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applied fracture mechanics

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PrefaceKnowledge accumulated in the science of <strong>fracture</strong> can be considered as an intellectualheritage of humanity. Already at the end of Palaeolithic Era humans made firstobservations on cleavage of flint and <strong>applied</strong> them to produce sharp stone axes andother tools. The coming of Industrial Era with its attributes in the form of skyscrapers,jumbo jets, giant cruise ships, or nuclear power plants increased probability of largescale accidents and made deep understanding of the laws of <strong>fracture</strong> a question ofsurvival. In the 20th century <strong>fracture</strong> <strong>mechanics</strong> has evolved into a mature disciplineof science and engineering and became an important aspect of engineering education.At present, our understanding of <strong>fracture</strong> mechanisms is developing rapidly andnumerous new insights gained in this field are, to a significant degree, defining theface of contemporary engineering science. The power of modern supercomputerssubstantially increases the reliability of <strong>fracture</strong> <strong>mechanics</strong> based predictions, making<strong>fracture</strong> <strong>mechanics</strong> an indispensable tool in engineering design. Today <strong>fracture</strong><strong>mechanics</strong> faces a range of new problems, which is too vast to be discussedcomprehensively in a short Preface.This book is a collection of 13 chapters, divided into five sections primarily accordingto the field of application of the <strong>fracture</strong> <strong>mechanics</strong> methodology. Assignment of thechapters to the sections only indicates the main contents of a chapter because somechapters are interdisciplinary and cover different aspects of <strong>fracture</strong>.In section "Computational Methods" the topics comprise discussion of computationaland mathematical methods, underlying <strong>fracture</strong> <strong>mechanics</strong> applications, namely, theweight function formalism of linear <strong>fracture</strong> <strong>mechanics</strong> (chapter 1) as well as the fractalgeometry based formulation of the <strong>fracture</strong> <strong>mechanics</strong> laws (chapter 2). These chaptersattempt to overview the complex mathematical concepts in the form intelligible to abroad audience of scientists and engineers. The fractal models of <strong>fracture</strong> are further<strong>applied</strong> (chapter 3) to analyze experimental data in terms of fractal geometry.Section "Fracture of Biological Tissues" focuses on discussion on the strength ofbiological tissues, in particular, on human teeth tissues such as enamel and dentin(chapter 4). On the basis of the structure-property relation analysis for the biologicaltissues the perspective directions for the development of artificial restorative materialsfor dentistry are formulated.

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