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Dive into the research topics where H. Alt is active.

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Featured researches published by H. Alt.


Nuclear Physics | 1993

Resonances of a superconducting microwave cavity: A test of the Breit-Wigner formula over a large dynamic range

H. Alt; P. von Brentano; H.-D. Gräf; R.-D. Herzberg; M. Philipp; A. Richter; P. Schardt

Abstract Resonance data spanning a dynamic range of six decades from a superconducting two-dimensional stadium microwave cavity are investigated. The data set is described by various multi-resonance formulae. A good description spanning the full dynamic range of the data with an overall accuracy of about 10% is obtained. This is presumably the first test of the Breit-Wigner formula over such a large dynamic range


Physics Letters B | 1996

Precision test of the Breit-Wigner formula on resonances in a superconducting microwave cavity

H. Alt; P. von Brentano; H.-D. Gräf; R. Hofferbert; M. Philipp; H. Rehfeld; A. Richter; P. Schardt

Abstract Resonance data spanning a dynamic range of six decades from a superconducting microwave cavity in the form of a two-dimensional stadium billiard are described by a multilevel formula. The fitting procedure results in relative errors of about 0.3% in the close vicinity of strongly excited resonances. As compared to a previous experiment the technique for measuring the resonances has been improved distinctly.


Physical Review E | 1996

DECAY OF CLASSICAL CHAOTIC SYSTEMS : THE CASE OF THE BUNIMOVICH STADIUM

H. Alt; H.-D. Gräf; H. L. Harney; R. Hofferbert; H. Rehfeld; A. Richter; P. Schardt


Physical Review Letters | 1997

Wave Dynamical Chaos in a Superconducting Three-Dimensional Sinai Billiard

H. Alt; C. Dembowski; H.-D. Gräf; R. Hofferbert; H. Rehfeld; A. Richter; Rolf Schuhmann; Thomas Weiland


Physical Review Letters | 1995

Gaussian orthogonal ensemble statistics in a microwave stadium billiard with chaotic dynamics: Porter-Thomas distribution and algebraic decay of time correlations.

H. Alt; H.-D. Gräf; H. L. Harney; R. Hofferbert; H. Lengeler; A. Richter; P. Schardt; Hans A. Weidenmüller


Physical Review E | 1996

Chaotic dynamics in a three-dimensional superconducting microwave billiard

H. Alt; H.-D. Gräf; R. Hofferbert; C. Rangacharyulu; H. Rehfeld; A. Richter; P. Schardt; A. Wirzba


Physical Review Letters | 1998

COUPLED MICROWAVE BILLIARDS AS A MODEL FOR SYMMETRY BREAKING

H. Alt; C. I. Barbosa; H.-D. Gräf; Thomas Guhr; H. L. Harney; R. Hofferbert; H. Rehfeld; A. Richter


Physical Review E | 1997

Correlation-hole method for the spectra of superconducting microwave billiards

H. Alt; H.-D. Gräf; Thomas Guhr; H. L. Harney; R. Hofferbert; H. Rehfeld; A. Richter; P. Schardt


Physical Review E | 2005

Experimental investigations of chaos-assisted tunneling in a microwave annular billiard

Ralph Hofferbert; H. Alt; C. Dembowski; H.-D. Gräf; H. L. Harney; Andreas Heine; Heiko Rehfeld; A. Richter


Physical Review E | 1994

Superconducting billiard cavities with chaotic dynamics: An experimental test of statistical measures.

H. Alt; H.-D. Gräf; H. L. Harney; R. Hofferbert; H. Lengeler; C. Rangacharyulu; A. Richter; P. Schardt

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A. Richter

Technische Universität Darmstadt

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H.-D. Gräf

Technische Universität Darmstadt

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H. Rehfeld

Technische Universität Darmstadt

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C. Dembowski

Technische Universität Darmstadt

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