Find the integral.

Time-dependent Superpositions and Expectation Values: Infinite Square Well 

n1 =       n2 =    
 

Description

The superposition shown is an equal mix of the two states n1 and n2 for the infinite square well, Yn1n2(x,t)=(1/2)-1/2 [fn1 (x,t) + fn2 (x,t)].  Change the state and watch DxDp---written as dxdp---measured in hbar, change with time.
Look at what happens to the wave function and the expectation values when both n1 and n2 are even or odd.

Credits

Script by Mario Belloni.
Questions by Mario Belloni.
Java applets by Wolfgang Christian.