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| 28-1) MESO-MICRO-SCALE FRACTURE GROSS, D. Technical University Darmstadt Darmstadt - Germany YU, Shouwen Tsinghua University Beijing - China Abstract This Mini-Symposium focus on the fracture and damage, the size effects and the linking scale of meso-micro scale fracture; the computational and experimental fracture mechanics, the application of the meso-micro-scale fracture and damage analysis to the thin film and some advanced materials. Four sessions in this Mini-Symposium are shown as: Session I -Meso-Micro-Scale Failure; Session II -- Meso-Micro Scale fracture of advanced materials; Session III -- Meso-Micro-Scale Fracture of thin film; Session IV--Meso-Micro-Scale computational Fracture Mechanics |
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| TOTH, Laszlo Zoltan Institute for logistics and production systems Miskolc Tapolca - Hungary PLUVINAGE, G. Universite de Metz - Laboratoire de Fiabilité Mécanique Metz Cedex - France pluvina@sciences.univ-metz.fr Abstract The concept of fracture process volume was introduced with the so called local fracture criteria. First the fracture process volume was considered as cylindrical with a diameter equal to a microstructural distance (grain size, bainite or martensite lath size etc). This diameter was called characteristic distance and was succesfully applied for very brittle material in famous local fracture criterion from Ritchie, Knott and Rice (RKR) or Krassowsky and Pissarenko. For situation where fracture occurs with some amount of plasticity, it has been considered that the fracture process volume is greater than the microstructure and was first associated with the plastic zone. More recent approaches considers that the fracture process volume is associated with the high stress region where the stress distribution decreases from maximum to 90 or 85 % of this value. A more recent approach consider that the fracture process volume is connected with some inflexion point in the stres distribution (The volumetric method). In addition to the difficulty to define the fracture process volume, Determination of fracture stress acting in this volume is also problematic. This fracture stress was first the maximum stress acting at a blunted crack. The average value of the stress distribution in the plastic zone (arithmetic or statistic like Weibull stress) was later use. Now average value of weight stresses (i.e. stress multiply by weight function incorporating stress gradient hydrostatic pressure) have been recently used. In the very recent mesofracture approach, the average value in the fracture process volume is considered as influenced by the average stress state inside neighbouring adjacent mesovolumes. This approach is a tentative to solve the general problem of transferability including loading mode, scale effects, geometrical effect, and geometrical curvature. However, this approach needs more than two parameters like classical local fracture criterion. |
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SIH, George C. |
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