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This book outlines the basic science underlying the prediction of stress and velocity distributions in granular materials. It takes the form of a textbook suitable for postgraduate courses, research workers and for use in design offices. The nature of a rigid-plastic material is discussed and a comparison is made between the Coulomb and conical (extended Von Mises) models. The methods of measuring material properties are described and an interpretation of the experimental results is considered in the context of the Critical State Theory. The book will be an invaluable text for all those…mehr

Produktbeschreibung
This book outlines the basic science underlying the prediction of stress and velocity distributions in granular materials. It takes the form of a textbook suitable for postgraduate courses, research workers and for use in design offices. The nature of a rigid-plastic material is discussed and a comparison is made between the Coulomb and conical (extended Von Mises) models. The methods of measuring material properties are described and an interpretation of the experimental results is considered in the context of the Critical State Theory. The book will be an invaluable text for all those working with or doing research into granular materials. Exercises and solutions are provided which will be particularly useful for the student.

Table of contents:
1. Introduction; 2. The analysis of stress and strain rate; 3. The ideal Coulomb material; 4. Coulomb's method of wedges; 5. The method of differential slices; 6. Determination of physical properties; 7. Exact stress analysis; 8. Velocity distributions; 9. The conical yield function; 10. The prediction of mass flow rate; Problems; Appendices; Index.

This book outlines the basic science underlying the prediction of stress and velocity distributions in granular materials. It takes the form of a textbook suitable for postgraduate courses, research workers and for use in design offices.

This book outlines the science underlying the prediction of stress and velocity distributions in granular materials.