Notes

_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 WCM0213下载 MIT 8.04 Complete Video link Guide page other notes
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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 WCM0202下载 MIT 8.04 Complete Video link Guide page other notes
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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 MIT 8.04 Complete Video link Guide page other notes
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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 MIT 8.04 Complete Video link Guide page other notes
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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 MIT 8.04 Complete Video link Guide page other notes
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_NOTES_ MIT8.04 Quantum Physics 1 Prof.Zwiebach's Lecture Notes

8.04 Lecture Notes: B.Zwiebach Original version

Reproduced from MIT OCW plz donate to the original author or OCW directly, they are really life savers to me...
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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. MIT 8.04 Complete Video link Guide page...
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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. MIT 8.04 Complete...
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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)....
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_NOTES_ Christoffel symbols General Relativity Mathematica codes

Compute Christoffel Symbol and Its Contraction with Given Metric via Mathematica

This article using Schwarzschild metric as an example to demonstrate the calculation of Christoffel symbols and their contraction with given...
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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour’s note on MIT8.04 [part 7]

MIT8.04 [part7] Expectation values of ˆx. Wave-packets and uncertainty. Time evolution of wave-packets. Shape changes. Fourier transforms and Parseval Theorem....
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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour’s note on MIT8.04 [part 6]

MIT8.04 [part6] Interpretation of the wavefunction. Probability density, probability current. Current conservation. Hermitian operators. MIT 8.04 Complete Video link Guide...
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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour’s note on MIT8.04 [part 5]

MIT8.04 [part5] Matter wave for a particle. Momentum and position operators. Schrödinger equation. MIT 8.04 Complete Video link Guide page...
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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour’s note on MIT8.04 [part 4]

MIT8.04 [part4] Galilean transformation of de Broglie wavelength. Wave-packets and group velocity. MIT 8.04 Complete Video link Guide page other...
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_NOTES_

PRLabour’s note on MIT8.04 [part 3]

MIT8.04 [part3] Photoelectric effect. Compton Scattering. de Broglie wavelength.
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_NOTES_ Assignments MIT8.04 Quantum Physics 1

8.04_Assignments

All links redirect to original MIT Open Course Ware files Incase you encounter any problem due to regional internet policy,...
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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour’s note on MIT8.04 [part 2]

MIT8.04 [part2] Mach-Zehnder interferometer and Elitzur-Vaidman bomb MIT 8.04 Complete Video link Guide page other notes
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_NOTES_ MIT8.04 Quantum Physics 1 PRLabour Notes

PRLabour’s note on MIT8.04 [part 1]

MIT8.04 [part1] Linearity and superposition, linear operator, Schrodinger equation, necessity of complex number, Mach-Zehnder interferometer, polarizer experiment and spin experiment......
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_NOTES_ 1.6 Strange Particles chapter1. historical introduction Particle Physics

1.6 Strange Particles $($1947~1960$)$

1.6 Strange Particles Discovery of Kaon, "strangeness", and its "conservation law" full elementary particle notes other notes
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_NOTES_ 1.5 Neutrino chapter1. historical introduction Particle Physics

1.5 Neutrinos $($1930~1962$)$

1.5 Neutrinos The indeterministic electron energy in beta decay raised a requirement of new particle produced in the reaction, recalling...
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