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Frictional Discrete Elastic Rods

less than 1 minute read

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Based on work carried out in 2005 on the modeling of elastic fibers, I have developed a numerical code of the discrete element. None of the various ingredients of this code (Discrete Elastic Rod, explicit integration of the equations of motion, treatment of frictional contacts) are individually original. However, this combination allows us to tackle a variety of problems in a simple way. Writing the code from scratch means that, at the cost of considerable optimization work, the code is very light and compact. In particular, control over the physical ingredients of the model is total, and the contact detection part is specifically optimized to handle a large number of elongated objects. The code has been tested in a wide range of configurations and geometries, with comparisons to analytical solutions where available. https://doi.org/10.1103/PhysRevE.107.025003

Plasticity fluctuations in shear bands. Analogy with seismology.

less than 1 minute read

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We were interested in deformation fluctuations within a shear band, i.e. when the granular material is in stationary flow, beyond the precursors to fracture. We were able to demonstrate that deformation takes place in a highly intermittent manner, with spatial and temporal fluctuations in deformation.

Shear bands formation.

1 minute read

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Deformation localization in granular media and amorphous plasticity Collaboration: J.Weiss and D. Marsan, ISTERRE (Grenoble, Chambéry). E. Clément PMMH.

Capillary condensation and its effect on adhesion and friction

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I was also interested in the effects of capillary condensation (spontaneous formation of a liquid phase in the vicinity of solids from a vapor at sub-saturating pressure) on friction properties. Liquid bridges are formed which modify contact forces, and hence friction. The wide size distribution of nucleation sites, and hence of metastability barriers, has the effect of inducing logarithmic aging of friction coefficients. I have developed experiments to quantify the relationship between the time evolution of solid friction coefficients and the presence of vapor.

Nanorheology

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From 1995 to 2005, I mainly developed scientific equipment for studying the rheology of liquids confined to the nanometric scale. The principle is that of a surface force machine: 2 macroscopic surfaces are approximated at a distance of a few nanometres, and the liquid film is made to flow by distance modulations of the order of 10 to 100 pm. The nano-rheometer was built in collaboration with Elisabeth Charlaix (ENS Lyon, then University of Lyon 1). It was built from scratch and typically represented 2/3 of my research activity. It is a thankless piece of instrumental work, the great difficulty of which is due to the combination of metrological problems (sensors, measurements, stability, noise density, etc.), mechanical problems (linearity, hysteresis, dissipation, resonance, etc.) and environmental problems (vibrations, pollution, drift, etc.). I was a very active contributor to this project: I developed the sensors (optical interferometry, capacitive), the mechanical characterisation of the elements (mechanical transfer functions, vibration modes, dissipation), a large part of the drift compensation, interfacing,

portfolio

Paper sheet

A paper sheet (Foppl-von Karman model) generated numerically .

Knit Crack

A crack propagating in a jersey knit fabric

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