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Solutions of Heisenberg Equations of Motion for Angular Momenta
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[QUOTE="MuIotaTau, post: 4578251, member: 490183"] Your equations look right to me, although I don't have a lot of time to check thoroughly right now. So your equations are coupled differential equations, right? They are of the form $$y_1' = a y_2$$ $$y_2' = -a y_1$$ $$y_3' = 0$$ where the prime mark denotes differentiation. The last equation should be simplest to solve. What does it mean if a quantity's time derivative is zero? Does it change? For the other two, I'm a bit rusty on some parts of differential equations, but I would start by taking the time derivative of your first two equations. See if doing that makes a solution clear. [/QUOTE]
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Solutions of Heisenberg Equations of Motion for Angular Momenta
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