Bedilu Habte
Julio de 2026 Páginas: 506 Edición en tapa blanda
Código 12204 ISBN/EAN: 9781032359182
DESCRIPTION:
This book covers code development for structural analysis and includes topics from finite element methods such as modeling and analysis of continuum structures. It explains the concepts showing derivation of necessary equations, relationships, and steps in solving structural analysis problems. It contains worked examples, problem sets, and ample Scilab and Octave codes to teach structural analysis techniques using these softwares.
Features:
Enables readers to distinguish between the flexibility and the stiffness methods of structural analysis.
Clarifies the procedures in the direct stiffness methods as applied to discrete structures and use of these for the analysis of 2D and 3D structures.
Presents treatment of Finite Element Methods as a logical extension of the Direct Stiffness Method.
Provides sufficient solved examples and didactic problems (with solutions) focusing on the analysis of statically indeterminate structures.
Treats discrete and continuum structural analysis using similar matrix analysis procedures.
Focused on problem solving through programming, this book guides senior undergraduate and graduate students in structural and civil engineering.
TABLE OF CONTENTS:
Section I Matrix Structural Analysis. 1. Introduction. 2. The Basic Methods. 3. The Formalized Methods. 4. The Direct Stiffness Method. 5. Special Cases in the Direct Stiffness Method. Section II Finite Element Methods. 6. Introduction and 1D Finite Element Analysis. 7. 2D Finite Element Analysis. 8. 3D Finite Element Analysis.
Biography
Bedilu Habte completed his BSc and MSc studies in Civil and Structural Engineering from the Addis Ababa University in Ethiopia. He accepted an academic position at the university as a lecturer of structural analysis and design courses in 1983. He completed his PhD in Informatics in Civil Engineering from the Technical University of Darmstadt in Germany. He then worked as a software developer and consultant in different companies in Germany for the following three years. Since 2004, he returned to Ethiopia where he continued his academic career with the rank of Associate professor at the Addis Ababa University. He has been teaching Matrix Structural Analysis and Finite Element Methods for post graduate students at the Addis Ababa Institute of Technology and some other universities in Ethiopia. His long time interest and inclination in solving engineering problems through computer programming has offered him the opportunity to be engaged in the development and implementation of eLearning and web based applications for local and international projects.
DESCRIPCIÓN:
Este libro cubre el desarrollo de código para el análisis estructural e incluye temas de métodos de elementos finitos como el modelado y el análisis de estructuras continuas. Explica los conceptos que muestran la derivación de ecuaciones, relaciones y pasos necesarios para resolver problemas de análisis estructural. Contiene ejemplos trabajados, conjuntos de problemas y amplios códigos Scilab y Octave para enseñar técnicas de análisis estructural utilizando estos softwares.
Características:
Permite a los lectores distinguir entre la flexibilidad y los métodos de rigidez del análisis estructural.
Aclara los procedimientos en los métodos de rigidez directa aplicados a estructuras discretas y el uso de estos para el análisis de estructuras 2D y 3D.
Presenta el tratamiento de los métodos de elementos finitos como una extensión lógica del método de rigidez directa.
Proporciona suficientes ejemplos resueltos y problemas didácticos (con soluciones) centrados en el análisis de estructuras estáticamente indeterminadas.
Trata el análisis estructural discreto y continuo utilizando procedimientos de análisis de matriz similares.
Enfocado en la resolución de problemas a través de la programación, este libro guía a los estudiantes de pregrado y posgrado en ingeniería estructural y civil.
TABLA DE CONTENIDO:
Sección I.Análisis Estructural De La Matriz . 1. Introducción. 2. Los métodos básicos. 3. Los Métodos Formalizados. 4. El Método De Rigidez Directa. 5. Casos especiales en el método de rigidez directa. Sección II Métodos de elementos finitos. 6. Introducción y análisis de elementos finitos 1D. 7. Análisis de Elementos Finitos 2D. 8. Análisis de elementos finitos 3D.
