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Fractional-Order Models for Biochemical Processes

机译:生物化学过程的分数级模型

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Biochemical processes present complex mechanisms and can be described by various computational models. Complex systems present a variety of problems, especially the loss of intuitive understanding. The present work uses fractional-order calculus to obtain mathematical models for erythritol and mannitol synthesis. The obtained models are useful for both prediction and process optimization. The models present the complex behavior of the process due to the fractional order, without losing the physical meaning of gain and time constants. To validate each obtained model, the simulation results were compared with experimental data. In order to highlight the advantages of fractional-order models, comparisons with the corresponding integer-order models are presented.
机译:生物化学过程存在复杂的机制,可以通过各种计算模型来描述。 复杂的系统存在各种问题,尤其是丧失直观的理解。 本作者使用分数阶微积分以获得赤藓糖醇和甘露醇合成的数学模型。 所获得的模型可用于预测和过程优化。 由于分数顺序,模型呈现了该过程的复杂行为,而不会丢失增益和时间常数的物理意义。 为了验证每个获得的模型,将仿真结果与实验数据进行比较。 为了突出分数级模型的优点,提出了与相应整数模型的比较。

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