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ma18
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Homework Statement
Consider the following inital states of the symmetric 2D harmonic oscillator
ket (phi 1) = 1/sqrt(2) (ket(0)_x ket(1)_y + ket (1)_x ket (0)_y)
ket (phi 2) = 1/sqrt(2) (ket(0)_x ket(0)_y + ket (1)_x ket (0)_y)
Calculate the <p_x (t)> for each state
Homework Equations
The Attempt at a Solution
I am not sure how to work with these kets, I know that for the expectation value using you would do
<phi_1 | p_x (t) | phi_2>
but I don't know how to represent p_x (t) in the notation used in the ketsAny help would be much appreciated.
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