My structure includes a 100 nm thick metal layer on which there are periodic nanocavities. placed on a glass substrate. What I would like to see is the effect of a thin gain layer located over the metal layer on the transmission through the cavities. I started with the pump probe simulation application given in the application gallery. This is a 2D application. I first attempted to modify this 2D simulation file to 3D. (I did not put the metal layer and the substrate. Just the source gain layer and the monitors) I took the 2D simuation file and I changed the dimension from 2D to 3D, I modified the BCs so that it is periodic in x and y axes and PML in z axis I modified the source so that it is injected along z axis and I added a mesh region. And the gain layer is a 40 nm thick layer at the middle of the FDTD region. When I keep the parameters of the Laser material same as the 2D simulation, everything works fine. I get the transmission exceeding unity at the emission wavelength and I observed the population inversion. Then I changed the emission and absorption resonance wavelengths in the Laser plugin material to 860 and 500 nm respectively. (These were 1500 and 750 nm in the original file) And I reduced the pump intensity from 2e6 to 1.5e6 (Otherwise I get extremely high T) I again get nice results with these parameters.
My first question: when the pump is 1.5e6 and probe intensity is 1e4 (for abs wavelength = 500nm, em wavelength = 860 nm) I get a similar T spectrum to the one given in the application webpage (link given above) which is good. And when the pump is 150 and probe is 1, that is the same ratio with the previous trial, the story is totally different. T makes a dip instead of a peak at the emission wavelength. I really don’t understand why. What is the physical explanation for this? How exactly do I determine the order of magnitudes of the sources if I wanna change other parameters such as lifetime or time delay or linewith?
Second, now I need to change the lifetime to 10 ns (it is 0.3 ns in the original file) The parameters are such that emmission wavelength = 860 nm, absorption wavelength = 500 nm. Pump intensity = 1.5e6, probe intensity = 1e4. And the lifetime (t21 in the plugin material) should be 10 ns. (or even longer) So what other parameters do I need to modifiy to get a similar population inversion?
I attach my simulation file and the script file. Thank you!