Strength behavior of materials at high pressures

Vogler, Tracy; Chhabildas, L.C.

doi:10.1016/j.ijimpeng.2006.09.069

Cited by 65 publications

(37 citation statements)

References 54 publications

Supporting

Mentioning

Contrasting

Unclassified

Order By: Relevance

“…One manifestation of this phenomenon is a pseudoelastic precursor observed in our simulations and in double shock experiments performed by several investigators (e.g., see [1,2] and refs. therein).…”

Section: Introductionsupporting

confidence: 75%

Shear stress behavior in mesoscale simulations of granular materials

Fujino¹,

Lomov²,

Antoun³

et al. 2012

AIP Conference Proceedings

View full text Add to dashboard Cite

Abstract. 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 porous material continuum models for modeling the shockinduced relaxation phenomena observed in the mesoscale simulation. The model calculates the microkinetic energy generated by dynamic loading and stores it as an internal state variable. The rate of production and dissipation of microkinetic energy and other model parameters are calibrated based on the mesoscale results. The augmented continuum model represents the deviatoric stress behavior observed under different regimes of dynamic loading.

show abstract

Section: Introductionsupporting

confidence: 75%

Shear stress behavior in mesoscale simulations of granular materials

Fujino¹,

Lomov²,

Antoun³

et al. 2012

AIP Conference Proceedings

View full text Add to dashboard Cite

show abstract

“…Thus the locus of compressed states (the Hugoniot) is expected to show different strength behaviour after this point. Strength may be simply related to the offset of the Hugoniot and the hydrostat (see [2]). Fig.…”

Section: The Finis Extremis; the Transit To Warm Dense Matter (Wdm)mentioning

confidence: 99%

“…Above the WSL flow is uniform with homogeneous nucleation of dislocations. In the strong shock regime the strength is maximized when matter is probed with some reload, strength is found to decrease with pressure only due to the thermal heating that occurs [2]. In this region jump conditions apply across the step front with homogeneous material behaviour.…”

Section: Introductionmentioning

confidence: 97%

Thresholds in shock response across the elements

Bourne

2017

AIP Conference Proceedings

View full text Add to dashboard Cite

“…[9] Ë ÙËÕËÓÖÇÏÞÇ ÕÂÏ ÒÖÃÎËÍÂÙËË), Â ÕÂÍÉÇ ÒÓË ÃÇÊÖAEÂÓÐÑÏ (ÍÄÂÊËËÊàÐÕÓÑÒËÚÇÔÍÑÏ) ÔÉÂÕËË [10,11].¯ÑÄÞÏ âÄÎâÇÕÔâ ÑÒÓÇAEÇÎÇÐËÇ ÐÂÒÓâÉÈÐÐÑÅÑ ÔÑÔÕÑâÐËâ ÏÂÕÇÓËÂÎÂ ÐÂ ÓÂÊ-ÎËÚÐÞØ ÔÕÂAEËâØ ÖÒÓÖÅÑÒÎÂÔÕËÚÇÔÍÑÅÑ ÖAEÂÓÐÑÅÑ ÔÉÂÕËâ Ô ÒÓËÄÎÇÚÇÐËÇÏ ËÏÒÖÎßÔÐÑÌ ÓÇÐÕÅÇÐÑÔÕÓÖÍÕÖÓÐÑÌ AEËÂÅÐÑ-ÔÕËÍË [6,12,13] . 187, å 5]¯¦°¢½¹¯½¦ ±¡³´ª¹¯°³´¾ ª ±²°¹¯°³´¾ ®¦´¡°£…”

mentioning

confidence: 99%