The q-Deformed Dirac Oscillator in the Presence of a Magnetic Field in (1+2)-Dimensions in Noncommutative Phase Space

Sargolzaeipor, Sepideh; Hassanabadi, Hassan; Chung, Won Sang

doi:10.3938/jkps.70.557

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The q-Deformed Dirac Oscillator in the Presence of a Magnetic Field in (1+2)-Dimensions in Noncommutative Phase Space

Sargolzaeipor, Sepideh;
Hassanabadi, Hassan;
Chung, Won Sang

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11

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11

초록

In the paper, we consider the two-dimensional oscillator within the framework of the non-commutative q-deformed Dirac oscillator. We discuss the eigenvalues of q-deformed Dirac oscillator in (1 vertical bar 2)-dimensions in the presence of a magnetic field in a Noncommutative phase space formalism.

키워드

Dirac oscillator; q-Deformed harmonic oscillator; External magnetic field; Noncommutative phase space; HARMONIC-OSCILLATOR; Q-ANALOGS; OPERATORS; ALGEBRAS; SPECTRUM

제목: The q-Deformed Dirac Oscillator in the Presence of a Magnetic Field in (1+2)-Dimensions in Noncommutative Phase Space

저자: Sargolzaeipor, Sepideh; Hassanabadi, Hassan; Chung, Won Sang

DOI: 10.3938/jkps.70.557

발행일: 2017-03

유형: Article

저널명: Journal of the Korean Physical Society

권: 70

호: 6

페이지: 557 ~ 560

언어: ENG

출판사: KOREAN PHYSICAL SOC

발행국가: 대한민국

분량: 4 페이지

ISSN: E 1976-8524
P 0374-4884