Solving The Equilibrium Equations For A Transversely Isotropic Piezoceramic Plate
Year:
2006Published in:
International Applied MechanicsThe system of equilibrium equations for nonthin transversely isotropic piezoceramic plates subject to antisymmetric (about the mid-plane) deformation is set up by expanding the unknown functions into Fourier–Legendre series in the thickness coordinate. To find the general solution of the system of equations, a method is proposed, which is then used to solve the stress problem for a plate with a circular hole under mechanical loading
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The Stress State of a Transversely Isotropic Plate with a Curvilinear Hole for a Given Splitting Force on the Boundary Surface
Publisher: International Applied Mechanics
Authors: Ivan Khoma, Tetiana Proshchenko
The Stress State Of A Piezoceramic Medium With An Elliptic Inclusion Under Pure Shear And Pure Bending
Publisher: International Applied Mechanics
Authors: Tetiana Proshchenko, Yu Podil'chuk
Stress Concentration In A Transversally Isotropic Piezoceramic Cylinder Near A Hyperboloidal Neck
Publisher: International Applied Mechanics
Authors: Tetiana Proshchenko, Yu Podil'chuk
Flexural Stress Concentration Near A Hyperboloidal Neck In A Transversely Isotropic Piezoceramic Cylinder
Publisher: International Applied Mechanics
Authors: Tetiana Proshchenko, Yu Podil'chuk
Tension and Shear of a Transversely Isotropic Piezoceramic Plate with a Circular Hole with Mixed Conditions on Flat Sides
Publisher: International Applied Mechanics
Authors: Tetiana Proshchenko, Ivan Khoma
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