基于模糊神经网络的甲醇合成塔转化率软测量建模的研究
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
本文依托于某公司甲醇生产过程优化控制项目,主要研究该项目中甲醇合成塔出口的粗甲醇质量转化率的软测量问题,将模糊神经网络和差分进化算法引入软测量建模,采用改进的差分进化算法对甲醇生产中转化率的测量问题进行了研究并着重分析了其在合成工艺中的应用。本文以甲醇合成为研究对象,针对系统软测量模块问题进行了深入的研究分析,探索了几种有效的能够解决甲醇实际生产过程中存在的质量参数的软测量问题。
     首先,总体介绍了软测量系统结构及相关建模方法,介绍了甲醇合成工艺流程,通过对甲醇合成过程工艺规律及动力学的研究,明确了甲醇合成过程的重要质量参数,并确立了研究对象和目标。然后,通过对几种典型建模方法的研究,提出了基于模糊神经网络的建模方法,并对差分进化算法进行深入研究,提出了改进差分进化算法,该算法加入了单纯形寻优操作和自适应变异算子和时变交叉概率操作,根据寻优过程中的信息,智能的调节算法中参数的设置,避免在求解过程中陷入局部最优,并提高全局寻优能力和收敛速度,以解决标准差分进化算法所存在的收敛速度慢,以及系统资源开销较大等问题。
     其次,将本文提出的改进型软测量方法用于实时分析预测甲醇合成塔出口粗甲醇的质量转化率,并通过比较标准差分进化算法及改进差分进化方法的优缺点,表明本文所提出的改进差分算法能够更加快速、有效地逼近预期结果,提高预测精度。最后,采用Visual C++平台及组态王软件相结合,实现了甲醇生产过程软测量系统的开发。
     本文所研究的软测量算法,在确保系统的实时性和可靠性的同时,能够快速、准确、有效的实现对观测量的预测估计,从而极大的节约了测量成本,提高生产效益。
This thesis is sponsored by a company process optimization control of methanol project. Focus the mainly studies on the soft sensor of the methanol conversion rate. Some researchers have been done on the soft sensor of conversion rate in conversion process of methanol production. Improved differential evolution algorithm is applied in fuzzy neural network model soft sensor.
     Based on research platform of the methanol project, generate researches have been done in soft sensor area to find effective schemes to solve the soft sensor problem.
     Firstly, the architecture of soft sensor system and its key technologies are reviewed by studying some typical model methods, and the improved differential evolution algorithm has been proposed and used in soft sensor. In order to avoid getting into local optimum and improve the global optimization ability, a improved algorithm based on differential evolution and simplex method is proposed to solve and improve the algorithm convergence speed and global optimization efficiency, as well as to avoid the high system resource cost.
     Secondly, the algorithm is used for the prediction of conversion rate in conversion process of methanol production. The comparisons with a differential evolution and improved differential evolution show that the soft sensor, which is proposed in the thesis, can approach the expected result effectively, and can also improve the prediction precision.
     Finally, C program language is used to develop a soft sensor system which is implemented in methanol project.
     The algorithm proposed in this thesis can realize the prediction more reliability, accurately and effectively, under the preconditions of guaranteeing real-time ability and reliable of system operation. Besides, the success of the project the system not only can save the survey cost, but also can increase the economic efficiency of enterprises.
引文
[1]Brosillow C.B..Inferential control of process.AIChE.1978,24(3):485-509
    [2]柴天佑,丁进良,王宏等.复杂工业过程运行的混合智能优化控制方法.自动化学报.2008,34(5):505-515
    [3]Tand Mejdell., S.Skogestad.Output estimation using multiple secondary sensor high-purity distillation.AIChE,1993,39(10):1641-1653
    [4]俞金寿.软测量技术及其应用.自动化仪表.2008,29(1):1-7
    [5]罗荣富,邵惠鹤.软测量方法及其工业应用.上海:上海交通大学出版社.1994
    [6]Hansen L.K., Salamon P..Neural network ensembles. IEEE TRANSACTIONS ON PATTERN ANALYSIS AND MACHINE INTELLIGENCE,1990,10(12):993-1001
    [7]Dayhoff J..Neural Network Architectures. Van Nostrand Reinhold.New York,1989
    [8]陆宁.基于神经网络的软测量技术在丙烯精馏塔的应用研究.天津大学硕士学位论文.2006
    [9]王东风,韩璞.基于RBF神经网络的球磨机负荷软测量.仪器仪表学报,2002,23(3):310-313
    [10]杨强大,王福利,常玉清.基于改进BP神经网络的菌体浓度软测量.控制与决策.2008,23(8):869-879
    [11]林碧华,顾幸生.基于差分进化算法-最小二乘支持向量机的软测量建模.化工学报.2008,59(7):1681-1685
    [12]Zadeh L.A.. Fuzzy sets Information and Control.1965,8(3):338-353
    [13]Kosko B., Burgess J.C..Neural networks and fuzzy systems.J.Acoust.Soc.Am.1998, 6(103):3131-3131
    [14]Lee C.C..Fuzzy logic in control systems:Fuzzy logic controller PartⅠ and Ⅱ. IEEE Trans. Sysf..Man, Cybern.1990,20(2)404-435
    [15]成志明.基于模糊神经网络的火花塞离子电流的软测量理论方法及应用.湖南大学硕士学位论文.2007
    [16]Luo J.X., Shao H.H..Soft sensing modeling using neurofuzzy system based on rough set theory. Proceedings of the American Control Conference.2002,5(1):543-548
    [17]Gonzalez G.D., Redard I.P., Barrera R..Issues in soft sensor applications in industrial plants. Proceedings of the IEEE International Symposium on Industrial Electronics.1994,5:380-385
    [18]黄永红,孙玉坤,王博等.赖氨酸发酵过程关键参数的模糊神经网络逆软测量研究.仪器仪表学报.2010,31(4):862-867
    [19]田奕,乔俊飞.基于遗传算法的BOD神经网络软测量.计算机技术与发展.2009,19(3):127-133
    [20]颜学峰.基于径基函数加权偏最小二乘回归的干点软测量.自动化学报.2007,33(2):193-196
    [21]陆宁.基于神经网络的软测量技术在丙烯精馏塔的应用研究.天津大学硕士学位论文.2006
    [22]罗健旭.软测量若干关键技术的研究及其在石油化工过程中的应用.上海交通大学博士学位论文.2004
    [23]孟庆军.甲醇合成过程的建模、分析与优化条件选择.天然气化工.2004,29(5):32-29
    [24]魏可泰.多模型软测量理论研究及其在甲醇生产中的应用.青岛科技大学硕士学位论文.2008
    [25]成忠,诸爱士,程志刚.FRBF-LVLS方法用于甲醇合成反应器的软测量建模.浙江科技学院学报.2006,18(2):94-98
    [26]Lu S.W., Wang Z.Q, S.J..Neuro-fuzzy synergism to the intelligent system for edge detection and enhancement. Pattern Recognition.2003,36(10):2395-2409
    [27]彭晓波,桂卫华,李勇刚等.基于动态T-S递归模糊神经网络的闪速熔炼过程参数软测量.仪器仪表学报.2008,29(10):2029-2033
    [28]谢又成,章兢,任萍等.基于模糊神经网络的球团密度在线测量.湖南大学学报(自然科学版).2005,32(6):52-56
    [29]Jin Y.C..Neural network based fuzzy identification with its application to modeling and control of complex systems.IEEE Trans on Systems Man and Cybern Etics.1995:473-479
    [30]Jiang J.S-R..adaptive-network-based fuzzy inference system. IEEE Systems, Man, and Cybernetics Society.1993,23(3):665-685
    [31]罗健旭,张兆宁,邵惠鹤.应用基于粗集的模糊神经网络进行软测量建模的研究.化工自动化及仪表.2003,30(2):14-18
    [32]曾珞亚.模糊神经网络的应用与研究.广西师范大学硕士学位论文.2000
    [33]刘瑞兰,苏宏业,褚健.基于改进模糊神经网络的软测量建模方法.信息与控制.2003,32(4):367-370
    [34]马莉,张德丰,马子龙.滑动窗与修剪技术的动态模糊神经网络方法研究.中山大学 学报.2010,49(1):48-52
    [35]徐春梅,尔联洁,刘金琨.动态模糊神经网络及其快速自调整学习算法.控制与决策.2005,20(2):226-229
    [36]Montes E.M., Coello C.A..A simple multimembered evolution strategy to solve constrained optimization problems, IEEE Transactions on Evolutionary Computation. 2005,2(9):1-17
    [37]于成龙.基于PCA的特征选择算法.计算机技术与发展.2011,21(4):123-125
    [38]PC Hsieh., PC Tung..A novel hybrid approach based on sub-pattern technique and whitened PC A for face recognition.Pattern Recognition.2009,42(5):
    [39]倪世贵,白宝钢.基于PCA的人脸识别研究.现代计算机(专业版),2011,2(3):44-47
    [40]李权,周兴社.基于KPCA的多变量时间序列数据异常检测方法研究.计算机测量与控制.2011,19(4):822-825
    [41]刘爱伦,袁小艳,俞金寿.基于KPCA-SVC的复杂过程故障诊断.仪器仪表学报.2007,28(5):870-874
    [42]Storn R., Price K..Differential evolution-a simple and efficient heuristic for global optimization over continuous space.Technical Report.1995,12
    [43]Storn R., Price K..Differential evolution-a simple and efficient adaptive scheme for global optimization over continuous spaces. Journal of Global Optimization.1997,11: 341-359
    [44]Yamaguchi S..An automatic control parameter tuning method for differential evolution.IEEJ Transactions on Electrical and Electronic Engineering.2008,11(128): 1696-1703
    [45]刘波,王凌,金以慧.差分进化算法研究进展.控制与决策.2007,22(7):721-729
    [46]Kemlen V.Price, Rainer M. Storn, Jouni A. Lampinen.Differential evolution a partical Approach to global optimization. Natural Computing Series Springer.2005.
    [47]Ronkkonen J., Knkkonen S., Price K.V.. Real-parameter optimization with differential evolution. Proceedings of the 2005 IEEE Congress on Evolutionary Computation.2005:506-513
    [48]Chakraborty U.K..Advances in Differential Evolution.Springer.2008,
    [49]Daichi Kamiyama, Kenichi Tamura, Keiichiro Yasuda.Differential evolution with down-hill simplex method based on average distance.IEEE.2010
    [50]Adriana Menchaca Mendez, Carlos A. Coello.A new proposal to hybridize the Nelder-Mead method to a differential evolution algorithm for constrained optimization.IEEE.2009:2598-2605
    [51]Zhong Xiang, Fan Wenhui, Lin Jinbiao.Hybrid non-dominated sorting differential evolutionary algorithm with Nelder-Mead.IEEE.2010:306-311
    [52]张雪霞,陈维荣,戴朝华.带局部搜索的动态多群体自适应差分进化算法及函数.优化电子学报.2010,38(8):1825-1830
    [53]朱龙俊,李绍军.单纯形-差分进化算法及其在软测量建模上的应用.化工自动化及仪表.2008,35(6):21-24
    [54]Yan Xuefeng, Yu Juan, Qian Feng.Adaptive mutation differential evolution algorithm and its application to estimate soft sensor parameters.Control Theory and Application.2006,10(23):744-748
    [55]吴沛锋,高立群,邹德旋.修正的差分进化算法在系统可靠性中的应用.仪器仪表学报.2011,32(5):1158-1164
    [56]姚峰,杨卫东,张明等.改进自适应变空间差分进化算法.控制理论与应用.2010,27(1):32-38
    [57]贾东立.改进得差分进化算法及其在通信信号处理中的研究.上海大学博士学位论文.2011
    [58]Becerra R.L., Coello C.A..Cultured differential evolution for constrained optimization.Computer Methods in Applied Mechanics and Engineering.2006,195(36): 4303-4322
    [59]J.A.Nelder, R.Mead.A Simplex Method for Function Minimization.Computer Journal.1965,7:308-313
    [60]韩宝忠,李长明.改进的单纯形算法在研究聚合物绝缘材料热老化中的应用.电工技术学报.2005,20(6):77-81
    [61]张志新,张明廉.基于并行混沌和单纯形法的混合全局优化算法.系统仿真学报.2004,16(1):35-37
    [62]余建军,孙树栋,王军强.单纯形免疫算法及其在高维非凸函数优化中的应用.机械科学与技术.2007,26(3):296-303
    [63]陈国初,俞金寿.单纯形微粒群优化算法及其应用.系统仿真学报.2006,18(4):862-865
    [64]Chelouah R., Siarry P..Genetic and nelder-mead algorithms hybridized for a more accurate global optimization of continuous multiminima functions. European Journal of Operations Research.2003,7(148):335-348
    [65]朱龙俊,李绍军.单纯形-差分进化算法及其在软测量建模上的应用.化工自动化及 仪表.2008,35(6):21-24
    [66]张顺福.甲醇合成产率优化控制分析.云南化工,2008,35(6):28-32
    [67]张固.甲醇新鲜合成气氢碳比的优化方法探讨.化工设计,2004,14(5):6-10
    [68]宋维端,肖任坚,房鼎业.甲醇工学.化学工业出版社.1999
    [69]许伟.软测量技术及其应用中应注意的问题.炼油技术与工程.2005,10(35):40-43
    [70]王根平,钟江生.软测量的工程化应用.计量与测试技术.2004,02

© 2004-2018 中国地质图书馆版权所有 京ICP备05064691号 京公网安备11010802017129号

地址:北京市海淀区学院路29号 邮编:100083

电话:办公室:(+86 10)66554848;文献借阅、咨询服务、科技查新:66554700