Abstract
The subnetwork analysis provides some sufficient conditions for which a (forest like or circular) reaction network could be determined to have capacity of admitting multiple positive steady states if it contains a subnetwork that also admits multiple positive steady states. A family of circular reaction networks, involving catalytic reactions in an isothermal continuous flow stirred tank reactor (CFSTR), is determined to have the capacity to exhibit steady-state multiplicity by implementation of Deficiency one algorithm and the subnetwork analysis. A set of rate constants and two corresponding positive steady states are constructed for each case. Hysteresis between steady states is illustrated with variation of the flow rate.
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