
doi: 10.1007/bf00282137
A variational principle for coupled piezoelectric heat conduction is derived. The bilinear convolution due to Gurtin is used to formulate a general variational function. An extended function is presented that is suitable for finite element analysis.
variational principle, Electromagnetic effects in solid mechanics, coupled piezoelectric heat conduction, Other numerical methods in solid mechanics, bilinear convolution, Thermodynamics in solid mechanics
variational principle, Electromagnetic effects in solid mechanics, coupled piezoelectric heat conduction, Other numerical methods in solid mechanics, bilinear convolution, Thermodynamics in solid mechanics
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