Maximum Angle of Stability of a Wet Granular Pile
Sarah Nowak, Azadeh Samadani, Arshad Kudrolli
Abstract
Anyone who has built a sandcastle recognizes that the addition of liquid to granular materials increases their stability. However, measurements of this increased stability often conflict with theory and with each other [1-7]. A friction-based Mohr-Coulomb model has been developed [3,8]. However, it distinguishes between granular friction and inter-particle friction, and uses the former without providing a physical mechanism. Albert, et al. [2] analyzed the geometric stability of grains on a pile's surface. The frictionless model for dry particles is in excellent agreement with experiment. But, their model for wet grains overestimates stability and predicts no dependence on system size. Using the frictionless model and performing stability analysis within the pile, we reproduce the dependence of the stability angle on system size, particle size, and surface tension observed in our experiments. Additionally, we account for past discrepancies in experimental reports by showing that sidewalls can significantly increase the stability of granular material.
Create a lesson
Related papers
Quantum Spin Wave Theory with Multi-Spin Interactions for Magnetic Materials Modeling
Andrey Rybakov, Marco Marino, Yaroslav M. Blanter et al.
A Construction Framework for Three-Dimensional Topological Magnetic Textures
Maria Azhar, Sandra C. Shaju, Karin Everschor-Sitte
Current control of spin-wave transport in YIG via the VO2 insulator-to-metal transition
Aleksei A. Nikitin, Nikolai Kuznetsov, Lukáš Flajšman et al.
Continuum Dirac Theory and Nonlinear Extensions of a Chain of Alternating non-linear springs: an SSH version of the Fermi-Pasta-Ulam-Tsingou model
Gerardo G. Naumis, Ilder I. Salgado, Jorge Fujioka
Synchronization and Spatiotemporal Phases in Driven Precessing Domain Walls
Luz Pérez Herrera, Enzo Fabrizio Pusiol, Alejandro B. Kolton
Galilean electrodynamics fluctuation in a superfluid: from general coordinate invariance to Tkachenko mode
Neng-Chun Chiu, Tzu-Ken Shen, Siau Ihan