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![]() (G - D) * V = I with G being the conductance matrix, D a diagonal matrix with total conductance on the diagonal elements, V the net voltage vector and I the current vector. By using solely two terminal devices, we can simplify the whole calculation significantly. A BJT now is a four terminal device with two terminals being connected internally. The system is solved using an iterative approach: G * V - D * V = I assuming V=Vn=Vo Vn = D-1 * (I - G * Vo) The above was already used in the code. However, with a pure two terminal device approach going forward we can e.g. further optimize. G typically is a sparse matrix. |
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