Granular materials flow like complex fluids
arXiv:1711.03725 · doi:10.1038/nature24062
Abstract
Granular materials such as sand, powders, foams etc. are ubiquitous in our daily life, as well as in industrial and geotechnical applications. Although these disordered systems form stable structures if unperturbed, in practice they do relax because of the presence of unavoidable external influences such as tapping or shear. Often it is tacitly assumed that for granular systems this relaxation dynamics is similar to the one of thermal glass-formers, but in fact experimental difficulties have so far prevented to determine the dynamic properties of three dimensional granular systems on the particle level. This lack of experimental data, combined with the fact that in these systems the motion of the particles involves friction, makes it very challenging to come up with an accurate description of their relaxation dynamics. Here we use X-ray tomography to determine the microscopic relaxation dynamics of hard granular ellipsoids that are subject to an oscillatory shear. We find that the distribution function of the particle displacement can be described by a Gumbel law with a shape parameter that is independent of time and the strain amplitude . Despite this universality, the mean squared displacement of a tagged particle shows power-laws as a function of time with an exponent that depends on and the time interval considered. We argue that these results are directly related to the existence of the microscopic relaxation mechanisms that involve friction and memory effects. These observations demonstrate that on the particle level the dynamical behavior of granular systems is qualitatively different from the one of thermal glass-formers and instead more similar to the one of complex fluids. Thus we conclude that granular materials can relax even when the driving is weak, an insight which impacts our understanding of the nature of granular solids.
Submitted version; final version is here: https://www.nature.com/articles/nature24062
References in corpus (4)
- Universal nature of particle displacements close to glass and jamming transitions
- Multiple transient memories in experiments on sheared non-Brownian suspensions
- Continuum modeling of mechanically-induced creep in dense granular materials
- Role of gravity or confining pressure and contact stiffness in granular rheology
Cited by in corpus (26)
- Structural and Topological Nature of Plasticity in Sheared Granular Materials
- Revealing the three-dimensional structure of liquids using four-point correlation functions
- Small Solar System Bodies as granular media
- Experimental Test on Edwards Volume Ensemble of Tapped Granular Packings
- X-ray tomography investigation of cyclically sheared granular materials
- Length scales in Brownian yet non-Gaussian dynamics
- Friction-controlled entropy-stability competition in granular systems
- Non-Gaussian diffusion in static disordered media
- Dynamical collective memory in fluidized granular materials
- Translational and rotational dynamical heterogeneities in granular systems
- Non-linear elasticity, yielding and entropy in amorphous solids
- Quenched trap model on the extreme landscape: the rise of sub-diffusion and non-Gaussian diffusion
- Ultra-stable shear jammed granular material
- Experimental observation of gapped shear waves and liquid-like to gas-like dynamical crossover in active granular matter
- Dynamic ordering transitions in charged solid
- Sheared Amorphous Packings Display Two Separate Particle Transport Mechanisms
- Reversibility of granular rotations and translations
- Two-Time Correlations for Probing the Aging Dynamics of Jammed Colloids
- Universal fluctuation of polygonal crack geometry in solidified lava
- Topological signatures of collective dynamics and turbulent-like energy cascades in apolar active granular
- Influence of Roughness on Granular Avalanches
- Echoes of the hexagon: remnants of hexagonal packing inside regular polygons
- Ergodicity recovery of random walk in heterogeneous disordered media
- Anisotropic thermalization propelled motor
- Softening Theory of Matter Tuning Atomic Border to Make Soft Materials
- Energy Minimization and Preconditioning in the Simulation of Athermal Granular Materials in Two Dimensions