基于启发式优化的传播过程识别技术

D. Sendrescu, E. Bobaşu, D. Popescu
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引用次数: 0

摘要

元启发式是一种通用的算法框架,它可以应用于不同的优化问题,相对较少的修改使它们适应于特定的问题。本文描述了一个生物过程的动态数学模型,该生物过程发生在一个循环流中有延迟的连续搅拌槽生物反应器中,包含四个未知参数,通过最小化评估函数使用粒子群优化进行校准。两种动力学表达式,莫诺方程和霍尔丹方程,通常用于描述微生物生长在模型模拟中进行了测试。将辨识问题表述为一个高维的多模态数值优化问题。通过数值仿真分析了各识别方法的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Identification techniques based on heuristic optimization for propagation processes
A metaheuristic is a general algorithmic framework which can be applied to different optimization problems with relative few modifications to make them adapted to a specific problem. This work describes a dynamic mathematical model for a bioprocess, which takes place into a Continuous Stirred Tank Bioreactor with delay in the recycle stream, containing four unknown parameters, which were calibrated using particle swarm optimization through the minimization of an evaluation function. Two kinetic expressions, the Monod and Haldane equations, commonly employed to describe microbial growth were tested in the model simulations. The identification problem is formulated as a multi-modal numerical optimization problem with high dimension. The performances of the identification methods are analyzed by numerical simulations.
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