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Optical Bloch Equation with radiation damping
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Optical Bloch Equation with radiation damping

Jan 11, 2016

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Optical Bloch Equation with radiation damping. detector. collimated atomic beam. Laser beam. Optical Bloch Equation Rabi oscillations. Line Shape power broadening. Line shape for: W rabi = 10 g , 4 g , 2 g , 1 g , 0.1 g ,. - PowerPoint PPT Presentation
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Page 1: Optical Bloch Equation with radiation damping

Optical Bloch Equationwith radiation damping

Optical Bloch Equationwith radiation damping

Page 2: Optical Bloch Equation with radiation damping

Optical Bloch EquationRabi oscillations

Optical Bloch EquationRabi oscillations

detector

Laser beam

collimated atomic beam

Page 3: Optical Bloch Equation with radiation damping

Line Shapepower broadening

Line Shapepower broadening

Line shape for:rabi = 104210.1

Power broadening illustrated by normalized line shape for:rabi = 104210.1

Page 4: Optical Bloch Equation with radiation damping

Rate Equationsregions of validity

Rate Equationsregions of validity

Page 5: Optical Bloch Equation with radiation damping

Line ShapeLorenz vs Gauss

Line ShapeLorenz vs Gauss

Normalized Lorenzian line shape: width: FWHM = 2

Doppler boadening line shape Gaussian width: ~kvmean

M

Tk

cB0

Page 6: Optical Bloch Equation with radiation damping

Monte Carlo Wave Function

J. Dalibard, Y. Castin, K. Moellmer: PRL 68 p580 (1992)

Monte Carlo Wave Function

J. Dalibard, Y. Castin, K. Moellmer: PRL 68 p580 (1992)

Page 7: Optical Bloch Equation with radiation damping

Monte Carlo Wave Function

R. Dum, P. Zoller, H. Ritsch: PRA 45 p4879 (1992)

Monte Carlo Wave Function

R. Dum, P. Zoller, H. Ritsch: PRA 45 p4879 (1992)

Page 8: Optical Bloch Equation with radiation damping

Monte Carlo Wave Function

R. Dum, P. Zoller, H. Ritsch: PRA 45 p4879 (1992)

Monte Carlo Wave Function

R. Dum, P. Zoller, H. Ritsch: PRA 45 p4879 (1992)