Multilevel Optimization for the Placement of Piezo-Actuators on Plate Structures for Active Vibration Control using Modified Heuristic Genetic Algorithm

机译：压电激励器在板结构上的多层优化用于主动振动控制的改进启发式遗传算法

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The present work considers with the optimal placement of piezoelectric actuators on a thin plate via modified control matrix and singular value decomposition (MCSVD) approach using Modified Heuristic Genetic Algorithm (MHGA). Optimal placement of piezoelectric actuators is investigated to suppress the first six modes on cantilever plate. Vibration suppression has been studied for cantilever plate with piezoelectric patches in optimal positions using LQR (Linear Quadratic regulator) scheme. It is observed that developed present approach has given the greater closed loop damping ratio and lesser computational requirements.

机译：本工作考虑了使用改进的启发式遗传算法（MHGA）通过改进的控制矩阵和奇异值分解（MCSVD）方法将压电致动器最佳地放置在薄板上。研究了压电致动器的最佳放置，以抑制悬臂板上的前六个模式。已经使用LQR（线性二次调节器）方案研究了在最佳位置具有压电贴片的悬臂板的振动抑制。可以看出，目前开发的方法给出了更大的闭环阻尼比和更少的计算要求。

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《Conference on industrial and commercial applications of smart structures technologies》|2014年|90590J.1-90590J.10|共10页
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Deepak Chhabra; Gian Bhushan; Pankaj Chandna;
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Multilevel optimization; MHGA; LQR; Closed loop average damping ratio; MCSVD; Modified Control Matrix; GA-LQR; piezoactuators;

机译：多级优化; MHGA; LQR;闭环平均阻尼比; MCSVD;修改后的控制矩阵; GA-LQR;压电执行器;

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1. Optimal placement of piezoelectric actuators on plate structures for active vibration control via modified controlmatrix and singular value decomposition approach using modified heuristic genetic algorithm [J] . Chhabra Deepak, Bhushan Gian, Chandna Pankaj Mechanics of Advanced Materials and Structures . 2016,第1a6期

机译：通过改进的控制矩阵和奇异值分解方法，采用改进的启发式遗传算法，将压电致动器最佳地放置在板结构上，以进行主动振动控制
2. USE OF GENETIC ALGORITHMS TO OPTIMIZE VIBRATION ACTUATOR PLACEMENT FOR ACTIVE CONTROL OF HARMONIC INTERIOR NOISE IN A CYLINDER WITH FLOOR STRUCTURE [J] . Simpson MT., Hansen CH. Noise Control Engineering Journal . 1996,第4期

机译：运用遗传算法优化振动执行器位置，以主动控制具有平面结构的圆柱体内的谐波内部噪声
3. Active vibration control of smart composite plates using optimized self-tuning fuzzy logic controller with optimization of placement, sizing and orientation of PFRC actuators [J] . Zoric Nemanja D., Tomovic Aleksandar M., Obradovic Aleksandar M., Journal of Sound and Vibration . 2019,第期

机译：优化自整调模糊逻辑控制器优化PCRC执行器尺寸和方向的优化自整调模糊逻辑控制器的主动振动控制
4. Optimal Placement of Piezoelectric Actuators on Plate Structures for Active Vibration Control Using Genetic Algorithm [C] . Suresh K.Vashist, Deepak Chhabra Conference on active and passive smart structures and integrated systems . 2014

机译：基于遗传算法的主动振动控制压电致动器在板结构上的最优布置
5. Optimal actuator placement and active structure design for control of helicopter airframe vibrations. [D] . Heverly, David Ellsworth, II. 2002

机译：最佳的执行器位置和主动结构设计可控制直升机机身的振动。
6. Modified Particle Swarm Optimization Algorithms for the Generation of Stable Structures of Carbon Clusters, Cn (n = 3–6, 10) [O] . Gourhari Jana, Arka Mitra, Sudip Pan, 1970

机译：碳粒子团稳定结构Cn生成的改进粒子群优化算法（n = 3–6，10）
7. Active vibration control of a horizontal flexible plate structure using intelligent proportional–integral–derivative controller tuned by fuzzy logic and artificial bee colony algorithm [O] . M Sukri Hadi, Intan Z Mat Darus, M Osman Tokhi, 2019

机译：模糊逻辑和人工蜂菌算法调谐智能比例积分衍生控制器水平柔性板结构的主动振动控制

Multilevel Optimization for the Placement of Piezo-Actuators on Plate Structures for Active Vibration Control using Modified Heuristic Genetic Algorithm

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