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Its remarkable longevity is undoubtedly a result of its size, but an exact theory that explains both its source of energy and its stability remains to be developed.
It is concluded that Flügge's exact theory is a versatile tool for such problems.
According to [27], the single flexibility parameter will reduce the agreement of FASTSIM to the exact theory.
There is no exact theory to study light scattering by inhomogeneous grains (viz. porous, fluffy and composite).
The exact theory may be used as a basis for developing improved models of the system dynamics.
Simply supported rectangular laminated plates based on exact theory of elasticity are studied by precise integration method.
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A correction based on the classical ideas of the extensible elastica and geometrically exact theories is applied and a consistent strain energy and bending moment relations are derived.
In addition, the theoretical expressions match very well with the simulation results, and the lower bound forms converge to the exact theories when the fractions of the transmit power α are small.
It is shown that the use of the frequency and temperature dependent complex moduli of these pipes with the elementary and the more exact theories of the propagation of axial and flexural vibration through viscoelastic rods and beams provides satisfactory prediction of the vibration transmissibility characteristics of the reinforced viscoelastic pipes.
For purposes of comparison, numerical results from the exact elasticity theory, the classical lamination (Kirchhoff) theory and the shear deformation theory (Timoshenko and Mindlin) with three different values of the shear correction factor are also presented.
This solution is achieved through what is called the exact beam theory [Ladevèze and Simmonds, New concepts for linear beam theory with arbitary geometry and loading, Eur. J. Mech. Solids 1998 17 3):377].
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