Analysis in equilibrium: Solution of Poisson's Equation with suitable boundary conditions - Non-equilibrium analysis:
- The electron and hole densities are no longer associated together by the inverse relationship of the Eq. (5) but through complex relationships involving all the three variables Y,, p
- The three variables are in independent of each other in sense that knowledge of two of them does not lead automatically to knowledge of 3rd.
- The concept of Fermi energy is not valid but new quantities called the quasi-Fermi levels are taken in use and are not in general constant.
- For static or dc analysis, continuity equation becomes independent of time so that only ordinary differential equations are required to be solved.
- For the dynamic analysis however, the partial differential equations have to be solved increasing complexity of analysis.
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