Mathematical Modelling of Spatial Deformation Process of Soil Massif with Free Surface

Autor: Viktor Zhukovskyy, Anatoliy Vlasyuk, Nataliia Zhukovska, Rajab Hesham
Rok vydání: 2019
Předmět:
Zdroj: Advances in Intelligent Systems and Computing IV ISBN: 9783030336943
DOI: 10.1007/978-3-030-33695-0_9
Popis: The study of deformation processes of soil massifs with free surface under mass and heat transfer is important in the design, construction and operation of buildings. The article presents a mathematical model of the deformation state problem of the soil massif under mass and heat transfer and the present free surface in the three-dimensional case. The basic equations, boundary conditions and conditions of congruence for displacements, strains, stresses, and also additional functions are given. For computer modelling of the set boundary value problem, a software package for the capabilities of the Microsoft Visual Studio 2017 framework for Windows Desktop in the C# programming language was created. It is shown that the presence of a free surface that breaks the area of the investigated soil in the area of water-saturated soil and the area of the soil in its natural state changes the distributions of the displacements of the soil mass in these areas.
Databáze: OpenAIRE