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August 21, 2023 at 9:39 pm
Albi.Pani
SubscriberHi,
I am trying to study geometric phase in non linear optical process. For example:
Essentialy we have a wave and a non linear material with different shape and we study the phase of the second harmonic wave (with different polarizations) as a function of the rotation of the material.
My question is: how much is reliable Ansys to study a problem like this?
For example I am testing selection rule for non linear optical process:
I have a material with C2 symmetry. The fundamental wave has right circular polarization (RCP). For the harmonic order n=1 I have the same results of the theory, no wave with RCP and a generated wave with LCP with the phase indicated, where theta is the rotation angle of the metastructure.
But If I study the spectrum for the other orders with a initial wavelength of 1200 nm:
I see that there is also the harmonic order n=2 that is not expected considering the theory.
Are there any suggestions?
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August 22, 2023 at 10:26 pm
Guilin Sun
Ansys EmployeeIt seems such material and physics can be included in FDTD. thus the simulation accuracy depends on the mesh, PML and other settings.
For higher orders unexpected, it is because the amplitude of the origial signal is too high. you can either reduce the source amplitude, or reduce non-linear coefficient. Theory usually have assumptions. even with perturation chi*E2 is small, it does not guarantee no higher orders can occur.
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August 22, 2023 at 11:54 pm
Albi.Pani
SubscriberThank you.
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August 24, 2023 at 3:22 pm
Guilin Sun
Ansys EmployeeFor other seeingly not expected, it might be omitted in theory after simplication. In addition, please check the non-linear material model and make sure it can describe this physics withoout other assumption.
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August 24, 2023 at 8:38 pm
Albi.Pani
SubscriberYes I am checking right now. Thank you very much Guilin Sun.
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September 4, 2023 at 4:32 pm
Albi.Pani
SubscriberHi, one question concerning this topic:
As I have written, I need to simulate a non linear optical process with circular polarized light. Normally the circular polarized light is simulated with two linear polarized electric fields (Circular polarization and phase convention – Ansys Optics), one shifted with respect to the other.
In linear process we have that the final result will be the sum of the results of the first and second electric field.
But with non linear optical process (for example second harmonic generation) this is not valid, the result will be proportional to (E1+E2)^2 not E1^2 + E2^2 .
Is this thing considered in the simuation?
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September 5, 2023 at 3:41 pm
Guilin Sun
Ansys EmployeeI am not sure how did you sum the results.
An easy way is to set the circular polarization with two linear polarized sources to do the simulation, instead of simulting them separately and then sum them.
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September 5, 2023 at 3:55 pm
Albi.Pani
SubscriberHi,
I am not simulating them separately, but I simulate circular polarization with two linear polarized sources, as you suggested.
The point is that the nonlinear optical processes with circularly polarized incident light are different from those due to linearly polarized light, and because of the nonlinearity, the former cannot be obtained from the latter or vice versa by a simple superposition process.
But when you say that the easy and standard way is to set the circular polarization with two linear polarized sources, I am wondering if Ansys calculates the nonlinear optical process with a simple process of superposition because it would be wrong.
What is your opinion? How does Ansys work in this case? -
September 5, 2023 at 5:41 pm
Guilin Sun
Ansys EmployeeOnce you use the circular polarized excitation in the simulation, everything is taken into account by FDTD. You do not need to worry about nonlinear optical process or superpostion. The physics occurs naturely with FDTD which solves the Maxwell Equations with proper material models, as long as the boundary conditions are set correctly.
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- The topic ‘Second harmonic generation, selection rule and phase information?’ is closed to new replies.
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