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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour Notes on MIT8.04 Quantum Physics 1 [Category]

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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour’s note on MIT8.04 [part 16]

MIT8.04 [part16]

Scattering states and step potential
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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour’s note on MIT8.04 [part 15]

MIT8.04 [part15]

Algebraic approach to simple harmonic oscillator
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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour’s note on MIT8.04 [part 14]

MIT8.04 [part14]

Harmonic oscillator
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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour’s note on MIT8.04 [part 13]

MIT8.04 [part13]

Δ function potential and harmonic oscillator
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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour’s note on MIT8.04 [part 12]

MIT8.04 [part12]

The Dirac Well and Scattering off the Finite Step
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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour’s note on MIT8.04 [part 11]

MIT8.04 [part11]

Finite and infinite square well
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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour’s note on MIT8.04 [part 10]

MIT8.04 [part10]

Stationary states. Boundary conditions for the wavefunction. Particle on a circle.
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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour’s note on MIT8.04 [part 9]

MIT8.04 [part9]

Hermitian operators as observables: Real eigenvalues orthogonal eigenfunctions. Measurement postulate. Uncertainty defined. Uncertainty relation stated.
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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour’s note on MIT8.04 [part 8]

MIT8.04 [part8]

Momentum expectation values. General definition of expectation values of Hermitian operators. Time derivative of expectation values (Ehrenfest theorem). Commutators.