I am struggling to find the expected reflection spectrum of a triangular cavity, both with and without round-trip losses.
Laser light is being coupled in the cavity through mirror M1, which has a reflectivity R1 lower than the other mirrors of the cavity (which we assume to be perfect - R = 100%), such that after a round-trip the main escape route of the light is through the same mirror. The cavity is stable at a fixed length, and the laser frequency is tuned across the cavity resonance.
What should I then see at the point A if I monitor the intensity? In the above case I would assume that you would see nothing at all, with at most a small dip due to the impedance mismatch coming from mirror M1 having some loss.
What happens then if not all the light couples in the cavity? Will I see some interference between the light reflected at M1 and that leaves the cavity after a round trip? This could be confusing, since normally I would align a cavity by maximising the reflection dip, but here I could instead be decreasing the mode-matching.
And finally, what if there is additional intracavity loss (say I put some absorbing material in the cavity)? Will it just add to the impedance mismatch of point 1?
I am asking these questions as I am confused but what we see experimentally. In such a cavity, with a R1 = 97.5% we see almost a full dip when the laser is resonant with the cavity, extinguishing >85% of the light, even though the cavity is empty.
