experimenters that have the resources, adding/multiplying multiple gratings should have been rather straightforward, so I didn't expect novelty in my question.
 
mun said:
I'm asking because I don't have the equipment or gratings. And in the current climate, parts can be hard to come by. Also I'm asking purely out of curiosity and thought this would have been experimented many times and an established answer exists. For experimenters that have the resources, adding/multiplying multiple gratings should have been rather straightforward, so I didn't expect novelty in my question.

Then why ask this using a complicated scenario in the first place? You have never made any attempt to explain this.

Zz.
 
ZapperZ said:
Then why ask this using a complicated scenario in the first place? You have never made any attempt to explain this.

Zz.

mun said:
I'm asking purely out of curiosity and thought this would have been experimented many times and an established answer exists.
 
mun said:
I'm asking purely out of curiosity and thought this would have been experimented many times and an established answer exists.

That does NOT explain at all on why you picked a complicated scenario to test what is essentially an easy test. Why did you picked a horribly complicated "diffraction grating" and a 2D diffraction pattern to test an idea that can be easily tested by MUCH SIMPLER setup that is available in practically all intro physics labs?

THAT is what I do not understand, and that is what you have failed to explain.

Zz.
 
ZapperZ said:
That does NOT explain at all on why you picked a complicated scenario to test what is essentially an easy test. Why did you picked a horribly complicated "diffraction grating" and a 2D diffraction pattern to test an idea that can be easily tested by MUCH SIMPLER setup that is available in practically all intro physics labs?

THAT is what I do not understand, and that is what you have failed to explain.

Zz.

No one deliberately PICKED a scenario to ensure no one in this forum won't have an answer for. That's the scenario I came up with because that's what I have in hand from an old Christmas shower light. Whether it could be reduced to a simple toy example using 1D gratings is a separate issue. This is going in circles and you really have issues. Have a nice day.
 
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mun said:
Hi

I have a basic question about the effect of transmitting a laser beam through multiple diffraction gratings.

Would adding a second grating of the same pattern result in more spots/maximas? If so, would the resulting number be n^2 where n is the original number of spots/maximas? If not, what is the expected visual effect?

The short 'B- rated' answer is 'it depends'. In a sense, you can imagine that the second grating will create a new diffraction pattern for every diffracted component created by the first grating.

Going past that is an I- or A-rated response...
 
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