Recent developments in dynamic fracture: some perspectives

Significance Statement

In this paper we review a number of important recent experimental and theoretical developments in the field of dynamic fracture, which is of prime importance for understanding the strength and failure of materials. Topics include experimental validation of the equations of motion for straight tensile cracks (in both infinite media and strip geometries), validation of a new theoretical description of the singular near-tip fields of dynamic cracks incorporating weak elastic nonlinearities, a new understanding of dynamic instabilities of tensile cracks in both two- and three-dimensions, crack front dynamics, and the relation between frictional motion and dynamic shear cracks. Related future research directions are also briefly discussed.

Figure legends: Singular stress (strain) fields drive cracks in brittle materials.
Top: The theoretical (tensile component) of the singular stress field at the tip of a crack moving at approximately half of the material’s shear wave speed.
Bottom: This singular field can now be measured experimentally by using soft materials. Shown is a photograph of a crack propagating at the same (scaled) speed through a brittle aqueous gel. The deformation of a 50 micron grid imprinted on the gel provides an instantaneous real-time measurement of the singular strain (stress) fields surrounding the crack’s tip.

Recent developments in dynamic fracture - advances in engineering

 

Journal Reference

International Journal of Fracture, pp 1-25, First online: 13 August 2015

Jay Fineberg1 , Eran Bouchbinder2

[expand title=”Show Affiliations”] 

  1. Racah Institute of Physics, Hebrew University of Jerusalem, Jerusalem, 91904, Israel
  2. Chemical Physics Department, Weizmann Institute of Science, Rehovot, 7610001, Israel
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Abstract

We briefly review a number of important recent experimental and theoretical developments in the field of dynamic fracture. Topics include experimental validation of the equations of motion for straight tensile cracks (in both infinite media and strip geometries), validation of a new theoretical description of the near-tip fields of dynamic cracks incorporating weak elastic nonlinearities, a new understanding of dynamic instabilities of tensile cracks in both 2D and 3D, crack front dynamics, and the relation between frictional motion and dynamic shear cracks. Related future research directions are briefly discussed.

Go To International Journal of Fracture

About the author

Jay Fineberg is a Professor of Physics at the Racah Institute of the Hebrew University of Jerusalem. The Fineberg group is (mainly) an experimental one whose interests include the study of nonlinear phenomena that occur in systems driven far from equilibrium. The group’s interests include understanding the fundamental physics of both fracture and frictional sliding, earthquake physics, and nonlinear waves and their interactions.

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About the author

Eran Bouchbinder is a Professor of Physics at the Department of Chemical Physics, Weizmann Institute of Science, Israel. He leads a theoretical physics group focusing on various non-equilibrium problems in condensed-matter physics, materials physics, statistical physics and biophysics. These include dynamic fracture, the physics of frictional interfaces, plasticity of amorphous/glassy materials and cell mechanics. For more details, see http://www.weizmann.ac.il/chemphys/bouchbinder/

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