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Imposing a Lagrangian particle framework on an Eulerian hydrodynamics infrastructure in flash

机译:在Flash的欧拉流体力学基础结构上施加拉格朗日粒子框架

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摘要

In many astrophysical simulations, both Eulerian and Lagrangian quantities are of interest. For example, in a galaxy cluster merger simulation, the intracluster gas can have Eulerian discretization, while dark matter can be modeled using particles. FLASH, a component-based scientific simulation code, superimposes a Lagrangian framework atop an adaptive mesh refinement Eulerian framework to enable such simulations. The discretization of the field variables is Eulerian, while the Lagrangian entities occur in many different forms including tracer particles, massive particles, charged particles in particle-in-cell mode, and Lagrangian markers to model fluid-structure interactions. These widely varying roles for Lagrangian entities are possible because of the highly modular, flexible, and extensible architecture of the Lagrangian framework. In this paper, we describe the Lagrangian framework in FLASH in the context of two very different applications, Type Ia supernovae and galaxy cluster mergers, which use the Lagrangian entities in fundamentally different ways.
机译:在许多天体模拟中,欧拉和拉格朗日量都令人关注。例如,在星系团合并模拟中,集群内气体可以具有欧拉离散化,而暗物质可以使用粒子建模。 FLASH是一种基于组件的科学仿真代码,它在自适应网格细化欧拉框架之上叠加了拉格朗日框架,以实现此类仿真。场变量的离散化为欧拉式,而拉格朗日实体以许多不同的形式出现,包括示踪粒子,块状粒子,带细胞粒子中的带电粒子以及用于模拟流体-结构相互作用的拉格朗日标记。由于拉格朗日框架的高度模块化,灵活和可扩展的体系结构,因此拉格朗日实体的这些广泛变化的角色是可能的。在本文中,我们在两种非常不同的应用(Ia型超新星和星系团合并)的背景下描述了FLASH中的拉格朗日框架,它们以根本不同的方式使用拉格朗日实体。

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