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This is the first book devoted to a systematic description of the
linear theory of piezoelectric shells and plates theory. The book
contains two parts. In the first part, the theories for
electroelastic thin-walled elements of arbitrary form with
different directions of preliminary polarization are presented in
an easy form for practical use. The approximate methods for
integrating the equations of piezoelectric shells and plates are
developed and applied for solving some engineering problems. In the
second part, the theory of piezoelectric shells and plates is
substantiated by the asymptotic method. The area of applicability
for different kinds of electroelastic shell theories is studied. A
new problem concerning the electroelastic phenomena at the edge of
a thin-walled element is raised and solved.
The Theory of Piezoelectric Shells and Plates will be valuable to
researchers working in the field of electroelasticity as well as to
electrical and electronic engineers who use thin-walled
piezoelements. It is also be helpful for students and
post-graduates specializing in mechanics and for scientists
concerning asymptotic methods.
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