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- W2014659626 abstract "We conduct molecular dynamics simulations of athermal systems undergoing boundary-driven planar shear flow in two and three spatial dimensions. We find that these systems possess nonlinear mean velocity profiles when the velocity $u$ of the shearing wall exceeds a critical value $u_c$. Above $u_c$, we also show that the packing fraction and mean-square velocity profiles become spatially-dependent with dilation and enhanced velocity fluctuations near the moving boundary. In systems with overdamped dynamics, $u_c$ is only weakly dependent on packing fraction $phi$. However, in systems with underdamped dynamics, $u_c$ is set by the speed of shear waves in the material and tends to zero as $phi$ approaches $phi_c$. In the small damping limit, $phi_c$ approaches values for random close-packing obtained in systems at zero temperature. For underdamped systems with $phi<phi_c$, $u_c$ is zero and thus they possess nonlinear velocity profiles at any nonzero boundary velocity." @default.
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- W2014659626 date "2005-01-05" @default.
- W2014659626 modified "2023-10-16" @default.
- W2014659626 title "Velocity Profiles in Repulsive Athermal Systems under Shear" @default.
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- W2014659626 doi "https://doi.org/10.1103/physrevlett.94.016001" @default.
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