Results 71 to 80 of about 154 (87)
Some of the next articles are maybe not open access.
Computational Mathematics and Mathematical Physics, 2011
Summary: The third and fourth basic dynamic problems for a three-dimensional homogeneous isotropic centrally symmetric hemitropic micropolar medium are studied. Under fairly general assumptions, the classical solvability of the problems is proved using the Fourier method.
Bezhuashvili, Yu. A., Rukhadze, R. V.
exaly +3 more sources
Summary: The third and fourth basic dynamic problems for a three-dimensional homogeneous isotropic centrally symmetric hemitropic micropolar medium are studied. Under fairly general assumptions, the classical solvability of the problems is proved using the Fourier method.
Bezhuashvili, Yu. A., Rukhadze, R. V.
exaly +3 more sources
Extension, torsion and expansion of an incompressible, hemitropic Cosserat circular cylinder
Journal of Elasticity, 1981Constitutive equations for the stress and couple stres on an incompressible, hemitropic, constrained Cosserat material are derived, and the theory is applied to study the problem of finite extension, torsion and expansion of a circular cylinder. As in the theory of isotropic simple elastic materials, it is found that the deformation is controllable by ...
Cheverton, K. J., Beatty, M. F.
openaire +1 more source
Cubic Approximation of Stress Potential for a Hemitropic Micropolar Elastic Solid
Lobachevskii Journal of MathematicsY N Radayev, E V Murashkin
exaly +2 more sources
Mechanics of Solids
The paper deals with a method of the Nye figures construction for micropolar elastic solids. The method of tensors of the 4th and 3rd ranks representations by means of blocks of two-dimensional matrices and relationships between their elements is widely known in crystallography.
E. Yu. Krylova +2 more
openaire +1 more source
The paper deals with a method of the Nye figures construction for micropolar elastic solids. The method of tensors of the 4th and 3rd ranks representations by means of blocks of two-dimensional matrices and relationships between their elements is widely known in crystallography.
E. Yu. Krylova +2 more
openaire +1 more source
Representations for transversely hemitropic and transversely isotropic stress-strain relations
Journal of Elasticity, 1995The author derives a representation for the set of constitutive equations for the second Piola-Kirchhoff stress tensor for a simple elastic material point when the material is either transversely hemitropic or transversely isotropic. The author restricts his attention to polynomial stress-strain relations.
openaire +2 more sources
On universal relations for hemitropic elastic materials
1997SACCOMANDI, Giuseppe, M. Vianello
openaire +1 more source