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Quantum-optical phenomena in nanophysics - 21: Nonlinear dynamics of optomechanical systems
Foundations of Quantum Mechanics:
Lecture 21
24.6.2013
5.4 Hidden-variable theories: Can they be Lorentz-invariant?; 5.5 Many-worlds;
5.6 Consistent histories
3.7 Nonlinear dynamics of optomechanical systems. Instability towards self-induced oscillations. Conditions for stable limit cycle. Power balance and force balance. Eliminating the light-field dynamics. Attractor diagram. Multistability. Possible applications.
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By Prof. Dr. Florian MarquardtFoundations of Quantum Mechanics:
Lecture 21
24.6.2013
5.4 Hidden-variable theories: Can they be Lorentz-invariant?; 5.5 Many-worlds;
5.6 Consistent histories
3.7 Nonlinear dynamics of optomechanical systems. Instability towards self-induced oscillations. Conditions for stable limit cycle. Power balance and force balance. Eliminating the light-field dynamics. Attractor diagram. Multistability. Possible applications.
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