Titlebook: Extended Abstracts Summer 2016; Slow-Fast Systems an Andrei Korobeinikov Conference proceedings 2018 Springer Nature Switzerland AG 2018 hy

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季雨

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Delayed Stability Loss Scenarios for a Slow Integral Manifold,ll-known critical cases, when the equilibrium of the fast subsystem loses its stability with the passage of one real or a pair of complex conjugate eigenvalues through the imaginary axis, we consider the case when the real parts as well as the imaginary parts of a pair of complex conjugate eigenvalues become zero simultaneously.

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Critical Phenomena in a Dynamic Model of Electrocatalytic Reaction, integral manifolds of the singularly perturbed systems. This approach allows us to define the different types of chemical regimes including the critical mode. The relation between the critical regime and the phenomenon of delayed loss of stability in the dynamic model is shown.

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吹牛者

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Gerald A. Cole,Robert V. Blandenarticles are an undesirable byproduct, and thus the model is used to ascertain the optimal system temperature configuration such that particle extraction is maximised. The model describes the evolution of a single, spherical particle due to the mass flux of lead particles from a surrounding acid sol

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