- #1
robousy
- 334
- 1
Hi there,
I have a problem that I could really do with a little help on.
I have a spin 1/2 particle in which the dirac eqtn reads:
[tex]
( i {d} - \gamma V(x) - m ) \Phi = 0
[/tex]
(I am new to latex - the d is SLASHED and the gamma is GAMMA5 )
In a potential V(x,t) = 0 for -L LTE x GTE L
= V(zero) otherwise
I have to find:
a) energy eigenfunctions and eigenvalues
b) say what happends to the lowest energy eigenvalue and eigenfunction as the potential goes to infinity.
Any advice greatly appreciated!
Rich
I have a problem that I could really do with a little help on.
I have a spin 1/2 particle in which the dirac eqtn reads:
[tex]
( i {d} - \gamma V(x) - m ) \Phi = 0
[/tex]
(I am new to latex - the d is SLASHED and the gamma is GAMMA5 )
In a potential V(x,t) = 0 for -L LTE x GTE L
= V(zero) otherwise
I have to find:
a) energy eigenfunctions and eigenvalues
b) say what happends to the lowest energy eigenvalue and eigenfunction as the potential goes to infinity.
Any advice greatly appreciated!
Rich
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