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Fluids by design using chaotic surface waves to create a metafluid that is Newtonian thermal and entirely tunable

机译:通过使用混沌表面波设计流体以创建牛顿热且完全可调的元流体

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摘要

In conventional fluids, viscosity depends on temperature according to a strict relationship. To change this relationship, one must change the molecular nature of the fluid. Here, we create a metafluid whose properties are derived not from the properties of molecules but rather from chaotic waves excited on the surface of vertically agitated water. By making direct rheological measurements of the flow properties of our metafluid, we show that it has independently tunable viscosity and temperature, a quality that no conventional fluid possesses. We go on to show that the metafluid obeys the Einstein relation, which relates many-body response (viscosity) to single-particle dynamics (diffusion) and is a fundamental result in equilibrium thermal systems. Thus, our metafluid is wholly consistent with equilibrium thermal physics, despite being markedly nonequilibrium. Taken together, our results demonstrate a type of material that retains equilibrium physics while simultaneously allowing for direct programmatic control over material properties.
机译:在常规流体中,粘度根据严格的关系取决于温度。为了改变这种关系,必须改变流体的分子性质。在这里,我们创建了一种元流体,其性质不是源自分子的性质,而是源自在垂直搅动的水表面激发的混沌波。通过对我们的超流体的流动特性进行直接的流变测量,我们表明它具有独立可调的粘度和温度,这是传统流体所不具备的。我们继续证明,超流体服从爱因斯坦关系,该关系将多体响应(粘度)与单粒子动力学(扩散)联系起来,并且是平衡热系统的基本结果。因此,尽管我们的超流体非常不平衡,但它与平衡热物理学完全一致。综上所述,我们的结果表明,一种材料在保持平衡物理特性的同时,还可以对材料属性进行直接的程序控制。

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