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Performing Lagrangian particle tracking with adaptive sampling to provide a user-defined level of performance

机译:使用自适应采样执行拉格朗日粒子跟踪,以提供用户定义的性能水平

摘要

A fluid is modeled as a set of discrete particles. Each of the particles is associated with one or more properties, and a spatial distance comprising a smoothing length over which the one or more properties are to be smoothed. A corresponding trajectory is simulated for each of the particles. The corresponding trajectory is used to formulate a first solution for simulating transport within the fluid. A first predicted error is determined for the first solution. An iterative adjustment is performed to at least one of: a quantity of particles, the smoothing length, or the one or more corresponding properties, to formulate a second solution for simulating transport with the fluid, and a second predicted error is determined for the second solution, until the second predicted error is within a predefined boundary.
机译:流体被建模为一组离散的粒子。每个粒子与一个或多个特性相关联,并且空间距离包括平滑长度,在该长度上要平滑一个或多个特性。针对每个粒子模拟相应的轨迹。相应的轨迹用于制定用于模拟流体内传输的第一解决方案。为第一解决方案确定第一预测误差。对以下至少一项进行迭代调整:一定数量的粒子,平滑长度或一个或多个相应属性,以制定用于模拟与流体传输的第二种解决方案,并确定第二种预测误差解决方案,直到第二预测误差在预定义的边界内。

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