结构模糊控制规则优化生成的遗传算法

本文采用实数个体编码解码、两点交叉、两点变异、保留最优个体的模糊遗传算法对模糊控制规则进行优化;其次,对三层框架结构的模糊遗传算法控制进行了仿真实验,同时,与经验规则的模糊控制效果进行了比较;最后,对结构模糊遗传算法的鲁棒性进行了仿真试验,进一步验证了本文所提方法的可行性和有效性.     

结构振动的模糊建模与模糊控制规则提取

模糊振动控制中存在的模糊控制规则的建立大都依赖于主观经验的现状。对此本文提出了一种通过对结构振动模糊建模来产生控制规则的方法。首先，通过对系统运动状态变量的模糊化，建立结构振动的模糊关系模型；其次通过对结构振动的模糊关系模型的分析，提取出模糊控制规则；最后，通过一个单自由度体系的数值仿真方法进行了验证。     

结构振动的模糊状态控制法

本文介绍了一种模糊状态控制法,将结构的状态（即反应）进行模糊化,按照某种经验法则对结构反应进行控制。使用这种方法使得振动控制计算简便、控制直接和控制效果显著。     

城市高架桥模糊简化TS主动控制的优化设计

首先利用遗传算法全局寻优的特性找到LQR控制中的最优权系数,然后得到控制力的状态表达式u=-GZ,在此基础上利用简化的模糊推理算法设计Takagi-Sugeno模糊控制器,对某城市高架桥计算模型的上部结构位移进行了MATLAB下的仿真控制分析,并取得了一定的控制效果。并通过分析可知:模糊控制系统可以对难以建立精确数学模型的结构进行有效的控制。     

基于隐马尔可夫模型平滑估计的随机噪声压制方法

以地震勘探记录去噪为目标,本文提出了一种隐马尔可夫模型平滑估计方法.它是在基本隐马尔可夫模型滤波基础之上,运用信号检测环节将带噪信号段和无信号段加以区分,构建带噪地震记录的状态转移模型,在贝叶斯框架下,利用平滑密度函数进行状态估计,从而达到压制噪声的目的.数值模拟表明,无论对信噪比还是均方误差,隐马尔可夫模型平滑估计处理后的重构信号优于常规的维纳滤波所恢复信号.我们可以期待这种方法会成为实际地震记录噪声压制的有效手段.     

相邻建筑结构的模糊振动控制

本文研究了相邻建筑结构的模糊控制问题。首先,介绍相邻建筑结构体系的特点,建立体系的力学模型及运动方程;然后,进行了半主动控制研究,提出了控制的方法;最后,利用模糊控制方法实现了结构的智能控制。通过以上研究,说明相邻建筑结构相互振动控制是十分有效的,所得出的结论对实际工程的应用具有指导意义。     

结构模型的AMD主动控制试验

本文介绍了作者研究设计的ＡＭＤ装置。采用五层钢框架１：４模型ＡＭＤ系统安装在模型的顶层,采用多种地震动加速度记录在哈尔滨建筑大学力学与结构实验中心的地震模拟振动台上进行了结构的ＡＭＤ主动控制试验。试验结果表明：ＡＭＤ主动控制系统对结构地震反应的控制是非常有效的。     

基于动态模糊神经网络的结构主动控制仿真分析

在模糊控制中,如何更加合理地生成控制规则,是其应用的一个重要问题。本文采用动态模糊神经网络(DFNN)算法,并借助于最优控制算法的样本数据,实现建筑结构振动控制中的模糊规则自动提取。首先,介绍了DFNN的结构和算法;其次,采用DFNN算法设计了二输入单输出及四输入单输出两种模糊控制器,对顶层设置AMD控制装置的五层钢框架模型结构进行模糊控制仿真分析。仿真结果表明,两种模糊控制器对顶层位移和加速度反应峰值的控制效果达到50%和30%以上,对地震输入和结构参数的变化均具有较好的鲁棒性;相比二输入模糊控制器,四输入模糊控制器的控制效果更好。本文研究为地震作用下建筑结构AMD模糊控制提供了新的思路和方法。     

Effectiveness of structural control based on control energy perspectives

A computational algorithm for maximizing the control efficiency in actively controlling the elastic structural responses during earthquake is proposed. Study of optimal linear control using a single degree of freedom shows that applying active control is very effective in reducing the structural displacement and velocity responses for long‐period structures, but at the same time it has an adverse effect in increasing the absolute acceleration response. The extent of this adverse effect reduces the effectiveness of the control system, and therefore it poses a limit on the maximum control force in order to provide maximum control efficiency. In view of this shortcoming, maximum control energy dissipation is used to define the most effective optimal linear control law. Less displacement and velocity response are expected as larger control force is applied, but there is always a limit that maximum control energy can be dissipated. This study shows that this limit depends on the structural characteristics as well as the input ground motion, and a general trend is that the maximum control energy decreases as damping increases. Finally, application of the proposed algorithm on a six‐storey hospital building is presented to show the effectiveness of using optimal linear control on a multi‐degree‐of‐freedom system from the control energy perspectives. Copyright © 2001 John Wiley & Sons, Ltd.     

基于MRF-04K阻尼器的结构减震控制模型试验研究

本文应用最近研制的MRF—04K阻尼器对一三层钢框架模型结构进行了结构减震控制模拟地震振动台试验研究,分别验证了在不同加速度幅值的三种典型的地震动激励下两种被动控制系统和三种半主动控制系统的有效性。试验结果表明,无论是被动控制系统还是半主动控制系统都能够使模型结构的地震反应得到显著的降低。其中顶层相对位移反应和绝对加速度反应的峰值减小了50％左右。且其均方根值减小了70％左右。同时,半主动控制系统能够充分利用MR阻尼器的性能,能够以较小的控制力实现理想的减震控制效果,从而展现了基于MRF—04K阻尼器的半主动控制系统的工程应用前景。     

基于鲁棒线性二次算法的结构振动主动控制

线性二次控制算法在工程中得到了广泛的应用。本文提出了通过振型分解，赋予各阶振型不同权重，优化选择线性二次算法加权矩阵的方法，并采用回路传输恢复技术，设计了运用于土木工程结构主动减振的控制系统。仿真结果表明，本文方法能够有效地抑制高频噪声对输出控制力的影响。     

基于市场机制结构控制策略的研究和应用进展

半主动控制装置以其廉价、耗能低及控制稳定性好的优势成为目前结构控制领域的研究热点,由此势必产生具有大量半主动控制装置形成的复杂的结构控制系统,但足对于由大量半主动控制装置组成的结构控制系统,其形式非常复杂。相比于传统的集中式控制策略,分布式控制策略更适应此类复杂系统的控制要求。而基于市场机制的控制策略（Market-basedControl,简称MBC）属于分布式控制策略,它利用市场来模拟复杂的控制系统,用销售商和消费者来代替控制器和能源输出,从而将整个控制系统离散化,利用自由市场经济对有限资源合理分配的特点,对结构的振动实施高效的控制。介绍了分布式控制的概念,回顾了基于市场控制理论的发展过程,重点介绍丁其在土木工程领域的应用,存在的问题及未来发展方向。     

Probabilistic approach for active control based on structural energy

This paper presents an active control algorithm using the probability density function of structural energy. It is assumed that structural energy under excitation has a Rayleigh probability distribution. This assumption is based on the fact that the Rayleigh distribution satisfies the condition that the structural energy is always positive and the occurrence probability of minimum energy is zero. The magnitude of the control force is determined by the probability that the structural energy exceeds the specified target critical energy, and the sign of the control force is determined by the Lyapunov controller design method. The proposed control algorithm shows much reduction of peak responses under seismic excitation compared with the LQR controller, and it can consider the control force limit in the controller design. Also, the chattering problem which sometimes occurs in the Lyapunov controller can be avoided. Copyright © 2003 John Wiley & Sons, Ltd.     

Market‐based control of linear structural systems

To limit the response of structures during external disturbances such as strong winds or large seismic events, structural control systems can be used. In the structural engineering field, attention has been shifted from active control to semi‐active control systems. Unlike active control system devices, semi‐active devices are compact, have efficient power consumption characteristics and are less expensive. As a result, an environment of a large number of actuators and sensors will result, rendering a complex large‐scale dynamic system. Such a system is best controlled by a decentralized approach such as market‐based control (MBC). In MBC, the system is modelled as a market place of buyers and sellers that leads to an efficient allocation of control power. The resulting MBC solution is shown to be locally Pareto optimal. This novel control approach is applied to three linear structural systems ranging from a one‐storey structure to a 20‐storey structure, all controlled by semi‐active hydraulic dampers. It is shown that MBC is competitive in the reduction of structural responses during large seismic loadings as compared to the centralized control approach of the linear quadratic regulation controller. Copyright © 2002 John Wiley & Sons, Ltd.     

Research on semi-active control method of a building structure based on non-smooth control

This study investigates the effectiveness of the non-smooth semi-active control algorithm on suppressing the vibration performance of a building structure subjected to seismic waves. According to the Lyapunov stability theory, it has bene proven that the non-smooth semi-active control algorithm can achieve a finite-time stability of the vibration relative to the isolation layer of a building structure. Through numerical simulation of two buildings with different parameters subjected to the input of a seismic wave, the vibration conditions of passive control, LQR semi-active control and non-smooth semiactive control are compared and analyzed. The simulation results show that the non-smooth semi-active control algorithm has a better robustness and effectiveness in restraining the impact of earthquakes on the structure.     

Multi‐level design model and genetic algorithm for structural control system optimization

The integrated optimum problem of structures subjected to strong earthquakes and wind excitations, optimizing the number of actuators, the configuration of actuators and the control algorithms simultaneously, is studied. Two control algorithms, optimal control and acceleration feedback control, are used as the control algorithms. A multi‐level optimization model is proposed with respect to the solution procedure of the optimum problem. The characteristics of the model are analysed, and the formulation of each suboptimization problem at each level is presented. To solve the multi‐level optimization problem, a multi‐level genetic algorithm (MLGA) is proposed. The proposed model and MLGA are used to solve two multi‐level optimization problems in which the optimization of the number of actuators, the positions of actuators and the control algorithm are considered in different levels. In problem 1, an example structure is excited by strong wind, and in problem 2, an example structure is subjected to strong earthquake excitation. Copyright © 2001 John Wiley & Sons, Ltd.     

A simple model for structural control including soil–structure interaction effects

A simple model for the seismic response of a one-storey structure subjected to active control in the presence of soil–structure interaction effects is presented. The approach is based on the successive use of equivalent 1-DOF oscillators which account for the effects of control and soil–structure interaction. Simple expressions for these oscillators based on exact analytical solutions of the control equations and approximate solutions of the interaction equations are presented. The study includes an evaluation of the effects of soil–structure interaction on the seismic response of actively controlled structures in which the control gains have been determined with and without inclusion of soil–structure interaction effects. A simple procedure to include the interaction effects on the control gains is also presented. © 1998 John Wiley & Sons, Ltd.