Control of nonlinear processes using versatile random photonic sources: Application to the energy deposition in a dielectric material

We report on the properties of a nonconventional stochastic photonic source. We first describe the principle of nonlinear intensity filtering by using a modified Mach-Zehnder interferometer. The latter alters the characteristics of an input stochastic source based on Bose-Einstein emission. Computed output intensity fluctuations are compared to an analytical model. Adjusting the interferometer parameters, we show theoretically and numerically that the statistical properties of light such as its probability density function can be tailored. Depending on the parameters, the probability density may exhibit large overshoots or smoother fluctuations. We further evaluate the impact of these modified statistics on simple nonlinear processes. Compared to Bose-Einstein emitters, the yield of nonlinear phenomena varies by several orders of magnitude. We finally simulate the nonlinear interaction of such a laser source with a dielectric material (fused silica) within the framework of a more realistic model, including a statistical analysis. It confirms that the deposited energy varies over many decades and can be largely enhanced due to the properties of the presented laser source.

Automated summary

This paper reports on the properties of a nonconventional stochastic photonic source. By using a modified Mach-Zehnder interferometer, the principle of nonlinear intensity filtering is described, and the statistical properties of light can be tailored. The modified statistics greatly impact simple nonlinear processes.