论文标题
注意：无序固体中紧急各向异性应力相关性的简单论点
Note: Simple argument for emergent anisotropic stress correlations in disordered solids
论文作者
论文摘要
现在已经良好建立的是，在静脉疾病固体中的机械平衡会导致粗粒应力场的各向异性空间相关性，这些空间相关性在太空中衰减为$ 1/r^d $，其中$ r $是距离原点的距离，$ d $表示空间尺寸。在本说明中，我们提出了一个简单的基于几何的论点，该论点是无序固体中应力场的新出现空间相关性的缩放形式的论点。
It is now well-established that mechanical equilibrium in athermal disordered solids gives rise to anisotropic spatial correlations of the coarse-grained stress field that decay in space as $1/r^d$, where $r$ is the distance from the origin, and $d$ denotes the spatial dimension. In this note we present a simple, geometry based argument for the scaling form of the emergent spatial correlations of the stress field in disordered solids.
