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Mathematical Modelling of Non-stationary Processes in the Piecewise-Homogeneous Domains by Near-Boundary Element Method

机译:近边界元法测定分段 - 均匀域的非静止过程的数学建模

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A numerical-analytical approach to finding the physical scalar values (temperature, potential, pressure) or vector values (components of an electromagnetic field) in the piecewise-homogeneous domain of arbitrary shape with mixed boundary conditions and ideal contact conditions at the interface of the media has been considered. Using the indirect near-boundary element technique and time sequence scheme of the initial conditions, the developed software, computational experiments have been carried out to estimate the errors of the discretization of the near-boundary domains and the approximation of the mathematical model. The influence of piezoelectricity coefficients on pressure distribution in composite reservoirs has been studied.
机译:在具有混合边界条件的分段 - 均匀结构域中找到物理标量值(温度,电位,压力)或矢量值(电磁场的组件)的数值分析方法,以及混合边界条件和界面的理想接触条件媒体已被考虑。使用初始条件的间接近边界元件技术和时间序列方案,已经进行了开发的软件,计算实验,以估计近边界域的离散化的误差和数学模型的近似。研究了压电系数对复合储层中压力分布的影响。

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