Dissertations / Theses on the topic 'Smart Structures - Vibration Control'
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Ulker, Fatma Demet. "Active Vibration Control Of Smart Structures." Master's thesis, METU, 2003. http://etd.lib.metu.edu.tr/upload/4/1098409/index.pdf.
Full textcontrol strategies in order to suppress the free and forced vibrations of smart structures. The smart structures analyzed in this study were the smart beam and the smart ¯
n. They were aluminum passive structures with surface bonded PZT (Lead-Zirconate-Titanate) patches. The structures were considered in clamped-free con¯
guration. The ¯
rst part of this study focused on the identi¯
cation of nominal system models of the smart structures from the experimental data. For the experimentally identi¯
ed models the robust controllers were designed by using H1 and ¹
-synthesis strategies. In the second part, the controller implementation was carried out for the suppression of free and forced vibrations of the smart structures. Within the framework of this study, a Smart Structures Laboratory was established in the Aerospace Engineering Department of METU. The controller implementations were carried out by considering two di®
erent experimental set-ups. In the ¯
rst set-up the controller designs were based on the strain measurements. In the second approach, the displacement measurements, which were acquired through laser displacement sensor, were considered in the controller design. The ¯
rst two °
exural modes of the smart beam were successfully controlled by using H1 method. The vibrations of the ¯
rst two °
exural and ¯
rst torsional modes of the smart ¯
n were suppressed through the ¹
-synthesis. Satisfactory attenuation levels were achieved for both strain measurement and displacement measurement applications.
Yousefi-Koma, Aghil. "Active vibration control of smart structures using piezoelements." Thesis, National Library of Canada = Bibliothèque nationale du Canada, 1997. http://www.collectionscanada.ca/obj/s4/f2/dsk3/ftp04/nq26875.pdf.
Full textBravo, Rafael. "Vibration control of flexible structures using smart materials." Thesis, National Library of Canada = Bibliothèque nationale du Canada, 2000. http://www.collectionscanada.ca/obj/s4/f2/dsk1/tape4/PQDD_0034/NQ66256.pdf.
Full textMiller, Scott E. (Scott Edward). "Distributed parameter active vibration control of smart structures." Thesis, Massachusetts Institute of Technology, 1988. http://hdl.handle.net/1721.1/33473.
Full textYousefi-Koma, Aghil Carleton University Dissertation Engineering Mechanical and Aerospace. "Active vibration control of smart structures using piezoelements." Ottawa, 1997.
Find full textDennerlein, Jürgen. "Broadband vibration control of spatially distributed smart structures." Düsseldorf VDI-Verl, 2008. http://d-nb.info/993722431/04.
Full textWang, Qishan. "Active vibration and buckling control of piezoelectric smart structures." Thesis, McGill University, 2013. http://digitool.Library.McGill.CA:80/R/?func=dbin-jump-full&object_id=114328.
Full textL'objectif de cette thése est le contrôle de la vibration et de flambage à l'aide de l'analyse par éléments finis et LQR/LQG technologies de contrôle de rétroaction pour les structures composites stratifiées piézo-électriques qui sont liés ou incorporés de surface de capteurs et d'actionneurs piézoélectriques. Il ya principalement deux parties ciblées. La partie des éléments finis : Deux formulations éléments finis pour les poutres laminées piézo-basé sur le classique d'Euler-Bernoulli et la théorie des poutres de Timoshenko, respectivement, linéaires couplées piézoélectriques équations constitutives, et le principe de variation de Hamilton sont développés. Un C0 continue, cisaillement flexible, à huit nuds élément de coque à double courbure sérendipité pour les plaques piézocomposites stratifiés et de coquillages est également dérivée basée sur la théorie de la couche-sage déformation de cisaillement, linéaires piézo-électriques couplés relations constitutives mécaniques, et le principe de variation de Hamilton. Toute la poutre, plaque, et des éléments de coque développés ont considéré la rigidité, de masse et les effets de couplage électromécanique du capteur piézo-électrique et les couches de l'actionneur. Les éléments de structure développéssont capables de traiter les effets non linéaires de déformation en cisaillementtransversal et la non-linéarité des matériaux composites, piézoélectrique-mécanique d'accouplement, et peut prévoir plus précisément les modes supérieurs de vibration, et peut être appliquée à partir de minces d'épaisseur moyenne structures composites multicouches. Ils sont évalués à la fois les vibrations et analyse de flambage de la poutre, plaque, et structures en coque. La partie de commande actif : La vibration de supprimer d'un porte à faux piézo-collé poutre, les deux premiers modes de flambement contrôle d'un appui simple piézo-collé poutre, et la vibration et le flambage contrôle de la charge d'un cantilever piézoélectrique stratifié plaque composite sont étudiés. Les résultats de l'analyse par éléments finis sont utilisés pour concevoir un régulateur linéaire quadratique (LQR) contrôleur et un linéaire quadratique gaussienne (LQG) compensateur avec un observateur d'état dynamique pour atteindre toutes les commandes. Les conceptions de commandes commencent par une méthode modale modle pour déterminer un modle modal réduit approximative qui peut représenter la dynamique du systme avec les modes les moins systme inclus. Un modle modal espace d'état de la structure intelligente qui a intégré la structure d'accueil d'colléscapteurs et d'actionneurs piézoélectriques, est ensuite utilisé pour concevoir le systme de contrôle. Les contrôles visant commentaires LQR/LQG sont avérés succs dans la suppression de la vibration et de stabiliser les modes de flambement des structures. Tant l'analyse par éléments finis et les résultats de simulation de contrôle actives sont compatibles avec les résultats existants d'analyse théoriques et les données expérimentales de la littérature. Quelques conclusions importantes et des observations intéressantes sont obtenues.
Wang, Peng. "Active vibration control in a specific zone of smart structures." Thesis, Lyon, 2019. http://www.theses.fr/2019LYSEC007/document.
Full textThis research aims at solving a particular vibration control problem of smart structures. We aim at reducing the vibration in a specific zone of the smart structure under the disturbance that covers a wide frequency band. Moreover, at this specific zone, neither actuation nor sensing is possible.Here we face several main challenges. First, we need to control the vibration of a specific zone of the structure while we only have access to measurements at other zones. Second, the wide bandwidth of the disturbance implies that numerous modes should be controlled at the same time which requires the use of multiple actuators and sensors. This leads to a MIMO controller which is difficult to obtain using classical controller design methods. Third, the so-called spillover problem must be avoided which is to guarantee the closed-loop stability when the model-based controller is applied on the actual setup. To tackle these challenges, we investigate two control strategies: the centralized control and the distributed control.For centralized control, we propose a methodology that allows us to obtain a simple MIMO controller that accomplishes these challenges. First, several modeling and identification techniques are applied to obtain an accurate low-order model of the smart structure. Then, an H_∞ control based synthesis method with a particularly proposed H_∞ criterion is applied. This H_∞ criterion integrates multiple control objectives, including the main challenges. In particular, the spillover problem is transformed into a robust stability problem and will be guaranteed using this criterion. The obtained H_∞ controller is a standard solution of the H_∞ problem. The final controller is obtained by further simplifying this H_∞ controller without losing the closed-loop stability and degrading the performance. This methodology is validated on a beam structure with piezoelectric transducers and the central zone is where the vibration should be reduced. The effectiveness of the obtained controller is validated by simulations and experiments.For distributed control, we consider the same beam structure and the same control objectives. There exist methods aiming at designing distributed controllers of spatially interconnected system. This research proposes a FEM based method, combined with several model reduction techniques, that allows to spatially discretize the beam structure and deduce the state-space models of interconnected subsystems. The design of distributed controllers will not be tackled in this research
Lee, Yong Keat. "Active vibration control of a piezoelectric laminate plate using spatial control approach." Title page, abstract and table of contents only, 2005. http://hdl.handle.net/2440/37711.
Full textThesis (M.Eng.Sc.)--School of Mechanical Engineering, 2005.
Janda, Oliver. "Modeling and Control of Sound and Vibration for Smart Structures." Phd thesis, Sierke-Verlag, 2014. https://tuprints.ulb.tu-darmstadt.de/4154/1/Diss_Janda_Final.pdf.
Full textWang, Zhen. "Enhanced self-powered vibration damping of smart structures by modal energy transfer." Thesis, Lyon, INSA, 2015. http://www.theses.fr/2015ISAL0067/document.
Full textIn a context of embedded structures, the next challenge is to develop an efficient, energetically autonomous vibration control technique. Synchronized Switch Damping techniques (SSD) have been demonstrated interesting properties in vibration control with a low power consumption. For compliant or soft smart structures, modal control is a promising way as specific modes can be targetted. This Ph-D work examines a novel energy transfer concept and design of simultaneous energy harvesting and vibration control on the same host structure. The basic idea is that the structure is able to extract modal energy from the chosen modes, and utilize this harvested energy to suppress the target modes via modal control method. We propose here a new technique to enhance the classic SSD circuit due to energy harvesting and energy transfer. Our architecture called Modal Synchronized Switching Damping and Harvesting (Modal SSDH) is composed of a harvesting circuit (Synchronized Switch Harvesting on Inductor SSHI), a Buck-Boost converter and a vibration modal control circuit (SSD). Various alternatives of our SSDH techniques were proposed and simulated. A real smart structure is modeled and used as specific case to test the efficiency of our concept. Piezoelectric sensors and actuators are taken as active transducers, as they develop the direct and inverse effects useful for the energy harvesting and the vibration damping. Optimization are running out and the basic design factors are discussed in terms of energy transfer. Simulations, carried out under bi-harmonic and noise excitation, underline that our new SSDH concept is efficient and robust. Our technique improve the damping effect of semi-active method compared to classic SSD method thanks to the use of harvested modal energy
Ruggiero, Eric John. "Active Dynamic Analysis and Vibration Control of Gossamer Structures Using Smart Materials." Thesis, Virginia Tech, 2002. http://hdl.handle.net/10919/32299.
Full textMaster of Science
Huang, Da. "Approximate analytical solutions for vibration control of smart composite beams." Thesis, Peninsula Technikon, 1999. http://hdl.handle.net/20.500.11838/1262.
Full textSmart structures technology featuring a network of sensors and actuators, real-time control capabilities, computational capabilities and host material will have tremendous impact upon the design, development and manufacture of the next generation of products in diverse industries. The idea of applying smart materials to mechanical and structural systems has been studied by researchers in various disciplines. Among the promising materials with adaptable properties such as piezoelectric polymers and ceramics, shape memory alloys, electrorheological fluids and optical fibers, piezoelectric materials can be used both as sensors and actuators because of their high direct and converse piezoelectric effects. The advantage of incorporating these special types of material into the structure is that the sensing and actuating mechanism becomes part of the structure by sensing and actuating strains directly. This advantage is especially apparent for structures that are deployed in aerospace and civil engineering. Active control systems that rely on piezoelectric materials are effective in controlling the vibrations of structural elements such as beams, plates and shells. The beam as a fundamental structural element is widely used in all construction. The purpose of the present project is to derive a set of approximate governing equations of smart composite beams. The approximate analytical solution for laminated beams with piezoelectric laminae and its control effect will be also presented. According to the review of the related literature, active vibration control analysis of smart beams subjected to an impulsive loading and a periodic excitation are simulated numerically and tested experimentally.
Zheng, Xiang. "Active vibration control of flexible bodied railway vehicles via smart structures." Thesis, Loughborough University, 2011. https://dspace.lboro.ac.uk/2134/9110.
Full textGriffin, Steven F. "Acoustic replication in smart structure using active structural/acoustic control." Diss., Georgia Institute of Technology, 1995. http://hdl.handle.net/1853/13085.
Full textGutierrez, Soto Mariantonieta. "MULTI-AGENT REPLICATOR CONTROL METHODOLOGIES FOR SUSTAINABLE VIBRATION CONTROL OF SMART BUILDING AND BRIDGE STRUCTURES." The Ohio State University, 2017. http://rave.ohiolink.edu/etdc/view?acc_num=osu1494249419696286.
Full textPaknejad, Seyedahmadian Ahmad. "Passive and Active Strategies for Vibration Control of Lightly Damped Structures." Doctoral thesis, Universite Libre de Bruxelles, 2021. http://hdl.handle.net/2013/ULB-DIPOT:oai:dipot.ulb.ac.be:2013/325768.
Full textDoctorat en Sciences de l'ingénieur et technologie
info:eu-repo/semantics/nonPublished
Zhang, Shunqi [Verfasser]. "Nonlinear FE simulation and active vibration control of piezoelectric laminated thin-walled smart structures / Shunqi Zhang." Aachen : Hochschulbibliothek der Rheinisch-Westfälischen Technischen Hochschule Aachen, 2014. http://d-nb.info/1058405977/34.
Full textNa, Sungsoo. "Control of Dynamic Response of Thin-Walled Composite Beams Using Structural Tailoring and Piezoelectric Actuation." Diss., Virginia Tech, 1997. http://hdl.handle.net/10919/29828.
Full textPh. D.
Nader, Manfred. "Compensation of vibrations in smart structures : shape control, experimental realization and feedback control /." Linz : Trauner, 2008. http://opac.nebis.ch/cgi-bin/showAbstract.pl?u20=9783854993865.
Full textPratt, Jon Robert Jr. "Vibration Control for Chatter Suppression with Application to Boring Bars." Diss., Virginia Tech, 1997. http://hdl.handle.net/10919/29344.
Full textPh. D.
Janda, Oliver [Verfasser], Ulrich [Akademischer Betreuer] Konigorski, and Thilo [Akademischer Betreuer] Bein. "Modeling and Control of Sound and Vibration for Smart Structures / Oliver Janda. Betreuer: Ulrich Konigorski ; Thilo Bein." Darmstadt : Universitäts- und Landesbibliothek Darmstadt, 2014. http://d-nb.info/1112268634/34.
Full textDeneufve, Florence L. "Simultaneous active passive/control of extensional and flexural power flows in infinite thin beams." Thesis, This resource online, 1996. http://scholar.lib.vt.edu/theses/available/etd-02132009-172054/.
Full textKim, Byeongil. "Design and Analysis of Model Based Nonlinear and Multi-Spectral Controllers with Focus on Motion Control of Continuous Smart Structures." The Ohio State University, 2010. http://rave.ohiolink.edu/etdc/view?acc_num=osu1286308206.
Full textKim, Myung-Hyun. "Nonlinear Control and Robust Observer Design for Marine Vehicles." Diss., Virginia Tech, 2000. http://hdl.handle.net/10919/29910.
Full textPh. D.
Genari, Helói Francico Gentil. "Damage-Tolerant Modal Control Methods for Flexible Structures." Thesis, Paris, ENSAM, 2016. http://www.theses.fr/2016ENAM0032/document.
Full textSmart structures have increasingly become present in different industry applications and particularly in the fields of aeronautics and civil engineering. These structures have features that allow interactions with the environment, adapting their characteristics according to the needs (stiffness, damping, viscosity, etc.), monitoring their health or controlling their vibrations. Today smart structure active control methods do not respond appropriately to damage, despite the capacity of external disturbances good rejection. Damage-tolerant active control (DTAC) is a recent research area that aims to develop integrated approaches to reduce the vibrations while monitoring the integrity of the structure, identifying damage occurrence and reconfiguring the control law of the adopted active vibration control method.This thesis contributes to DTAC area, proposing a novel modal control framework and some applying strategies. Developed methods focus in non-collocated flexible structures, where multiples piezoelectric sensors and actuators are used to attenuate damaged structure vibration. The chapters present four main topics and the conclusions. Chapter 2 reviews the regular suboptimal H∞ problem and its respective solution based on the linear matrix inequality (LMI) approach, which is a fundamental tool for the development of subsequent topics. Chapter 3 introduces the modal H∞-norm based method for vibration control, which reveals high modal selectivity, allowing control energy concentration on damage effects and presenting robustness to spillover and parameter variation. A new control strategy is developed in Chapter 4, taking into account existing knowledge about the structure stressed regions with high probability of damage occurrence, leading to specific requirements in the modal H∞ controller design. A structural health monitoring (SHM) technique assesses each damaged mode behavior, which is used to design a preventive controller. Chapter 5 presents a novel modal double-loop control methodology to deal with the unpredictability of damage, nevertheless ensuring a good compromise between robustness and performance to both healthy and damaged structures. For this purpose, the first loop modal controller is designed to comply with regular requirements for the healthy structure behavior, and the second loop controller is reconfigured aiming to ensure satisfactory performance and robustness when and if damage occurs, based on a state-tracking observer and an SHM technique to adapt the controller online. In all these chapters, simulated (analytical and finite elements based) and/or experimental aluminum structures are used to examine the proposed methodology under the respective control strategies. The last chapter subsumes the achieved results for each different approach described in the previous chapters
Vigilante, Domenico. "Numerical study of two-dimensional smart structures." Thesis, Virginia Tech, 2002. http://hdl.handle.net/10919/42706.
Full textMaster of Science
Oueini, Shafic Sami. "Techniques for Controlling Structural Vibrations." Diss., Virginia Tech, 1999. http://hdl.handle.net/10919/27176.
Full textPh. D.
Urek, Halime. "Control Of A Satellite With Flexible Smart Beam During Slew Maneuver." Master's thesis, METU, 2011. http://etd.lib.metu.edu.tr/upload/12613597/index.pdf.
Full textAzimi, Mohsen. "Design of Structural Vibration Control Using Smart Materials and Devices for Earthquake-Resistant and Resilient Buildings." Thesis, North Dakota State University, 2017. https://hdl.handle.net/10365/28588.
Full textKoo, Jeong-Hoi, Björn Kiefer, and Uwe Marschner. "Special Issue: ASME 2014 Conference on Smart Materials, Adaptive Structures and Intelligent Systems (SMASIS), Symposium on Modeling, Simulation and Control." Sage, 2016. https://tud.qucosa.de/id/qucosa%3A35626.
Full textSilva, Samuel da. "Projeto de controladores robustos para aplicações em estruturas inteligentes utilizando desigualdades matriciais lineares /." Ilha Solteira : [s.n.], 2005. http://hdl.handle.net/11449/94551.
Full textAbstract: The proposal of this work is to use robust control techniques in order to suppress mechanical vibration in structures with pieozoelectric sensors and actuators coupled. The controllers are designed by convex optimization and the constraints are dealt through linear matrix inequalities (LMIs) frameworks. Two different methodologies to feedback the system by using LMIs are explained. The first one is the observer-based state-feedback considering polytopic uncertainties. The second one is the H output feedback control considering norm-bound uncertainties. The sensors/actuators are located in optimal placements by using H norm as performance index. The mathematical models used in the controller design were obtained by finite element methods considering eletromechanical effects between the host structure and piezoelectric sensors/actuators patches or by using identification methods. In this sense, it is also discussed the eigensystem realization algorithm (ERA). Three different applications are proposed and solved in order to illustrate the applicability of the methodology: a cantilever plate; a cantilever beam; and an active flutter suppression in a 2-D airfoil, a problem of considered interest in the aeronautic industry. The results showed the vibration suppression in the bandwidth of interest when submited to the requirements imposed by practical situations.
Orientador: Vicente Lopes Junior
Coorientador: Edvaldo Assunção
Banca: Vicente Lopes Junior
Banca: Marcelo Carvalho Minhoto Teixeira
Banca: Edilson Hiroshi Tamai
Mestre
Silva, Samuel da [UNESP]. "Projeto de controladores robustos para aplicações em estruturas inteligentes utilizando desigualdades matriciais lineares." Universidade Estadual Paulista (UNESP), 2005. http://hdl.handle.net/11449/94551.
Full textCoordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)
Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)
Este trabalho tem como propósito utilizar técnicas de controle robusto para atenuação ativa de vibração mecânica em estruturas acopladas a atuadores e sensores piezelétricos. Os controladores são projetados segundo o enfoque de otimização convexa, com os requisitos envolvendo desigualdades matriciais lineares (LMIs). A proposta é ilustrar duas sínteses diferentes de realimentação via LMIs. A primeira é o projeto de controladores por realimentação de estados, estimados por um observador, considerando incertezas paramétricas do tipo politópicas. A segunda metodologia é baseada no controle H8 via realimentação do sinal de saída, considerando incertezas dinâmicas limitadas por norma. Os sensores/atuadores são posicionados em pontos ótimos utilizando-se a norma H8 como índice de desempenho. Os modelos matemáticos utilizados na síntese dos controladores foram obtidos a partir do método dos elementos finitos considerando o acoplamento eletromecânico entre os atuadores/sensores e a estrutura base ou a partir de métodos de identificação. Neste contexto, este trabalho também discute e exemplifica o algoritmo de realização de autosistemas (ERA). Três exemplos são solucionados para exemplificar a metodologia implementada: uma estrutura tipo placa, uma viga engastada-livre e a supressão ativa de flutter em um aerofólio 2-D, problema de grande interesse na indústria aeronáutica. Os resultados mostraram uma significante atenuação da vibração estrutural na faixa de freqüência de interesse e o atendimento dos requisitos impostos na fase de projeto.
The proposal of this work is to use robust control techniques in order to suppress mechanical vibration in structures with pieozoelectric sensors and actuators coupled. The controllers are designed by convex optimization and the constraints are dealt through linear matrix inequalities (LMIs) frameworks. Two different methodologies to feedback the system by using LMIs are explained. The first one is the observer-based state-feedback considering polytopic uncertainties. The second one is the H output feedback control considering norm-bound uncertainties. The sensors/actuators are located in optimal placements by using H norm as performance index. The mathematical models used in the controller design were obtained by finite element methods considering eletromechanical effects between the host structure and piezoelectric sensors/actuators patches or by using identification methods. In this sense, it is also discussed the eigensystem realization algorithm (ERA). Three different applications are proposed and solved in order to illustrate the applicability of the methodology: a cantilever plate; a cantilever beam; and an active flutter suppression in a 2-D airfoil, a problem of considered interest in the aeronautic industry. The results showed the vibration suppression in the bandwidth of interest when submited to the requirements imposed by practical situations.
Bueno, Douglas Domingues. "Controle ativo de vibrações e localização ótima de sensores e atuadores piezelétricos /." Ilha Solteira : [s.n.], 2007. http://hdl.handle.net/11449/94556.
Full textBanca: Walter Katsumi Sakamoto
Banca: Alberto Luiz Serpa
Resumo: Este trabalho apresenta o projeto do regulador linear quadrático (LQR - do inglês Linear Quadratic Regulator) para atenuar vibrações em estruturas mecânicas. Estas estruturas, com atuadores e sensores acoplados, são denominadas estruturas inteligentes. Os projetos de controladores ativos são resolvidos utilizando desigualdades matriciais lineares (LMIs - do inglês Linear Matrix Inequalities). Assim, é possível projetar controladores robustos considerando incertezas paramétricas na planta a ser controlada. São utilizados atuadores e sensores piezelétricos (PZTs) para aplicações em estruturas flexíveis dos tipos vigas e placas e, também, atuadores de pilha para aplicações em estruturas do tipo treliça. O problema do posicionamento ótimo dos atuadores e sensores piezelétricos também é resolvido utilizando as normas de sistemas H2, H , Hankel e as matrizes grammianas de observabilidade e controlabilidade. O modelo matemático da estrutura inteligente é obtido a partir do Método dos Elementos Finitos e, também, utilizando o Método de Identificação de Subespaços através de dados experimentais. O problema de posicionamento ótimo dos atuadores e sensores e o controle ativo de vibração são apresentados em simulações numéricas e experimentais. Os resultados mostram que os controladores robustos aumentam o amortecimento estrutural minimizando as amplitudes de vibração.
Abstract: This work presents the Linear Quadratic Regulator design to vibration attenuation in mechanical structures. These structures are named Smart Structures because they use actuators and sensors electromechanically coupled. Active controller designs are solved using Linear Matrix Inequalities. So, it is possible to consider polytopic uncertainties. Piezoelectric actuators and sensors are used for applications in flexible structures as beams and plates and, also, stack actuators for applications in truss structures. Optimal placement problem of piezoelectric actuators and sensors also solved using H2, H , Hankel system norms and controllability and observability grammian matrices. The mathematical model of the smart structure is obtained through Finite Element Method and, also, through Numerical State Space of Subspace System Identification (Subspace Method) by experimental data. The optimal placement of actuator and sensor and the active vibration control is numerically and experimentally implemented. Results show that the robust controllers increase the structural damping minimizing magnitude of vibrations.
Mestre
FONSECA, JÚNIOR Armando Wilmans Nunes da. "Modelagem e análise de protótipo de ponte estaiada sob cargas dinâmicas incorporando molas de nitinol superelásticas para supressão de vibrações." Universidade Federal de Campina Grande, 2018. http://dspace.sti.ufcg.edu.br:8080/jspui/handle/riufcg/1924.
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Capes
No decorrer dos anos, com a construção de pontes cada vez mais longas e leves, o comportamento dinâmico passa a ser um fator limitante no projeto dessas estruturas. Portanto, é de grande interesse que sistemas de controle de vibrações estruturais sejam desenvolvidos. Entre os vários materiais utilizados atualmente para supressão de vibrações, estão as ligas com memória de forma (LMF). Estas vêm ganhando popularidade graças a sua capacidade de sofrer grandes deformações reversíveis, aliadas às suas propriedades de dissipação de energia. Neste contexto, este trabalho tem como objetivo realizar o controle passivo de vibrações num protótipo de ponte estaiada, em escala reduzida, utilizando molas superelásticas de uma LMF Ni-Ti (Nitinol). Foram realizadas análises dinâmicas na estrutura utilizando ferramentas analíticas, numéricas e experimentais. Nos resultados experimentais, obteve-se uma redução de até 75% de transmissibilidade de força em vibração livre, em comparação com a estrutura com molas equivalentes, de aço. Em vibração forçada, o valor de redução de transmissibilidade de força chegou a um máximo de 85,5%. Os resultados numéricos mostraram boa coerência na determinação dos parâmetros modais da estrutura e na resposta em vibração livre, com maior erro associado aos resultados em vibração forçada, mais especificamente no segundo modo de vibrar do sistema. Concluiu-se que as molas de LMF têm capacidade de dissipação de energia vibracional para a aplicação em estruturas de pontes e os modelos numéricos permitem uma boa previsão da resposta da estrutura.
Over the years, with the construction of increasingly longer and lighter bridges, dynamic behavior becomes a limiting factor in the design of these structures. Therefore, it is important that structural vibration control systems are developed. Among the various materials currently used for vibration suppression are the shape memory alloys (SMA). These have been gaining popularity as a result of their ability to undergo large reversible deformations, coupled with their energy dissipating properties. In this context, the objective of this dissertation is to perform the passive vibration control of a cable-stayed bridge prototype, in small scale, using SMA Ni-Ti (Nitinol) superelastic springs. Dynamic analyses were performed using analytical, numerical and experimental tools. In the experimental results, a reduction of 75% of force transmissibility in free vibration was obtained, compared to the structure with equivalent steel springs. In forced vibration, the value of reduction of force transmissibility reached a maximum of 85.5%. The numerical results showed good coherence in the determination of the modal parameters of the structure and the response of the latter in free vibration, with the largest error associated to the second mode of vibration of the structure, in forced vibration. It was concluded that the SMA springs have the capacity to dissipate vibrational energy, for the application in bridges structures, and the numerical models allow a good prediction of the structure response.
Gasparini, José Nilson. "Controle de vibração em uma pá inteligente de helicóptero." Universidade de São Paulo, 2004. http://www.teses.usp.br/teses/disponiveis/18/18135/tde-12022016-170415/.
Full textThe objective of this work is to investigate the performance of a smart helicopter blade. Developments on smart materials for both sensing and/or actuation have provided a novel alternative in vibration control. The helicopter blade is modeled by the finite element method, considering the motions of flapping, lead-lagging, axial stretching, and torsion. The blade model also considers a pretwist angle, offset between mass and elastic axes, and isotropic material. The helicopter blade mathematical model allows the incorporation of piezoelectric actuators distributed along the blade span. The active vibration control is based on the premise of individual blade control and the investigation is carried out for hovering flight condition the finite element matrices are obtained by energy methods and a linearization procedure is applied to the resulting expressions. The linearized aerodynamic loading is calculated for hover and the state-space approach is used to design the control law. The eigenstructure assignment by output feedback is used in the blade-reduced model resulting from the application of the expansion method by partial fractions. The simulations for open and closed-loop systems are presented, having exhibited good response qualities, which shows that output feedback is a good alternative for smart helicopter blade vibration attenuation.
Bueno, Douglas Domingues [UNESP]. "Controle ativo de vibrações e localização ótima de sensores e atuadores piezelétricos." Universidade Estadual Paulista (UNESP), 2007. http://hdl.handle.net/11449/94556.
Full textFundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)
Este trabalho apresenta o projeto do regulador linear quadrático (LQR – do inglês Linear Quadratic Regulator) para atenuar vibrações em estruturas mecânicas. Estas estruturas, com atuadores e sensores acoplados, são denominadas estruturas inteligentes. Os projetos de controladores ativos são resolvidos utilizando desigualdades matriciais lineares (LMIs – do inglês Linear Matrix Inequalities). Assim, é possível projetar controladores robustos considerando incertezas paramétricas na planta a ser controlada. São utilizados atuadores e sensores piezelétricos (PZTs) para aplicações em estruturas flexíveis dos tipos vigas e placas e, também, atuadores de pilha para aplicações em estruturas do tipo treliça. O problema do posicionamento ótimo dos atuadores e sensores piezelétricos também é resolvido utilizando as normas de sistemas H2, H , Hankel e as matrizes grammianas de observabilidade e controlabilidade. O modelo matemático da estrutura inteligente é obtido a partir do Método dos Elementos Finitos e, também, utilizando o Método de Identificação de Subespaços através de dados experimentais. O problema de posicionamento ótimo dos atuadores e sensores e o controle ativo de vibração são apresentados em simulações numéricas e experimentais. Os resultados mostram que os controladores robustos aumentam o amortecimento estrutural minimizando as amplitudes de vibração.
This work presents the Linear Quadratic Regulator design to vibration attenuation in mechanical structures. These structures are named Smart Structures because they use actuators and sensors electromechanically coupled. Active controller designs are solved using Linear Matrix Inequalities. So, it is possible to consider polytopic uncertainties. Piezoelectric actuators and sensors are used for applications in flexible structures as beams and plates and, also, stack actuators for applications in truss structures. Optimal placement problem of piezoelectric actuators and sensors also solved using H2, H , Hankel system norms and controllability and observability grammian matrices. The mathematical model of the smart structure is obtained through Finite Element Method and, also, through Numerical State Space of Subspace System Identification (Subspace Method) by experimental data. The optimal placement of actuator and sensor and the active vibration control is numerically and experimentally implemented. Results show that the robust controllers increase the structural damping minimizing magnitude of vibrations.
Tateo, Flaviano. "Distributed shunted piezoelectric cells for vibroacoustic interface optimization." Phd thesis, Université de Franche-Comté, 2013. http://tel.archives-ouvertes.fr/tel-01068815.
Full textSchulz, Sergio Luiz. "Metodologia para a alocação ótima discreta de sensores e atuadores piezoelétricos na simulação do controle de vibrações em estruturas de materiais compósitos laminados." reponame:Biblioteca Digital de Teses e Dissertações da UFRGS, 2012. http://hdl.handle.net/10183/62047.
Full textThe main objective of vibration control is its reduction or even its minimization by the automatic modification of the structural response. Sometimes this is necessary to increase structural stability and to attain a high mechanical behavior in several areas such as aerospace, civil and mechanical engineering, biotechnology, including macro, micro and nanomechanical scales. An alternative is to use a smart structure, which results of the combinations of integrated sensors and actuators in a mechanical structure and a suitable control method. Development of a computational code to simulate, using finite elements, the active control in smart structures such as slender shells, plates and beams of composite materials with embedded piezoelectric layers acting as actuators and sensors is the main objective of this work. This research is characterized by the use of the GPL-T9 element with three nodes and six mechanical degrees of freedom and one electrical degree of freedom per piezoelectric layer, by the evaluation of two control methods, the Proportional Integral Derivative (PID) and the Linear Quadratic Regulator (LQR), including the Modal LQR, and, finally by the optimization of piezoelectric patches placement using a Genetic Algorithm (GA). Several examples are presented and compared with those obtained by other authors.
Chang, Min-Yung. "Active vibration control of composite structures." Diss., This resource online, 1990. http://scholar.lib.vt.edu/theses/available/etd-09162005-115021/.
Full textAkl, Wael Nabil. "Smart foam for active vibration and noise control." College Park, Md. : University of Maryland, 2004. http://hdl.handle.net/1903/222.
Full textThesis research directed by: Mechanical Engineering. Title from t.p. of PDF. Includes bibliographical references. Published by UMI Dissertation Services, Ann Arbor, Mich. Also available in paper.
Punhani, Amitesh. "Shape and Vibration Control of Smart Laminated Plates." The Ohio State University, 2008. http://rave.ohiolink.edu/etdc/view?acc_num=osu1205990432.
Full textZhou, Li. "Vibration control of buildings using smart magnetorheological dampers /." View Abstract or Full-Text, 2002. http://library.ust.hk/cgi/db/thesis.pl?CIVL%202002%20ZHOU.
Full textIncludes bibliographical references (leaves 163-177). Also available in electronic version. Access restricted to campus users.
Baillargeon, Brian P. "Active Vibration Suppression of Smart Structures Using Piezoelectric Shear Actuators." Fogler Library, University of Maine, 2003. http://www.library.umaine.edu/theses/pdf/BailargeonBP2003.pdf.
Full textRentzos, Panagiotis. "Active vibration control of civil engineering structures." Thesis, City University London, 2007. http://openaccess.city.ac.uk/8571/.
Full textYoung, Andrew J. "Active control of vibration in stiffened structures." Title page, contents and abstract only, 1995. http://hdl.handle.net/2440/37722.
Full textThesis (Ph.D.)--Mechanical Engineering, 1995.
MURUGAN, JAYA MAHESH. "Vibration monitoring and control of industrial structures." Doctoral thesis, Politecnico di Torino, 2020. http://hdl.handle.net/11583/2858351.
Full textBeache, Kemrom Vidol Ariel. "Active vibration control of a smart beam under rotation." reponame:Repositório Institucional da UFABC, 2016.
Find full textDissertação (mestrado) - Universidade Federal do ABC, Programa de Pós-Graduação em Engenharia Mecânica, 2016.
Uma viga em rotação é equipada com sensores e atuadores piezoelétricos em conjunto com um controlador proporcional-derivativo (PD) ou um controlador do tipo regulador linear quadrático (LQR) para comparação. O objetivo dos controladores é a minimização da deflexão na extremidade livre da estrutura devido ao seu movimento em torno do eixo de rotação. Utilizando o efeito piezoelétrico ¿ a geração de uma voltagem quando a estrutura está sujeita a uma tensão mecânica ¿ e, inversamente, a geração de uma deformação quando sujeito a uma voltagem, a estrutura do tipo viga é considerada como um sistema inteligente, tendo a capacidade de detectar e corrigir deflexões ao longo de seu comprimento. Usando as equações de Lagrange, a equação governante do movimento é obtida para a viga. A força (momento) e a rigidez da cerâmica piezoelétrica são subsequentemente adicionadas à equação governante da viga. A função de Heaviside é usada para a localização do atuador piezoelétrico ao longo da viga. A posição do atuador piezoelétrico varia a partir da extremidade engastada até a extremidade livre da viga ocupando três diferentes posições. O comprimento do atuador piezoelétrico é de um terço do comprimento da viga. O melhor posicionamento do piezoelétrico dentre os investigados é determinado para os três primeiros modos de vibração. Duas técnicas de controle linear são investigadas com o objetivo de eliminar a vibração na estrutura flexível: PD e LQR. O grau de liberdade associado ao movimento de rotação da viga (e suas derivadas) é prescrito por meio de um perfil pré-definido.
A rotating beam is fitted with piezoelectric sensors and actuators in conjunction with a proportional-derivative (PD) controller and a linear quadratic regulator (LQR) controller in order to minimize the deflection of the tip due to the rotational motion of the structure. Utilizing the piezo effects, the generation of a voltage, when subjected to a strain, and conversely the generation of a strain when subjected to a voltage, the system is considered as smart, having the ability to sense and correct deflections of the tip of the beam. Using the equations of Lagrange, the governing equation of motion is derived for the beam. The force (moment) and the stiffness of the piezo ceramic are subsequently added to the governing equation of the beam. In a model of the system, a Heaviside function is used to manipulate the position of the piezo. The position of the piezo will be varied from the root of the beam (the clamped end) to the free end of the beam, occupying three different positions; the length of the piezo is a third of the beam¿s length. The best position of the piezo is determined for three modes of vibration. Two linear control techniques are investigated in order to eliminate vibration in the flexible structure. The degree of freedom associated with the rotational motion is obtained by a predefined profile.
Nauclér, Peter. "Modeling and control of vibration in mechanical structures /." Uppsala : Univ. : Dept. of Information Technology, Univ, 2005. http://www.it.uu.se/research/publications/lic/2005-005/.
Full textRodrigues, Cunha Leandro. "Robust bandgaps for vibration control in periodic structures." Thesis, Bourgogne Franche-Comté, 2017. http://www.theses.fr/2017UBFCD060.
Full textIn this thesis, a simple methodology to find robust bandgaps is presented. Four different periodic structures are used as numerical examples for infinite and finite models. The first two are related to attenuation zones created for longitudinal waves using spring-mass and stepped rod unit cells. The Transfer Matrix method is used to model the unit cell. With this method, it is possible to obtain the frequency responses, using a spectral method, and dispersion constants, solving an eigenvalue prob-lem. The most influential physical and geometrical parameters are determined by performing partial derivative and finite difference sensitivity analysis through an infinite model. Therein, for the second example, the cross-section area of half-cell is considered as a stochastic variable represented by a probability density function with specific deviation properties for a probabilistic analysis. The third example concerns the bandgaps for flexural waves using stepped beams unit cells. For this case, the classical Transfer Matrix method cannot be used to obtain finite structures response in low frequency because of the presence of ill-conditioned matrices. Therefore, a recursive method termed Translation Matrix, which avoid matrix multiplication, is used and the corresponding probabilistic analysis is per-formed using the half-cell thickness as a random variable. An experimental analysis is also performed for this case, but considering half-cell length as uncertain. The last example is a periodic truss that is considered with and without smart components. The unit cell of this lattice structure can present pas-sive and active members. As long as the type of unit cell is more complex, the finite element method is used. However, this kind of structure does not have impedance mismatches strong enough to open bandgaps although the presence of repetitive substructures. In virtue of this, eight scenarios are inves-tigated considering the introduction of concentrated mass on joints and piezoelectric actuators in reso-nant shunt circuit which are considered as stochastic for specific cases. For each structure model, a Monte Carlo Simulation with Latin Hypercube sampling is carried out, the distinctions between the corresponding uncertain attenuation zones for finite and infinite models are exposed and the relation with localized modes is clarified. These results lead to conclude that the finite models present a larger stop zone considering stochastic parameters than infinite models. In other words, the uncertainties be-tween neighbors’ cells compensate each other and the finite structures is naturally more robust. Final-ly, the effect of increasing the uncertainty level, by varying a stochastic coefficient, is analyzed and the concept of robust band gap is presented