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The Second Parameter in J.-R. Curves: Constraint or Triaxiality

: Brocks, W.; Schmitt, W.

Kirk, M.T.; Bakker, A. ; American Society for Testing and Materials -ASTM-, Philadelphia/Pa.:
Constraint effects in fracture. Theory and applications. Second volume
Philadelphia, Pa.: ASTM, 1995 (ASTM STP 1244)
ISBN: 0-8031-2013-3
Symposium on Constraint Effects <2, 1994, Philadelphia>
Conference Paper
Fraunhofer IWM ()

J-R curves are used to assess the stability of growing cracks in ductile materials. Since initiation and crack-extension resistance are geometry dependent any transfer of the measured data to a structural omponent is subject to the individual responsibility of the engineer. The introduction of a second parameter for failure assessments beyond J-control has, therefore, been widely discussed, recently, and different approaches have been used to quantify the local stress triaxiality and crack tip constraint. Three basic ideas underlie these various approaches, - including higher order terms in the analysis of asymptotic fields at the crack tip, - utilizing the J-CTOD relationship as a measure of crack tip constraint, - considering micro-mechanisms of ductile failure. Before adding new results of test or calculations to the existing ones it seems worthwhile to discuss the different concepts with respect to their advantages and drawbacks, limitations and generality of application, physical evidence, etc. It seems that constitutive models of damage have the highest degree of physical evidence and generality of applications. "Constraint effects" do not even arise as separate problems since triaxiality of stresses enters the model directly. The investigation of micro-mechanical mechanisms helps to identify significant parameters.