Computing with diode model

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These linearization procedures can be interpreted in terms of an equivalent circuit + v D linear c c G y + 1 equivalent circuit which is composed of conductance, c G , and current source, c I . The conductance and current source values are updated at each iteration. + - I c 21
3.4. The linearized equivalent circuit of the example circuit with a junction diode. Using the linearized VCCS and capacitor circuits we can finally construct the equivalent linear circuit for the introduced here example of nonlinear network with a diode. Such a network is used in the circuit iterative solution procedure and is often called companion network. + - r Ek + 1 + y + 1 - G D It should be emphasized here that all elements of equivalent circuit (companion network) are constant - the circuit model is in the form of linear algebraic equations. However, the coefficients are updated from iteration to iteration. I Dl Gc I c 22
Page 1 and 2: ECE 570 Session 5 IC 752-E Computer
Page 3 and 4: c v dQ dv where ( ) D P-N junction
Page 5 and 6: 3. Discrete variable techniques (ti
Page 7 and 8: It should be pointed here that in t
Page 9 and 10: The linearized circuit representati
Page 11: and dg I ( ) ( ) c = = g y vk + + y
Page 15 and 16: equires an additional explanation.
Page 17 and 18: where v = v p + Δ v p ( ) v t ( )
Page 19 and 20: 4.2. Linearization of I-V character
Page 21 and 22: ( ) c v ( ) p t dv t dt + + G ( ) (

Computing with diode model

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