The problem considered here is that of the plane-strain compression of a long symmetric strip of a three-layered material between rigid, parallel, rough plates. Two combinations of layers are examined: (a) a viscoplastic material placed between two layers of a rigid/perfectly plastic material, and (b) a rigid/perfectly plastic material placed between two layers of a viscoplastic material. Closed-form solutions are presented for each combination, and qualitative differences between these solutions and solutions obtained for homogeneous materials are discussed. A possible effect of asymptotic behaviour of the solution in the vicinity of maximum-friction surfaces on the general structure of the solution is mentioned.</p
In the first part of this paper, we considered the exact statement of the plane elasticity problem i...
In the first part of this paper, we considered the exact statement of the plane elasticity problem i...
In the first part of this paper, we considered the exact statement of the plane elasticity problem i...
The problem considered here is that of the plane-strain compression of a long symmetric strip of a t...
If the maximal friction law is applied, then some generalizations of the Prandtl solution for the co...
If the maximal friction law is applied, then some generalizations of the Prandtl solution for the co...
The paper presents a theoretical study on the compression of a two-layer strip of strain-hardening r...
The maximum friction requires that the friction stress is equal to the local shear yield stress of m...
The maximum friction requires that the friction stress is equal to the local shear yield stress of m...
The analytical solutions of various generalizations of the classical L.Prandtl’s problem are of grea...
The analytical solutions of various generalizations of the classical L.Prandtl’s problem are of grea...
The analytical solutions of various generalizations of the classical L.Prandtl’s problem are of grea...
Many classical rigid perfectly/plastic solutions cannot be extended to more complicated rigid plasti...
Many classical rigid perfectly/plastic solutions cannot be extended to more complicated rigid plasti...
In the first part of this paper, we considered the exact statement of the plane elasticity problem i...
In the first part of this paper, we considered the exact statement of the plane elasticity problem i...
In the first part of this paper, we considered the exact statement of the plane elasticity problem i...
In the first part of this paper, we considered the exact statement of the plane elasticity problem i...
The problem considered here is that of the plane-strain compression of a long symmetric strip of a t...
If the maximal friction law is applied, then some generalizations of the Prandtl solution for the co...
If the maximal friction law is applied, then some generalizations of the Prandtl solution for the co...
The paper presents a theoretical study on the compression of a two-layer strip of strain-hardening r...
The maximum friction requires that the friction stress is equal to the local shear yield stress of m...
The maximum friction requires that the friction stress is equal to the local shear yield stress of m...
The analytical solutions of various generalizations of the classical L.Prandtl’s problem are of grea...
The analytical solutions of various generalizations of the classical L.Prandtl’s problem are of grea...
The analytical solutions of various generalizations of the classical L.Prandtl’s problem are of grea...
Many classical rigid perfectly/plastic solutions cannot be extended to more complicated rigid plasti...
Many classical rigid perfectly/plastic solutions cannot be extended to more complicated rigid plasti...
In the first part of this paper, we considered the exact statement of the plane elasticity problem i...
In the first part of this paper, we considered the exact statement of the plane elasticity problem i...
In the first part of this paper, we considered the exact statement of the plane elasticity problem i...
In the first part of this paper, we considered the exact statement of the plane elasticity problem i...