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Coordinate Systems, Numerical Objects and Algorithmic Operations of Computational Experiment in Fluid Mechanics

机译:流体力学计算实验的坐标系,数值对象和算法操作

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The paper deals with the computer implementation of direct computational experiments in fluid mechanics, constructed on the basis of the approach developed by the authors. The proposed approach allows the use of explicit numerical scheme, which is an important condition for increasing the efficiency of the algorithms developed by numerical procedures with natural parallelism. The paper examines the main objects and operations that let you manage computational experiments and monitor the status of the computation process. Special attention is given to a) realization of tensor representations of numerical schemes for direct simulation; b) realization of representation of large particles of a continuous medium motion in two coordinate systems (global and mobile); c) computing operations in the projections of coordinate systems, direct and inverse transformation in these systems. Particular attention is paid to the use of hardware and software of modern computer systems.
机译:本文涉及基于作者开发的方法构建的流体力学直接计算实验的计算机实现。所提出的方法允许使用明确的数值方案,这是提高由具有天然平行性的数值手术开发的算法效率的重要条件。本文审查了允许您管理计算实验并监视计算过程状态的主要对象和操作。特别注意A)实现直接仿真数值方案的张量表示的张量表示; b)在两个坐标系中实现连续介质运动的大粒子的表示(全球和移动); c)计算在这些系统中的坐标系,直接和逆变换的投影中的计算操作。特别注意使用现代计算机系统的硬件和软件使用。

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