Annotation
The paper provides a comparative analysis of three options for constructing the Schrödinger equation in phase space: the Torres-Vega method, from the Vlasov equation and the Moel equation. Each approach gives its own version of the Schrödinger equation in phase space. Exact solutions corresponding to a quantum harmonic oscillator are considered for each equation.
Received: 2020 October 1
Approved: 2020 November 17
PACS:
05.20.Dd Kinetic theory
03.65.Wj State reconstruction, quantum tomography
05.30.-d Quantum statistical mechanics
03.65.Wj State reconstruction, quantum tomography
05.30.-d Quantum statistical mechanics
© 2016 Publisher M.V.Lomonosov Moscow State University
Authors
E. E. Perepelkin$^{1,2}$, B. I. Sadovnikov$^1$, N. G. Inozemtseva$^{2,3}$, E. V. Burlakov$^{1,2}$
$^1$2- Центр квантовых технологий МГУ имени М.В.Ломоносова,\
$^2$Moscow Technical University of Communications and Informatics\
$^3$State university "Dubna"
$^1$2- Центр квантовых технологий МГУ имени М.В.Ломоносова,\
$^2$Moscow Technical University of Communications and Informatics\
$^3$State university "Dubna"
Science News of the Faculty of Physics, Lomonosov Moscow State University
This new information publication, which is intended to convey to the staff, students and graduate students, faculty colleagues and partners of the main achievements of scientists and scientific information on the events in the life of university physicists.