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Ok, so I've been dealing with this problem for a while and can't figure it out. (I tried to clean it up, but I don't know LaTeX, hopefully it is more clean in post #2; problem stated in #1, and my work in #2)

--Consider a (plane-wave) particle tunneling through a rectangular barrier potential w/ height

a) write general solutions of stationary state functions in each 'region' of the potential.

--Done, no problem.

b)Find four relations among the five arbitrary constants in part a).

--Again, no problem

c) Use relations in part b) to equate transmission coefficient.

--Part c) is the problem, I have no idea what to do...

--Consider a (plane-wave) particle tunneling through a rectangular barrier potential w/ height

*, and width***v***a*(the particle has E<*)....***v**a) write general solutions of stationary state functions in each 'region' of the potential.

--Done, no problem.

b)Find four relations among the five arbitrary constants in part a).

--Again, no problem

c) Use relations in part b) to equate transmission coefficient.

--Part c) is the problem, I have no idea what to do...

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