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Sep17-07, 03:29 PM
P: 99
So I tried looking back at notes, textbook, internet, and whatnot, and I think I have a better theoretical sense of what's going on but I'm still not sure how the pieces really connect together when given a real wavefunction and an operator. So if a system is in initial state |A>, and makes transition to eigenstate |H'> of the observable H because a measurement was made, the probability of a system making that transition into that specific eigenstate is |<A|H'>|^2. Ok, but what does that really mean involving everything that I am given? How do I tie it all in in a "real" problem? do you think you could expand on this explanation or maybe even give an example using a really simple wavefunction and a simple operator??