A Charged Particle in an Electric Field in the Probability Representation of Quantum Mechanics

被引：0

作者：

V. I. Man'ko

E. V. Shchukin

机构：

[1] P. N. Lebedev Physical Institute,Russian Academy of Sciences

来源：

Journal of Russian Laser Research | 2001年 / 22卷

关键词：

Quantum Mechanics; Stationary State; Charged Particle; Probability Representation; Evolution Equation;

D O I：

暂无

中图分类号：

学科分类号：

摘要：

The Green's function and linear integrals of motion for a charged particle moving in an electric field are discussed. The Wigner functions and tomograms of the stationary states of the charged particle are obtained. The relationship between the quantum propagators for the Schrödinger evolution equation, the Moyal evolution equation, and the evolution equation in the tomographic-probability representation for a charged particle moving in an electric field is discussed.

引用

页码：545 / 560

页数：15

共 50 条

[21] Bound State of a Particle in the Dirac Delta Potential in the Tomographic-Probability Representation of Quantum Mechanics
Dudinets, Ivan V.
Man'ko, Vladimir I.
JOURNAL OF RUSSIAN LASER RESEARCH, 2013, 34 (06) : 593 - 602
[22] Probability representation in quantum field theory
Man'ko, VI
Rosa, L
Vitale, P
PHYSICS LETTERS B, 1998, 439 (3-4) : 328 - 336
[23] Bound State of a Particle in the Dirac Delta Potential in the Tomographic-Probability Representation of Quantum Mechanics
Ivan V. Dudinets
Vladimir I. Man’ko
Journal of Russian Laser Research, 2013, 34 : 593 - 602
[24] The Generalized Representation of Particle Localization in Quantum Mechanics
G. F. Melloy
Foundations of Physics, 2002, 32 : 503 - 530
[25] Canonical transforms, quantumness and probability representation of quantum mechanics
Man'ko, Margarita A.
Man'ko, Vladimir I.
SYMMETRIES IN NATURE, 2010, 1323 : 215 - 220
[26] The generalized representation of particle localization in quantum mechanics
Melloy, GF
FOUNDATIONS OF PHYSICS, 2002, 32 (04) : 503 - 530
[27] Dynamics of System States in the Probability Representation of Quantum Mechanics
Chernega, Vladimir N.
Man'ko, Olga V.
ENTROPY, 2023, 25 (05)
[28] Stationary perturbation theory in the probability representation of quantum mechanics
M. R. Bazrafkan
E. Nahvifard
Journal of Russian Laser Research, 2009, 30 : 392 - 403
[29] Tomographic entropic inequalities in the probability representation of quantum mechanics
Man'ko, Margarita A.
Man'ko, Vladimir I.
BEAUTY IN PHYSICS: THEORY AND EXPERIMENT: IN HONOR OF FRANCESCO LACHELLO ON THE OCCASION OF HIS 70TH BIRTHDAY, 2012, 1488 : 110 - 121
[30] Spin Kinetic Equations in the Probability Representation of Quantum Mechanics
Chernega, Vladimir N.
Man'ko, Vladimir I.
JOURNAL OF RUSSIAN LASER RESEARCH, 2019, 40 (05) : 496 - 502

← 1 2 3 4 5 →