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Conserved currents in the spin-orbit coupling system

Author: LiYi
Tutor: TaoRuiBao
School: Fudan University
Course: Theoretical Physics
Keywords: Spin-orbit coupling Conserved currents Noether's theorem Integer quantum Hall effect
CLC: O471
Type: Master's thesis
Year: 2009
Downloads: 78
Quote: 0
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The semiconductor spin - orbit coupling in the system , especially its novelty transport properties in recent years become the forefront of one of the subject areas in condensed matter physics . And we know that the charge or spin current is the cornerstone of its carrier transport properties . This paper resolves study typical semiconductor spin - orbit coupling system of particle flow formula , and considering the current additional items , a strict interpretation of the experimental two-dimensional k- cubic Rashba system 's integer quantum Hall effect . Chapter Overview spin - orbit coupling generation mechanism based on a simple semiconductor system spin - orbit coupling model . The second chapter based on the Schrodinger equation of continuity , conserved currents in the Rashba, Luttinger , and Dressclhaus system , expression . Hamiltonian Noether Theorem , a general discussion of the reasons additional items move when the cubic dependencies , and verify the results obtained by the continuity equation . The results found that some widely used in the literature stream expression part spin - track system is not complete . Dresselhaus system particle flow in addition to the traditional expression must also be additional items , but the expression does not require the additional items in the the Rashba or Luttinger system of particles flow . Chapter III examines the way in the second chapter , the two-dimensional k- cubic Rashba spin - orbit coupling system particle flow additional items . Further , since this is an integer quantum Hall effect experimental system can be realized , and the presence of the integer quantum Hall effect is actually strongly dependent on the expression of flow . In theory , we answered why the expression of particle flow the additional term cases , this system still appears the integer quantum Hall effect .

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CLC: > Mathematical sciences and chemical > Physics > Semiconductor physics > Semiconductive Theory
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