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Modeling a piezothermoelastic laminated plate-membrane
Analysis of laminated piezopolymer actuated circular membranes is presented. The nonlinear equations of motion governing a continuous circular laminate of arbitrary thermal, electrical and mechanical properties are developed. Assuming axisymmetry, a closed-form asymptotic solution is developed using a combination of perturbation techniques. These governing equations are applied to a model laminate of Kapton and PVDF materials where static and dynamic results are discussed.
Modeling a piezothermoelastic laminated plate-membrane
Analysis of laminated piezopolymer actuated circular membranes is presented. The nonlinear equations of motion governing a continuous circular laminate of arbitrary thermal, electrical and mechanical properties are developed. Assuming axisymmetry, a closed-form asymptotic solution is developed using a combination of perturbation techniques. These governing equations are applied to a model laminate of Kapton and PVDF materials where static and dynamic results are discussed.
Modeling a piezothermoelastic laminated plate-membrane
Rogers, J.W. jun. (author) / Agnes, G.S. (author)
Journal of Intelligent Material Systems and Structures ; 13 ; 303-316
2002
14 Seiten, 17 Quellen
Article (Journal)
English
aufblasbare tragende Baustruktur , Platte (Bauteil) , Schichtkunststoff , piezoelektrischer Stoff , Polymer , Strukturanalyse , Bewegungsgleichung , nichtlineare Gleichung , Störgrößenaufschaltung , mathematisches Modell , Piezoelektrizität , asymptotische Näherung , Membran , asymptotische Stabilität
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