On the theory of cavities with point-like perturbations. Part II: Rectangular cavities

Abstract

We consider an application of a general theory for cavities with point-like perturbations for a rectangular shape. Hereby we concentrate on experimental wave patterns obtained for nearly degenerate states. The nodal lines in these patterns may be broken, which is an effect coming only from the experimental determination of the patterns. These findings are explained within a framework of the developed theory.

14 pages, 3 figures

References in corpus (3)

• First Experimental Observation of Superscars in a Pseudointegrable Barrier Billiard
• Singular statistics revised
• On the theory of cavities with point-like perturbations. Part I: General theory

Cited by in corpus (4)

• Long-range correlations in rectangular cavities containing point-like perturbations
• Spectral Properties and Dynamical Tunneling in Constant-Width Billiards
• Dielectric Square Resonator Investigated with Microwave Experiments
• Experimental investigation of the fluctuations in nonchaotic scattering in microwave billiards