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Discrete Element Method Based Simulation of Pebble Bed Test Reactor

机译:基于离散元法的卵石床试验反应器仿真

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Discrete Element Method (DEM) is a numerical approach used to compute the motion of a large number of particles1. The calculations performed in DEM alternate between the application of Newton's second law of motion to individual particles and a force-displacement law at each contact. The main principle behind DEM is that the time steps taken are so small that disturbances cannot propagate beyond each particle's immediate neighbors. Hence, at all times the resultant force acting on any particle is determined exclusively by its interaction with neighboring particles. The resulting force acting on each particle is used to find the acceleration, velocity and displacement of individual particles. The forces corresponding to new displacements are determined using force-displacement laws (constitutive equations). The whole cycle is repeated again and again throughout a time period. The numerical calculation scheme used in DEM is explicit and hence the stability is ensured by choosing time steps as a fraction of a critical time step.
机译:离散元素法(DEM)是一种用于计算大量粒子运动的数值方法。在DEM中执行的计算在将牛顿第二运动定律应用于单个粒子与每个接触处的力-位移定律之间交替进行。 DEM的主要原理是,所采取的时间步长是如此之小,以致干扰无法传播到每个粒子的直接邻居之外。因此,在任何时候,作用在任何粒子上的合力仅取决于其与相邻粒子的相互作用。作用在每个粒子上的合力用于查找单个粒子的加速度,速度和位移。使用力位移定律(本构方程)确定与新位移对应的力。在一个时间段内一次又一次地重复整个循环。 DEM中使用的数值计算方案是明确的,因此可以通过选择时间步长作为关键时间步长的一部分来确保稳定性。

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