摘要: The problem of definition of a field of pressure in a layer and water-saturations with known permeability or pressure, or volumetric charges of a liquid on chinks is the direct problem. However, the coefficients included in system... 展开 The problem of definition of a field of pressure in a layer and water-saturations with known permeability or pressure, or volumetric charges of a liquid on chinks is the direct problem. However, the coefficients included in system of the equations, describing process of the filtration of a viscous incompressible liquid in the porous environment, can be set approximately. In this case, the permeability and pressure are given in some chinks and some moments of time. It is necessary to solve inverse problem in view of heterogeneity of a layer on permeability, and take into account the additional information on pressure and permeability in some chinks during some moments of time. It is required to restore permeability. Methods of interpolation cannot solve the given problem as the information is not full and the equations describing the mathematical model are not taken into account. In the given work is represented the one computing algorithm for the solving of coefficient inverse problems that was applied the permeability restoration for two-phase filtration model of a viscous incompressible liquid. This method allows parallel computing. 收起