Abstract
An analysis of the dynamical behaviour of an isothermal continuous stirred tank reactor containing catalyst pellets with a Dirac delta distributed activity is presented. The case of bimolecular Langmuir—Hinshelwood kinetics in studied. The bifurcation diagram in the plane active point location vs parameter X is constructed. Existence of multiple periodic solutions is numerically established. The effects of active point location, Thiele modulus and Damkoehler number are discussed.
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