光抽运Cs蒸汽激光器:泵浦-激光光束重叠优化

I. Auslender, T. Cohen, E. Lebiush, B. Barmashenko, S. Rosenwaks
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引用次数: 0

摘要

我们介绍了Ti:Sapphire泵浦Cs激光器的实验研究结果和这些结果的理论建模,其中我们重点研究了泵浦与激光光束重叠的影响,这是优化输出激光功率的关键参数。在不同的泵浦光束横截面宽度和恒定的激光束下,发现了输出激光功率与入射泵浦功率的依赖关系。最大激光功率> 370mw,光效率为43%,斜率效率为55%。在给定泵浦功率下,激光功率和阈值功率与泵浦光束半径呈非单调关系,最大激光功率和最小阈值功率在最佳泵浦光束与激光束半径之比为~0.7时达到。在一个简单的激光光学模型中,假设泵浦的高斯空间形状和光束任意截面的激光强度,并与实验进行了比较。在不同泵浦光束半径下,激光功率对入射泵浦功率的依赖关系以及激光功率、阈值功率和最优温度对泵浦光束半径的依赖关系的计算结果与实测结果吻合较好。该模型不使用模式重叠效率等经验参数,而是使用泵浦和激光束的空间形状作为输入参数。该模型适用于具有任意泵浦宽度和激光束宽度空间分布的不同光抽运碱激光器。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optically pumped Cs vapor lasers: pump-to-laser beam overlap optimization
We present the results of an experimental study of Ti:Sapphire pumped Cs laser and theoretical modeling of these results, where we focused on the influence of the pump-to-laser beam overlap, a crucial parameter for optimizing the output laser power. The dependence of the output laser power on the incident pump power was found for varying pump beam cross-section widths and for a constant laser beam. Maximum laser power > 370 mW with an optical-to-optical efficiency of 43% and slope efficiency ~55% was obtained. Non monotonic dependence of the laser power and threshold power on the pump beam radius (at a given pump power) was observed with a maximum laser power and minimum threshold power achieved at the ratio ~0.7 between the optimal pump beam and laser beam radius. A simple optical model of the laser, where Gaussian spatial shapes of the pump and laser intensities in any cross section of the beams were assumed, was compared to the experiments. Good agreement was obtained between the measured and calculated dependence of the laser power on the incident pump power at different pump beam radii and of the laser power, threshold power and optimal temperature on the pump beam radius. The model does not use empirical parameters such as mode overlap efficiency but rather the pump and laser beam spatial shapes as input parameters. This model can be applied to different optically pumped alkali lasers with arbitrary spatial distributions of the pump and laser beam widths.
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