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Dr. Meagan Doyle is an Assistant Clinical Professor for the Department of Pediatrics. She was part of the third graduating class from NOSM, Thunder Bay, and spent her third-year clerkship in Sioux…
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Showed how to find transition amplitudes from the Dyson series. Began analyzing 1st order perturbations constant in time except for being switched on at t=t0.
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We calculated the propagator for the simple harmonic oscillator using the Feynman path integral approach.
Usage Rights
None (All Rights Reserved)
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Generalized our treatment of first order transitions to include a slow switch on of the perturbation.
Usage Rights
None (All Rights Reserved)
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Scattering theory: covered the basic setup of a scattering experiment, including the differential scattering cross-section, asymptotic wavefunction, and the scattering amplitude (L21ScatteringTheory1)
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Worked through an example of Berry's phase: a spin in a rotating magnetic field (L20BerryPhase)
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Finished the slides on the adiabatic approximation (L18Adiabatic)
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Used first order time-dependent perturbation to study the interaction between atoms and incoherent light (L17T_dep_PT_part3)
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Finished going through the slides L17T_dep_PT_part2 which included perturbations with harmonic time dependence, including the illumination of an atom by a laser. Started the next set of slides…
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Started the set of slides L17T_dep_PT_part2 which applies time dependent perturbation theory to various examples.
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Started time-dependent perturbation theory (L16T_dep_PT_part1)
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