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Consequently, note that resolving analytically the implicit equation (32) w.r.t.
Consequently, note that |G( s )| = 1 / K and /G = 180° q ; where, q is an odd integer.
Then we can get the model, dC1/ dt = v1 – v2 – v3 (13a) dt2/ dt = v2 – v4 (13b) dt3/ dt = v3 – v5, (13c) where Denote Then the Jacobian matrix of the rate function R(C; P) in (13) can be write as Consequently, Note that that,, and are positive, and are negative.
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