ON MATHEMATICAL PHYSICS BOUNDARY VALUE PROBLEM CORRECTNESS

Authors

  • Abduganieva Yulduz Shakhabidinovna Senior lecturer of Almalik branch of Tashkent state technical university named after I. Karimov
  • Bekmuratov Ulugbek Nurali ugli Almalik branch of Tashkent state technical university named after I. Karimov

DOI:

https://doi.org/10.17605/OSF.IO/432D9

Keywords:

gallery, local and total debits, internal and boundary conditions, sum of discontinuities of derived functions, one-way integral Laplace transform, methods of the theory of functions of a complex variable

Abstract

The problem analytical solution general method is considered on non-stationary filtration equations basis. The problem solving method is based on internal features regularization and reducing it to a problem with boundary conditions.

Downloads

Download data is not yet available.

References

Abutaliev E.B, Bekbaev K., Bekmatov Sh. Non-stationary filtration and interaction of formation systems during their joint development. 1971-81 Dep.

Abutaliev EB, Babakayev SN, Bekmatov Sh. Analytical solution of the boundary value problem of unsteady filtration and hydrodynamic interaction of the layers in the conditions of their joint development at a given total flow rate. 3213-81 Dep.

Halmosh P. Theory of measure. M., 1953.

Downloads

Published

2020-06-24

How to Cite

[1]
AbduganievaYulduz Shakhabidinovna and Bekmuratov Ulugbek Nurali ugli, “ON MATHEMATICAL PHYSICS BOUNDARY VALUE PROBLEM CORRECTNESS”, IEJRD - International Multidisciplinary Journal, vol. 5, no. 4, p. 4, Jun. 2020.

Issue

Section

Articles