论文标题
非热量子系统的半经典husimi分布
Semiclassical Husimi distributions for non-Hermitian quantum systems
论文作者
论文摘要
我们构建了非铁量量子系统中Schur载体的半经典相位密度。每个Schur载体都与单个planck单元相关联。 Schur状态是根据相位空间上经典的规范景观组织的，这是非炎症系统的特征的一生的经典表现。为了证明这种结构的通用性，我们将其应用于高度不平凡的示例，即混合和混乱的经典动力学方案中的PT对称踢旋翼。
We construct a semiclassical phase-space density of Schur vectors in non-Hermitian quantum systems. Each Schur vector is associated to a single Planck cell. The Schur states are organised according to a classical norm landscape on phase space - a classical manifestation of the lifetimes which are characteristic of non-Hermitian systems. To demonstrate the generality of this construction we apply it to a highly non-trivial example, a PT-symmetric kicked rotor in the regimes of mixed and chaotic classical dynamics.
