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HYDRODYNAMICS OF 'THERMAL' GRANULAR CONVECTION

机译:“热”颗粒对流的水动力

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摘要

We employ the Navier-Stokes granular hydrodynamics for determining the threshold of "thermal" convection in a horizontal layer of fluidized granular medium. A recent experiment with a highly fluidized three-dimensional granular flow gives strong evidence for thermal convection. In the simplest model of inelastic hard spheres, the convection sets in when the restitution coefficient becomes smaller than a critical value. When gravity goes to zero, the convection instability turns into a recently discovered phase separation instability. A lower bound for the convection threshold is determined using the Schwarzschild criterion of stability of classical compressible fluid.
机译:我们使用Navier-Stokes颗粒流体动力学来确定流化颗粒介质水平层中“热”对流的阈值。最近对高度流化的三维颗粒流进行的实验为热对流提供了有力的证据。在最简单的非弹性硬球模型中,对流在恢复系数小于临界值时进入。当重力变为零时,对流不稳定性变成最近发现的相分离不稳定性。对流阈值的下限使用经典可压缩流体稳定性的Schwarzschild准则确定。

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