Математичне Моделювання Потоків Маси за Дiї Системи Випадкових Точкових Джерел у Тривимірному Випадку

Petro Pukach; Yurii Chernukha

3d Mathematical Modeling of Mass Fluxes Under the Action of The System of Random Point Sources

Authors

Petro Pukach Department of Computational Mathematics and Programming, Lviv Polytechnic National University
Yurii Chernukha Department of Computational Mathematics and Programming, Lviv Polytechnic National University

Keywords:

mathematical modeling, diffusion flux, random point source system, Green’s function, uniform distribution

Abstract

The work is dedicated to the three-dimensional mathematical description of mass fluxes and the amount of substance that has passed through a strip over a certain time interval, where a system of random point sources of various power acts within the given internal stripe.