Zagadnienie początkowo-brzegowe liniowej higrotermopiezosprężystości

• Autorzy: Gorecki P. , Wyrwał J.

Warianty tytułu

EN

Boundary initial value problem of linear hygrothermopiezoelasticity

• Języki publikacji: PL

Abstrakty

EN

The paper contains balance equations, constitutive equations and initial-boundary value conditions of linear higrothermopiezoelectricity. The results obtained in this work can become the theoretical basis to formulate the numerical solutions of different scientific and engineering problems connected with piezoelectric materials.

Słowa kluczowe

PL

zagadnienie początkowo-brzegowe; higrotermopiezosprężystość; materiały piezoelektryczne

EN

initial-boundary problem; hygrothermopiezoelasticity; piezoelectric materials

• Wydawca: Komisja Inżynierii Budowlanej Polskiej Akademii Nauk Oddział w Katowicach
• Czasopismo: Roczniki Inżynierii Budowlanej
• Rocznik: 2011
• Tom: z. 11
• Strony: 69--74
• Opis fizyczny: Bibliogr. 14 poz.

Twórcy

autor

Gorecki P.

• Politechnika Opolska, Opole

autor

Wyrwał J.

• Politechnika Opolska, Opole

Bibliografia

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• [2] Altay, G., and Dökmeci, M. C., Variational principles for piezoelectric, thermopiezoelectric, and hygrothermopiezoelectric continua revisited, Mechanics of Advanced Materials and Structures, 14, 2007, 549–562.
• [3] Dökmeci, M. C., Altay, G., High-frequency vibrations of hygrothermopiezoelectric thin shells, Proceedings of Mindlin Centennial Symposium, Colorado (June 2006).
• [4] Dökmeci, M. C., Altay, G., Curved laminae equations for hygrothermopiezoelectric materials at elastic range, Proceedings of ESM Mechanics Conference, Virginia Tech (May 2008), 23.
• [5] Gülay, A., Dökmeci, M. C., The consistent Midlin’s thermopiezoelectric equations and the principle of virtual work, Mechanics Research Communications, 32, 2005, 115-119.
• [6] Jędrzejczyk-Kubik, J, Variational theorem for theory of thermopiezoelectricity with damage, Roczniki Inżynierii Budowlanej, 9, 20095, 89-92.
• [7] Kundu, C. K., Han, J-H., Nonlinear piezo-hygro-thermo-elastic behavior of piezolaminated composite shells using finite element method, Proceedings of KSASJSASS Joint International Symposium on Aerospace Engineering, Jeju, Korea (November 2008), 308-311.
• [8] Nowacki,W., Dynamic problems of thermoelasticity, Noordhoff, Leyden, The Netherlands 1975.
• [9] Raja, S., Dwarakanathan, D., Sinha P. K., and Prathap, G., Bending behavior of piezo–hygrothermo–elastic smart laminated composite flat and curved plates with active control,” J. Reinforced Plast. Compos., 23, 2004, 265–290.
• [10] Raja, S., Sinha, P. K., Prathap, G., and Dwarakanathan, D., Influence of active stiffening on dynamic behavior of piezo–hygro–thermo–elastic composite plates and shells, Journal of Sound and Vibration, 278, 2004, 257–283.
• [11] Sih, G. C., Michopoulos, J. G., and Chou, S. C., Hygrothermoelasticity, Martinus Nijhoff, Dordrecht, The Netherlands 1986.
• [12] Smittakorn, W., and Heyliger, P. R., A discrete-layer model of laminated hygrothermopiezoelectric plates, Mechanics of Advanced Materials and Structures, 7, 2000, 79–104.
• [13] Smittakorn, W., A theoretical and experimental study of adaptive wood composities (dissertation), Colorado State University, Colorado 2001.
• [14] Yi, S., Ling, S. F., Ying, M., Hilton, H. H., and Vinson, J. R., Finite element formulation for anisotropic coupled piezoelectro–hygro–thermo–viscoelasto–dynamic problems, Int. J. Num. Meth. Engng., 45, 1999, 1531–1546.