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The exact solution of the plane elasticity problem for the S-crackThe exact solution of the plane elasticity problem for the S-crack
Spline-interpolation solution of one elasticity theory problemThis book appeared as a result of the development of the Kolosov-Muskhelishvili plane elasticity
The solution of the plane elasticity basic problems for the unbounded domains with boundary cuspsThe solution of the plane elasticity basic problems for the unbounded domains with boundary cusps
Casimir-Polder force and torque for anisotropic molecules close to conducting planes and their effect on CO2 expressions for an anisotropic molecule close to a conducting plane with a tensorial conductivity. We apply
Nonmetricity plane waves in post Riemannian spacetimeUsing the analogy with the properties of plane electromagnetic waves in Minkowski space, a
The exact solution of the plane elasticity problems for the S-cut with cuspsThe exact solution of the plane elasticity problems for the S-cut with cusps
The exact solution of the plane elasticity second basic problem for the symmetric airfoil cracksThe exact solution of the plane elasticity second basic problem for the symmetric airfoil cracks
Integral equations with logarithmic singularities in kernels of two-dimensional problems for anisotropic bodies with defectsTwo-dimensional problems of elastostatics for anisotropic bodies with defects along a smooth open
Study of anisotropic magnetic properties of LiTmF4in (001) plane by enhanced 169Tm NMR and magnetization measurements fields up to 55 kOe. The NMR spectra as well as magnetization were substantially anisotropic
On elliptic boundary value problems on upper half-planey coefficients are considered in a half-plane. The applications to anisotropic elasticity are also given
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