A Strong Stability Model for Nonlinear Dynamical Systems with Time Delay
A technology with strong stability and time-delay system, applied in the field of bioengineering, can solve the problems of not being particularly mature, low production intensity, low output and so on
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[0095] Based on the nonlinear time-delay dynamical system, the strong stability model is established. In the following formula, the symbol "·" is used to represent the multiplication sign "×". The method for establishing the strong stability model includes the following steps:
[0096] In the first step, the following nonlinear time-delay dynamical system is established:
[0097]
[0098] where x(t)=[x 1 (t),...,x 8 (t)] T ∈ R 8 is a continuous state variable, abbreviated as x, and its component x 1 (t),...,x 8 (t) are represented in t ∈ [0, t f ] The concentration of strain, extracellular glycerol, extracellular 1,3-PD, acetic acid, intracellular glycerol, intracellular trihydroxypropionic acid (3-HPA) and intracellular 1,3-PD in the fermenter at time. The state delay vector is defined as is the initial state of fermentation, is a known continuous differentiable initial function,
[0099]
[0100]
[0101] which is,
[0102] x τ (t):=[x 1 (t),x 2 (t)...
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