Abstract
In this paper, phase transitions associated with transformations of oscillation regimes in stochastic thermochemical systems are studied. A system of two differential equations specifying the dynamics of the reactant and temperature is used as a conceptual model. On the basis of this model, we investigate how random disturbances can deform equilibrium and periodic regimes of unforced deterministic system and form new complex mixed‐mode oscillations. Along with the results extracted from the direct numerical simulation, a new theoretical approach to the analysis of these fluctuation phenomena using the stochastic sensitivity function technique and confidence domains is demonstrated.
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