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Based on the basic equations of elasticity, this paper deals with axisymmetric deformation of laminated hollow cylinders with simply supported and clamped edges.
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Based on the basic equations of three-dimensional theory of elasticity, this paper establishes the state-space equation of the axisymmetric vibration of laminated annular plates composed of transversely isotropic layers.
The governing equations and variational formulations of the problem derived in these two settings using basic equations of electricity, magnetism and elasticity allow the consideration of material defects by the material force method.
Following Eringen (1971, 1990, 1999, 2004), the basic equations of linear theory of microstretch elasticity are: begin{array}rcl@ t_{ji,j}=rhoddot{u_{i}}, end{array} (1).
In the absence of electric charges and currents, the basic equations of static electromagnetoelasticity are formulated into a state equation and an output equation, which bear a remarkable resemblance to the corresponding equations of elasticity.
The basic equations of piezoelectricity are P = d × stress and E = strain/d.
The basic equations of WT are Eqs.
The basic equations of rigid motion are as follows.
The basic equations of fluid flow are shown below.
To explain this, the basic equations of most physical theories incorporate large amounts of symmetry.
He derived the basic equation of kinetic theory, which reads P = NMV2.
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