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I'd like to ask about questions other than issues.
What is the num_g parameter? Why the higher this value the smaller z distance I can calculate?
for num_g=5
for num_g=50
And I set up a basic grating and use normal incidence (s.SetExcitation(theta=0., phi=0., s_amplitude=1, p_amplitude=0)) , is the field in x-z plane something I can see in real experiment using just laser and grating, nothing else? I did real experiment using laser to shine on this grating and I got diffracted plane waves into different directions, but here in simulation in the x-z plane E-field I see beams propagating parallel forward.
simulation
experiment
Thank you very much
The text was updated successfully, but these errors were encountered:
I don't understand what exactly you are calculating and what does it mean by "it doesn't calculate"? Can you please give a minimal example code?
The simulation should match the experiment if done right. Your simulated field pattern is not a plane wave; it looks like a combination of some orders. Your experiment is probably a finite-waist incident beam on a larger grating. The output two orders walk-off physically. The simulation is infinite plane wave incident on infinite grating.
Hi thanks for the inkstone package.
I'd like to ask about questions other than issues.
What is the num_g parameter? Why the higher this value the smaller z distance I can calculate?
for num_g=5
for num_g=50
And I set up a basic grating and use normal incidence (s.SetExcitation(theta=0., phi=0., s_amplitude=1, p_amplitude=0)) , is the field in x-z plane something I can see in real experiment using just laser and grating, nothing else? I did real experiment using laser to shine on this grating and I got diffracted plane waves into different directions, but here in simulation in the x-z plane E-field I see beams propagating parallel forward.
simulation
experiment
Thank you very much
The text was updated successfully, but these errors were encountered: