论文标题
幂律流体的润滑重力电流
Lubricated gravity currents of power-law fluids
论文作者
论文摘要
当这些底物润滑时,冰川在其基岩上的运动或沿实心表面的流体滴剂可能会发生巨大变化。我们研究了应变速率软化流体的重力电流(GC)的耦合流,该流动液通过较密集的牛顿液润滑。我们提出了一组实验,其中此类GC在平坦表面上以轴对称性和恒定通量排放。使用成像技术,我们遵循每种流体及其厚度场的正面演变。我们发现,润滑GC的两个前部比未润滑的GC更快,尽管具有相似的时间指数。另外,非牛顿液的厚度几乎是均匀的,而润滑液的厚度是无单音峰的局部峰值。然而,只要润滑液的通量比非牛顿液通量小得多,润滑GC仍保持轴对称。
The motion of glaciers over their bedrock or drops of fluid along a solid surface can vary dramatically when these substrates are lubricated. We investigate the coupled flow of a gravity current (GC) of strain-rate softening fluid that is lubricated by a denser, lower-viscosity Newtonian fluid. We present a set of experiments in which such GCs are discharged axisymmetrically and at constant flux over a flat surface. Using imaging techniques we follow the front evolution of each fluid and their thickness field. We find that the two fronts of our lubricated GCs evolve faster than non-lubricated GCs, though with similar time exponents. In addition, the thickness of the non-Newtonian fluid is nearly uniform while that of the lubricating fluid is nonmonotonic with localised spikes. Nevertheless, lubricated GCs remain axisymmetric as long as the flux of the lubricating fluid is sufficiently smaller than the non-Newtonian fluid flux.