论文标题
通用性及其在具有源诱导动力学的光学微腔台球中
Universality and beyond in optical microcavity billiards with source-induced dynamics
论文作者
论文摘要
光学微腔台球是用于量子混乱的介质模型系统的范式。我们使用远场发射特性和HUSIMI函数在实际和相空间中证明了射线波应的作用和起源。众所周知，由不变量占主导地位的远场发射引起的普遍性是塑造许多激光光学微腔的特性的特征，但在我们这里讨论的来源存在下，情况发生了变化。我们研究了源诱导的动力学和所产生的通用性限制，而我们发现射线图片结果仍然是有用的工具，以了解具有源的光学微腔的波动行为。我们证明了从源点火开关到达到固定态度的相空间中源诱导的动力学，以比较射线，射线 - 相关和波浪模拟的结果，并探索射线波脉的correponcence。
Optical microcavity billiards are a paradigm of a mesoscopic model system for quantum chaos. We demonstrate the action and origin of ray-wave correspondence in real and phase space using far field emission characteristics and Husimi functions. Whereas universality induced by the invariant-measure dominated far field emission is known to be a feature shaping the properties of many lasing optical microcavities, the situation changes in the presence of sources that we discuss here. We investigate the source-induced dynamics and the resulting limits of universality while we find ray-picture results to remain a useful tool in order to understand the wave behaviour of optical microcavities with sources. We demonstrate the source-induced dynamics in phase space from the source ignition until a stationary regime is reached comparing results from ray, ray-with-phase, and wave simulations and explore ray-wave correpondence.
