elastic theory 
The dispersion curves obtained in actual Rayleigh wave exploration are usually noncontinual zigzag curves, but the dispersion curves given by the elastic theory for given modes of the guided waves are smooth and continual curves.


the crack opening displacement is established using elastic theory and integral equation, and some unknown physics variables are obtained using variation approach.


The influence of silicon slice flatness on bonding technology and the relation between a foreign particle and resulting bubble are quantitatively presented by the elastic theory.


By means of elastic theory with different moduli and stresssoftening models, general solutions calculating Tresca and MohrCoulomb materials' stress and displacement fields of expansion of spherical cavity were derived.


If classical elastic theory is adopted and strainsoftening properties are neglected, rather large errors may be the result.


This concept of evaluation does not mean acknowledgement of the viscoelastic theory of muscle contraction nor of the Emax concept.


The elastic modulus G' of a CS gel increases with temperature, which relationship differs from that for many polysaccharides, and can be understood through classical rubber elastic theory.


The elastic theory of quasicrystals considers, in addition to the "normal" displacement field, three "phason" degrees of freedom.


Elastic theory of icosahedral quasicrystals  application to straight dislocations


Guo solution is modified and generalized according to the elastic theory, and the analytical solution for the stress of the beam element with arbitrary initial deflection under pure bending is derived.


ButK13 can be shown to vanish in the linear elastic theory.


Nonlinear elastic theory of rectangular reticulated shallow shell structures


This paper deals with nonlinear vibration of rectangular reticulated shallow shells by applying nonlinear elastic theory of such structures established by the author.


On the basis of mathematical elastic theory, the stress functions of multiple complex variables are derived in an infinite multiplyconnected plate by using multiple conformal representations.


The elementary solutions were found by using twodimensional elastic theory and the improved solutions were found by using the Love displacement function method.


The elementary solutions were found by using twodimensional elastic theory and the improved solutions were found by using the Love displacement function method.


Based on elastic theory of different tensioncompression modulus, the analytical solution was deduced for bendingcompression column subject to combined loadings by the flowing coordinate system and phased integration method.


The strain difference of steel and concrete under vertical concentrated load was analyzed on the basis of elastic theory, and was compared with ideal solution of steel and concrete under vertical uniform load.


The same method is applied to get equilibrium relations for higher order (anharmonic) terms of lattice theory which are symmetry relations of tensors used in non linear elastic theory.


Why is nacre strong Elastic theory and fracture mechanics for biocomposites with stratified structures

