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The Resource Matrix methods for advanced structural analysis, Manolis Papadrakakis, Evangelos Sapountzakis

Matrix methods for advanced structural analysis, Manolis Papadrakakis, Evangelos Sapountzakis

Label
Matrix methods for advanced structural analysis
Title
Matrix methods for advanced structural analysis
Statement of responsibility
Manolis Papadrakakis, Evangelos Sapountzakis
Creator
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Author
Subject
Language
eng
Cataloging source
N$T
Index
index present
Literary form
non fiction
Nature of contents
  • dictionaries
  • bibliography
Matrix methods for advanced structural analysis, Manolis Papadrakakis, Evangelos Sapountzakis
Label
Matrix methods for advanced structural analysis, Manolis Papadrakakis, Evangelos Sapountzakis
Link
http://libproxy.rpi.edu/login?url=http://www.sciencedirect.com/science/book/9780128117088
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unknown
Bibliography note
Includes bibliographical references and index
Carrier category
online resource
Carrier category code
cr
Carrier MARC source
rdacarrier
Color
multicolored
Content category
text
Content type code
txt
Content type MARC source
rdacontent
Contents
  • Front Cover; Matrix Methods for Advanced Structural Analysis; Copyright; Contents; Foreword; Chapter One: Introduction to Matrix Methods of Structural Analysis; 1.1. Overview of Matrix Structural Analysis and Design; 1.2. Matrix Structural Analysis and Design Procedure; 1.3. Primary Structural Members and their Modelingâ#x80;#x94;Matrix Structural Analysis Steps; 1.4. Brief Historical Overview of Matrix Structural Analysis; 1.5. Flexibility-Stiffness Methods; 1.5.1. Flexibility-Stiffness Matrices; 1.5.2. Form of Flexibility and Stiffness Matrices
  • 1.6. Basic Steps of Programming the Direct Stiffness MethodChapter Two: Plane Trusses; 2.1. Introduction; 2.2. Overview of the Plane Truss; 2.3. Vectors of End-Actions of Plane Truss Element; 2.4. End-Translation Vectors of Plane Truss Element; 2.5. Transformation Matrix of Plane Truss Element; 2.5.1. Applicationâ#x80;#x94;Transformation Matrices of Truss Member; 2.6. Total Local Stiffness Matrix of Plane Truss Element; 2.6.1. Applicationâ#x80;#x94;Local Truss Stiffness Matrices; 2.7. Total Global Stiffness Matrix of Plane Truss Element; 2.7.1. Applicationâ#x80;#x94;Global Stiffness Matrices of Plane Truss Elements
  • 2.8. Vectors of Nodal-Forces and Nodal-Translations of Plane Truss2.8.1. Applicationâ#x80;#x94;Total Nodal Forces and Translations; 2.9. Global Stiffness Matrix of Plane Trusses; 2.9.1. Applicationâ#x80;#x94;Global Stiffness Matrix of Plane Truss; 2.10. Modification of Global Stiffness Matrix Due to Support Conditionsâ#x80;#x94;Reordering Matrix; 2.10.1. Applicationâ#x80;#x94;Modification of Plane Truss Stiffness Equation Due to Reorderingâ#x80;#x94;Computation of Unknown Quantities; 2.11. Modification of Global Stiffness Matrix of a Plane Truss Due to Inclined and Elastic Supports; 2.11.1. Inclined Support; 2.11.2. Elastic Support
  • 2.11.3. Applicationâ#x80;#x94;Modification of Stiffness Equation of Plane Truss Due to Inclined or/and Elastic Supportâ#x80;#x94;Computation ...2.12. Plane Truss Subjected to Member Loading; 2.12.1. Applicationâ#x80;#x94;Analysis of Plane Truss Subjected to Member Loadingâ#x80;#x94;Computation of Unknown Quantities; 2.13. Stress Resultants of Plane Truss Members; 2.13.1. Applicationâ#x80;#x94;Computation of Stress Resultants of Plane Truss Elements; Chapter Three: Plane Frames; 3.1. Introduction; 3.2. Overview of the Plane Frame; 3.3. Vectors of End-Actions of Plane Frame Element
  • 3.4. End-Displacement Vector of Plane Frame Element3.5. Transformation Matrix of Plane Frame Element; 3.5.1. Applicationâ#x80;#x94;Transformation Matrices of Plane Frame Member; 3.6. Total Local Stiffness Matrix of Plane Frame Element; 3.6.1. Application-Local Frame Stiffness Matrices; 3.7. Total Global Stiffness Matrix of Plane Frame Element; 3.7.1. Applicationâ#x80;#x94;Global Stiffness Matrices of Plane Frame Elements; 3.8. Vectors of Nodal-Forces and Nodal-Displacements of Plane Frame; 3.8.1. Applicationâ#x80;#x94;Total Nodal Forces and Displacements of Frame; 3.9. Global Stiffness Matrix of Plane Frames
  • 3.9.1. Applicationâ#x80;#x94;Global stiffness matrix of plane frame
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Isbn
9780128118825
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Media category
computer
Media MARC source
rdamedia
Media type code
c
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Specific material designation
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