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Energy monitoring in distinct element models of particle systems

机译:粒子系统不同元素模型中的能量监控

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This paper describes techniques for monitoring energy in discrete element method(DEM)simulations of granular flow.They have been applied to DMX a three-dimensional model of polydisperse cohesive spheres flowing into a cylindrical vessel,settling and then subject to vibration.The model takes account of gravitational potential energy,linear and tangential 'particle spring' potential energies and net work done by the particles,normal and angular kinetic energies,dissipated energies due to linear and tangential damping and friction,and the work done by the vibrating vessel on the particle system.Energy monitoring enhances understanding of the physics and further validates the program code.It was found that the numerical technique inherently introduces artificial energy components,but that these can be explicitly monitored.Energy conservation was thus verified and the artificial components explained.Simulations of various particle types and sizes were performed monitoring all the energy components with time.The results show that explicit dissipated energy calculation is required and cannot be simplified as the remainder term of total minus potential and kinetic energies,and that energy is dissipated mainly in normal damping and gross sliding.Total energy dissipation is not sensitive to particle stiffness,but moderately sensitive to damping and friction.However,the maximum rate of energy dissipation is significantly affected by the damping coefficient and the particle stiffness,and only negligibly by the friction coefficient.Initial studies showed that in some low energy vibration the artificial energy component is not negligible and its effect must be considered in some DEM applications.
机译:本文介绍了在颗粒流动的离散元方法(DEM)模拟中监测能量的技术,已将这些技术应用于DMX中流入圆柱容器,沉降然后受到振动的多分散粘性球的三维模型。考虑重力势能,线性和切向的“粒子弹簧”势能以及由粒子完成的净功,法向和角动能,由于线性和切向的阻尼和摩擦而产生的耗散能量以及振动容器在转子上所做的功能量监测增强了对物理学的理解,并进一步验证了程序代码。发现数值技术固有地引入了人造能量成分,但可以对其进行显式监测,从而验证了节能并解释了人造成分。监控所有能量结果表明,需要显式耗散能量的计算,不能简化为总负势和动能的余项,并且能量主要在正常阻尼和总滑动中耗散,总耗能对颗粒刚度,但对阻尼和摩擦适度敏感。但是,最大能量耗散率受阻尼系数和颗粒刚度的影响很大,而受摩擦系数的影响很小。能量成分不可忽略,在某些DEM应用中必须考虑其影响。

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