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Focusing on the mathematical modeling of chemical reactors, this study delves into the complex behaviors generated by differential equations, including steady states and chaotic oscillations. It emphasizes the analysis of chaotic phenomena and fractals, utilizing concepts such as bifurcation, Lyapunov's exponent, and power spectrum. The author presents various methods for addressing these challenges, showcasing results through bifurcation diagrams and phase planes. This work builds upon previous research, offering new insights into the predictability of chaos in chemical processes.
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Chaotic Dynamics and Fractals in Chemical Reactor Systems, Marek Berezowski
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- 2019
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