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首页> 外文期刊>Journal of the Optical Society of America, B. Optical Physics >Conformal profile theory for performance scaling of ultrabroadband optical parametric chirped pulse amplification
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Conformal profile theory for performance scaling of ultrabroadband optical parametric chirped pulse amplification

机译:适形轮廓理论用于超宽带光参量chi脉冲放大的性能缩放

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摘要

We developed a theory of optimization of amplifier bandwidth and conversion efficiency in ultrabroadband optical parametric chirped pulse amplification based on the principle of making the optimal conversion length uniform in time through pulse shaping. Conformal profiles, ideal combinations of pump intensity, seed intensity, and wave-vector mismatch temporal profiles can be found analytically by use of the exact Jacobi elliptic function solutions for signal gain and pump depletion in optical parametric amplification. We derive and investigate these gain equations for the general purpose of aiding the design of optical parametric amplifiers. Using these analytics, through an extensive analysis of conformal profile methods, we find conformal profile pulse shaping can significantly boost amplifier bandwidth as well as conversion efficiency, allowing in some amplifiers a severalfold increase in obtainable peak power. Pump pulse shaping is found to be particularly effective and flexible.
机译:我们基于通过脉冲整形使最佳转换长度在时间上均匀的原理,开发了一种在超宽带光参量pulse脉冲放大中优化放大器带宽和转换效率的理论。通过使用精确的雅可比椭圆函数解在光学参量放大中获得信号增益和泵浦损耗,可以解析地找到共形轮廓,泵浦强度,种子强度和波矢量失配时间轮廓的理想组合。我们出于辅助光学参量放大器设计的一般目的而推导并研究了这些增益方程式。使用这些分析方法,通过对保形轮廓方法的广泛分析,我们发现保形轮廓脉冲整形可以显着提高放大器带宽以及转换效率,从而使某些放大器中可获得的峰值功率增加数倍。发现泵脉冲整形特别有效且灵活。

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