Title of article
BIQUATERNIONIC DESCRIPTION OF THE SCHRÖDINGER EQUATION
Author/Authors
TANIŞLI, Murat Anadolu University - Science Faculty - Department of Physics, Turkey , DEMİR, Süleyman Anadolu University - Science Faculty - Department of Physics, Turkey
From page
176
To page
181
Abstract
This paper begins with the introduction of biquaternion algebra and its properties in compact, profound and comprehensible approach. The Schrödinger equation including both the scalar Aharonov-Bohm(sAB) and Aharonov-Casher(AC) effects, that are currently popular in particle physics and condensed-matter physics, has been re-written by biquaternions. The newly biquaternionic Schrödinger equation, which is defined with various assumptions and approaches, also includes the biquaternionic generalized momentum in Hamiltonian.
Keywords
Quaternion , Biquaternion , Schrödinger equation , Scalar Aharonov , Bohm (sAB) effect , Aharonov , Casher(AC) effect.
Journal title
mathematical and computational applications
Journal title
mathematical and computational applications
Record number
2569187
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