Solutions for Biot's Poroelastic Theory in Key Engineering Fields: Theory and Applications provides solutions related to soil-structure interactions based on a poroelasticity theory, including moving loads such as trains. This book provides the commonly used methods for solving Biot's formulations and conclusions on fully-saturated soil dynamics. It presents various solution methods used in Biot's theory, such as the integral transformation method, the wave potential decomposition method, the finite element, and the 2.5D finite element method. It is suitable for graduate students, researchers…mehr
Solutions for Biot's Poroelastic Theory in Key Engineering Fields: Theory and Applications provides solutions related to soil-structure interactions based on a poroelasticity theory, including moving loads such as trains. This book provides the commonly used methods for solving Biot's formulations and conclusions on fully-saturated soil dynamics. It presents various solution methods used in Biot's theory, such as the integral transformation method, the wave potential decomposition method, the finite element, and the 2.5D finite element method. It is suitable for graduate students, researchers and engineers who are interested in the soil-structure interaction problem with Biot's theory, as well as engineers in several subdisciplines.
Cai Yuanqiang is a professor of Geotechnical engineering in Zhejiang University. He is also the president of Wenzhou University, as well as the vice chairman of the Chinese Society for Rock Mechanics and Engineering (Geoenviornmental Engineering Branch). He is an editorial committee member of the Journal of Rock Engineering, Journal of Rock and Soil Engineering, Journal of Vibration Engineering, and Journal of Zhejiang University Science (A) (SCI). His academic interests include foundation engineering, foundation treatment and saturated-soil dynamics. He has published over 200 research papers in archival journals with 40 of them in internationally-renowned journals.
Inhaltsangabe
1. Basic Equations and Governing Equations2. Solutions for Saturated Soil Under Moving Loads and Engineering Applications3. Problems for Vibrations of Foundations4. Dynamic Responses of Foundations Under Elastic Waves5. Isolation of Elastic Waves6. Biot's Theory in Finite Element Methods
1. Basic Equations and Governing Equations2. Solutions for Saturated Soil Under Moving Loads and Engineering Applications3. Problems for Vibrations of Foundations4. Dynamic Responses of Foundations Under Elastic Waves5. Isolation of Elastic Waves6. Biot's Theory in Finite Element Methods
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