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利用Husimi Function分析光學系統穩態
Thesis

利用Husimi Function分析光學系統穩態

簡瑋
Masters, 國立清華大學, 物理系
2008

Abstract

相空間 量子混沌 有限元素法 phase space quantum chaos Finite Element Method
We start from the Helmholtz Equation, using Finite-Element Method to solve the stationary solutions,and construct the information in phase space using Husimi function . To get more direct physical insights, we map the phase space distribution on the Poincare Section of Surface,and give the handled phase space distribution physical interpretations . Finally, we use it to get more physical insights in some special systems. Based on these results,we study the stationary states in optical cavities .

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