It is popular that the control volume method is usual in numerical reasoning for solving boundary advantage problems. Using this approach admits obtaining an approximate-analytical design for obtaining a answer to boundary value questions. A method for obtaining numerical mean boundary value questions over the volume being proposed is proposed. The control volume is singular and movable in the field under consideration. The solution of the question is obtained by balancing the differential equation over the book being moved. For two-spatial boundary value questions, it is also urged to average over one variable. On the base of which an common differential is obtained and the resolution of which gives a better resolution to the problem. Examples are given.
Author(s) Details:
Umurdin Dalabaev,
University
of World Economy and Diplomacy, Tashkent-100007, Uzbekistan.
Please
see the link here: https://stm.bookpi.org/FRAPS-V9/article/view/11766
No comments:
Post a Comment