Hello,
I'm trying to find either an analytical or a semi-analytical method for solving the following P-B Eq.
with C and A being two constants. The equation is to be solved within a rectangle with constant boundary conditions.
If anyone has a clue, I'll be grateful.
Have a good evening.
Hey all,
Consider a general 2D configuration of a P+N junction where a small P+ material rectangle is placed upon a much larger N-material rectangle. So, the interface between the P+ and the N comprises a flat boundary line terminated on each side by a right-angled corner (hope I'm being clear...
Hi fellows,
An FCC lattice has one atom per unit cell and a set of primitive vectors. Its 1st BZ has its distinctive 3D shape, set explicitly by the Wigner-seitz cell in the reciprocal space.
What if we have a zinc-blende (GaAs) lattice with 2 atoms per unit cell?
How are the primitive...
Hi, a question please:
Do all metallic substances have an equal Fermi energy level (at a constant T) ?
If not, what will happen (before equilibrium) if one "fuses" together two bulks of metal with different Fermi
levels (as in a PN junction) ?
Since there's an abundance of energy states...