The problem of plastic substance flow in the fixed isosceles trapezium-shaped area. (by means of elastic half-space)
The paper examines the problem of ideally plastic material flow in the fixed area through the elastic-deformable surfaces. The flow area appears as the isosceles trapezium; the matrix of tool is modeled as a elastic half-space. The initial integro-differential system comes to single Hammerstein integral equation. The paper proposes the method of successive approximations for solution of this equation. The analysis of this solution is given.