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Comparative performance analysis of various binary coded PSO algorithms in multivariable PID controller design

机译:多变量PID控制器设计中各种二进制编码PSO算法的比较性能分析

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In this paper, comparative performance analysis of various binary coded PSO algorithms on optimal PI and PID controller design for multiple inputs multiple outputs (MIMO) process is stated. Four algorithms such as modified particle swarm optimization (MPSO), discrete binary PSO (DBPSO), modified discrete binary PSO (MBPSO) and probability based binary PSO (PBPSO) are independently realized using MATLAB. The MIMO process of binary distillation column plant, described by Wood and Berry, with and without a decoupler having two inputs and two outputs is considered. Simulations are carried out to minimize two objective functions, that is, time integral of absolute error (ITAE) and integral of absolute error (IAE) with single stopping criterion for each algorithm called maximum number of fitness evaluations. The simulation experiments are repeated 20 times with each algorithm in each case. The performance measures for comparison of various algorithms such as mean fitness, variance of fitness, and best fitness are computed. The transient performance indicators and computation time are also recorded. The inferences are made based on analysis of statistical data obtained from 20 trials of each algorithm and after having comparison with some recently reported results about same MIMO controller design employing real coded genetic algorithm (RGA) with SBX and multi-crossover approaches, covariance matrix adaptation evolution strategy (CMAES), differential evolution (DE), modified continuous PSO (MPSO) and biggest log modulus tuning (BLT). On the basis of simulation results PBPSO is identified as a comparatively better method in terms of its simplicity, consistency, search and computational efficiency.
机译:在本文中,针对多输入多输出(MIMO)过程的最佳PI和PID控制器设计,对各种二进制编码PSO算法进行了比较性能分析。使用MATLAB独立实现了四种算法,例如改进粒子群优化(MPSO),离散二进制PSO(DBPSO),改进离散二进制PSO(MBPSO)和基于概率的二进制PSO(PBPSO)。考虑了伍德和贝里描述的具有和不具有具有两个输入和两个输出的解耦器的二元蒸馏塔设备的MIMO过程。进行仿真以最小化两个目标函数,即对于每个算法(称为适应性评估的最大次数),使用单个停止标准的绝对误差时间积分(ITAE)和绝对误差积分(IAE)。在每种情况下,每种算法对模拟实验重复20次。计算用于比较各种算法(例如平均适应度,适应度方差和最佳适应度)的性能指标。还记录了瞬态性能指标和计算时间。这些推论是基于对每种算法的20次试验获得的统计数据的分析得出的,并与一些最近报告的关于采用SBX和多重交叉方法,协方差矩阵自适应的实编码遗传算法(RGA)的MIMO控制器设计进行了比较。进化策略(CMAES),差分进化(DE),改进的连续PSO(MPSO)和最大对数模量调整(BLT)。在仿真结果的基础上,就其简单性,一致性,搜索和计算效率而言,PBPSO被认为是一种相对较好的方法。

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