Matt Kalinski Utah State University
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Controlling ellipsoidally harmonic doped quantum dots in strong magnetic fields with high frequency circularly polarized electromagnetic fields Matt Kalinski Utah State University
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Controlling ellipsoidally harmonic doped quantum dots in strong magnetic fields with high frequency circularly polarized electromagnetic fields. Matt Kalinski Utah State University. Quantum Phase Transition Theory - cranked oscillator Ex: Hopfield dielectric. - PowerPoint PPT Presentation
Transcript of Matt Kalinski Utah State University
Controlling ellipsoidally harmonic doped quantum dots in strong magnetic fields with high frequency circularly polarized
electromagnetic fields
Matt Kalinski
Utah State University
€
H =px
2
2+py
2
2+
(a + 1)ω 2x2
2+
(b + 1)ω 2y2
2−ω (xpy − ypx )
€
x0 = ±1/ ε
€
b(q) = −2q
€
q = 1/ω 2x03
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a(q) = q
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ω =ω c / 2
Quantum Phase TransitionTheory - cranked oscillator Ex: Hopfield dielectric
M. Kalinski, L. Hansen, D. Farrelly, Phys. Rev. Lett. 95, 103001, (2005)
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Harmonic Elliptical Quantum Dot in Magnetic and C.P.E.M. Fields