The yielding of granular matter is marginally stable and critical
Jin Shang, Yinqiao Wang, Yuliang Jin, and Jie Zhang

TL;DR
This study experimentally investigates the yielding behavior of dense granular materials, revealing criticality, marginal stability, and structural anisotropy transitions, with implications for understanding amorphous solid mechanics.
Contribution
It provides the first experimental evidence linking microscopic critical exponents to the marginal stability and criticality of yielding in granular matter.
Findings
Yielding satisfies marginal stability conditions via critical exponents.
A peak in susceptibility indicates critical behavior at yielding.
Structural anisotropy onset occurs before yielding.
Abstract
The mechanical yield of dense granular materials is a fascinating rheological phenomenon, beyond which stress no longer increases with strain at a sufficiently large deformation. Understanding the behavior of mechanical responses associated with yielding is a fundamental goal in granular physics, and other related fields including glassy physics, material sciences, geophysics, and active matter biophysics. However, despite nearly half a century of theoretical efforts, the nature of yielding in amorphous solids remains largely elusive compared to its crystalline counterpart. Here, we experimentally investigate the mechanical responses of two-dimensional bidisperse jammed disks subjected to volume-invariant pure shear, focusing on the behavior of yielding. We show that the microscopic mechanical and geometrical features of configurations under shear can be characterized by two critical…
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Taxonomy
TopicsGranular flow and fluidized beds · Sports Dynamics and Biomechanics · Material Dynamics and Properties
