Non-commutativity and non-inertial effects on a scalar field in a cosmic string space-time. Part 2: Spin-zero Duffin-Kemmer-Petiau-like oscillator

Abstract

We study the non-inertial effects of a rotating frame on a spin-zero, Duffin-Kemmer-Petiau (DKP)-like oscillator in a cosmic string space-time with non-commutative geometry in the momentum space. The spin-zero DKP-like oscillator is obtained from the Klein-Gordon Lagrangian with a non-standard prescription for the oscillator coupling. We find that the solutions of the time-independent radial equation with the non-zero non-commutativity parameter parallel to the string are related to the confluent hypergeometric function. We find the quantized energy eigenvalues of the non-commutative oscillator.

20 pages, 4 figures, 2 tables

References in corpus (6)

• The Dirac oscillator in a spinning cosmic string spacetime
• Thermodynamic properties of neutral particle in presence of Topological defects in Magnetic Cosmic String Background
• Magnetic fields in noncommutative quantum mechanics
• Noncommutative Quantum Hall Effect and Aharonov-Bohm Effect
• The generalized Klein-Gordon oscillator with position-dependent mass in a particular Gödel-type space-time
• DKP oscillator in the presence of a spinning cosmic string

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• Charged scalar bosons in a Bonnor-Melvin-$\Lambda$ universe at conical approximation
• Comment on "Neutrino interaction with matter in a noninertial frame"
• Scalar and vector bosons in a Bonnor-Melvin-$\Lambda$ spacetime: an exact Duffin-Kemmer-Petiau analysis