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Part II. Statistical mechanics Chapter 9. Classical and quantum
Part II. Statistical mechanics Chapter 9. Classical and quantum

... is the probability of being in microstate “i” where W=6 is the total number of microstates. b. Classical systems: here the microstate has to be specified by the positions xi and the momenta pi of all particles in the system, so ρ(xi , pi ,t) is the time dependent probability of finding the particles ...
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No Slide Title

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Quantum mechanics

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do with electron orbitals?

... What are the boundary conditions on the wavefunction () in r ? a.  must go to 0 at r=0 b.  must go to 0 at r=infinity c.  at infinity must equal  at 0 d. A and B e. A, B, and C  must be normalizable, so needs to go to zero … Also physically makes sense … not probable to find electron there ...
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Schrödinger equation

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