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Titlebook: Nonlinear Fracture Mechanics; Michael P. Wnuk Book 1990 Springer-Verlag Wien 1990 fracture.fracture mechanics.mechanics.research

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Elasto-Plastic Fatigue Crack Growth: Mathematical Models and Experimental Evidence, of fatigue and creep would be particularly helpful. Such a formula may overcome the shortcomings of the graphical and other procedures which are laborious and time consuming, apart from involving considerable experimental work.
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Non-Linear Fracture Mechanics of Inhomogeneous Quasi-Brittle Materials,echanics are discussed. A model of tension-softening is described to illustrate the possibility of relating the micromechanical mechanisms and the material structure to composite non-linear fracture property. Finally, recent research on experimental determination of tension-softening behavior in inhomogeneous quasi-brittle materials is reviewed.
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Experimental Investigation of Failure Mechanisms in Ductile Materials,d with the use of specimens made of ductile metals. In these specimens systems of holes or slits simulating voids and cracks were prepared. Experimental results substantiate theoretical analysis and demonstrate the interaction between softening and hardening effects during the process of ductile failure in metals.
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Mathematical Modelling of Nonlinear Phenomena in Fracture Mechanics, at the crack tip prior to failure, LEFM techniques must be extended to incorporate new notions such as J-integral, CTOD, CTOA, R-curve and C.-integral. Introduction of these quantities and the demonstration of their applications in materials and designs pertinent to the engineering fields will be the primary theme of these lectures.
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