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Dive into the research topics where Efrem Vitali is active.

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Featured researches published by Efrem Vitali.


Bulletin of the American Physical Society | 2009

PARTICLE SIZE EFFECT IN GRANULAR COMPOSITE ALUMINUM/TUNGSTEN

Po-Hsun Chiu; Sophia Wang; Efrem Vitali; Eric B. Herbold; David J. Benson; V. F. Nesterenko

Compressive dynamic strength and fracture pattern of Al‐W granular composites with an identical weight ratio of Al (23.8 wt%) and W (76.2 wt%) with different porosities, size and shape of W component were investigated at strain rates 1000–1500 l/s. Samples were fabricated by Cold Isostatic Pressing. A dynamic strength of composites with fine W particles (100 MPa) was significantly larger than the strength of composite with the coarse W particles (75 MPa) at the same porosity 26% (samples with porosity 15% with coarse W particles exhibited a higher strength of 175 MPa). Morphology of W inclusions had a strong effect on dynamic strength. Samples with W wires arranged in axial direction (diameter 100 microns) and porosity 16%) with the same volume content of components had a dynamic strength of 350 MPa. Dynamic behavior was numerically simulated using computer code Raven, demonstrating a strain hardening effect due to in situ densification which was observed experimentally for cold isostatically pressed Al and Al‐coarse W powders.


SHOCK COMPRESSION OF CONDENSED MATTER - 2011: Proceedings of the Conference of the American Physical Society Topical Group on Shock Compression of Condensed Matter | 2012

Shear stress behavior in mesoscale simulations of granular materials

Don Fujino; Ilya N. Lomov; Tarabay H. Antoun; Efrem Vitali

3D mesoscale simulations of shock propagation in porous solids and powders have been performed with the Eulerian hydrocode GEODYN. The results indicate that voids can have a profound effect on the stress state in the material behind the shock front. The simulations can explain experimentally observed wave profiles that are difficult to interpret in the context of the classical elastic-plastic theory. In particular, a quasielastic precursor is observed in reshock simulations. This effect persists even at extremely low porosity values, down to 0.1% by volume. Stress relaxation is pronounced in simulations involving wave propagation, but is not observed in uniform ramp loading. In this sense, the relaxation phenomenon is non-local in nature and classic continuum models are inadequate for its description. Simulations show that the response of highly porous powders is dominated by deviatoric stress relaxation in the shock regime. We propose an enhancement which can be easily integrated into most existing porou...


International Journal for Numerical Methods in Engineering | 2006

An extended finite element formulation for contact in multi‐material arbitrary Lagrangian–Eulerian calculations

Efrem Vitali; David J. Benson


International Journal for Numerical Methods in Engineering | 2008

Contact with friction in multi‐material arbitrary Lagrangian‐Eulerian formulations using X‐FEM

Efrem Vitali; David J. Benson


Acta Materialia | 2012

Quasi-static and dynamic response of explosively consolidated metal–aluminum powder mixtures

C.T. Wei; Efrem Vitali; Fengchun Jiang; S.W. Du; David J. Benson; Kenneth S. Vecchio; Naresh N. Thadhani; Marc A. Meyers


Acta Materialia | 2011

Effects of geometry and intermetallic bonding on the mechanical response, spalling and fragmentation of Ni–Al laminates

Efrem Vitali; C.T. Wei; David J. Benson; Marc A. Meyers


Computational Mechanics | 2012

Modeling localized failure with arbitrary Lagrangian Eulerian methods

Efrem Vitali; David J. Benson


Computer Methods in Applied Mechanics and Engineering | 2016

A local crack-tracking strategy to model three-dimensional crack propagation with embedded methods

Chandrasekhar Annavarapu; Randolph R. Settgast; Efrem Vitali; Joseph P. Morris


Computational Mechanics | 2009

Kinetic friction for multi-material arbitrary Lagrangian Eulerian extended finite element formulations

Efrem Vitali; David J. Benson


Computational Mechanics | 2016

A thermomechanical anisotropic model for shock loading of elastic-plastic and elastic-viscoplastic materials with application to jointed rock

M.B. Rubin; O. Vorobiev; Efrem Vitali

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Tarabay H. Antoun

Lawrence Livermore National Laboratory

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Don Fujino

Lawrence Livermore National Laboratory

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Ilya N. Lomov

Lawrence Livermore National Laboratory

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C.T. Wei

University of California

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Marc A. Meyers

University of California

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Chandrasekhar Annavarapu

Lawrence Livermore National Laboratory

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Eric B. Herbold

Georgia Institute of Technology

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Eric Herbold

University of California

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Fengchun Jiang

University of California

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