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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

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

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Page 1: 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

Page 2: Matt Kalinski Utah State University
Page 3: Matt Kalinski Utah State University
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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

a(q) = q

ω =ω c / 2

Quantum Phase TransitionTheory - cranked oscillator Ex: Hopfield dielectric

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M. Kalinski, L. Hansen, D. Farrelly, Phys. Rev. Lett. 95, 103001, (2005)

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are needed to see this picture.

Harmonic Elliptical Quantum Dot in Magnetic and C.P.E.M. Fields

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