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Computer simulation of irreversible expansions via molecular dynamics, smooth particle applied mechanics, Eulerian, and Lagrangian continuum mechanics

机译:通过分子动力学,应用光滑粒子的力学,欧拉和拉格朗日连续力学的不可逆膨胀的计算机模拟

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We simulate the far-from-equilibrium irreversible expansion or a compressed ideal gas in two space dimensions. For this problem the particle trajectories from conventional smooth particle applied mechanics are isomorphic to those from a corresponding molecular dynamics simulation. The smooth-particle "weight function" used to describe the expanding gas is identical to the pair potential governing the molecular dynamics simulation. These many-body particle simulations are compared with those using a modified smooth-particle algorithm invented by Monaghan, as well as with those based on conventional grid-bused Eulerian and Lagrangian methods. [References: 9]
机译:我们在两个空间维度上模拟了远离平衡的不可逆膨胀或压缩的理想气体。对于此问题,来自常规光滑粒子应用力学的粒子轨迹与相应的分子动力学模拟的轨迹是同构的。用于描述膨胀气体的光滑粒子“权重函数”与控制分子动力学模拟的对势相同。将这些多体粒子模拟与使用Monaghan发明的改进的平滑粒子算法的模拟以及基于常规网格总线欧拉和拉格朗日方法的模拟进行了比较。 [参考:9]

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