National University of Sciences and Technology
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CE-802 Matrix Structural Analysis
Campus MCE
Programs PG
Session Fall Semester 2016
Course Title Matrix Structural Analysis
Course Code CE-802
Credit Hours 3-0
Pre-Requisutes BE (Civil, Architecture, Construction Engineering & Management
Course Objectives Aims to provide students with knowledge of matrix operation for structural analysis and application strategies for structures.
Detail Content
  • Structural Modeling Concept
    • Definition of structure
    • Structural members
    • Linearity of a system and principle of superposition
    • Structural modeling
  • Static and Kinematic Requirements for a Structural System
    • Structural members
    • Structural joints
    • Degree of static indeterminacy
    • Degree of kinematic indeterminacy
  • Discrete Modeling of Structural Systems
    • Virtual displacement principle
    • Virtual force principle
    • Discrete representation of internal work done
    • Representation of internal work done by discrete members
  • Matrix Force and Matrix Displacement Methods
    • Matrix force method
    • Matrix displacement method
    • Analysis of structures due to temperature effects
  • Direct Stiffness Method
    • Kinematic in different coordinate systems
    • Assembling process
    • Modification for prescribed degrees of freedom
    • Stiffness matrix of a beam in 2D space
  • Introduction to Numerical Methods and Solution Techniques Appropriate to Discrete Structural Systems
    • Linear transformation
    • Eigen solutions
    • Condition of a linear system
  • Condensation and Sub structuring Techniques for Large-Scale Structural Systems
    • Physical process of Gauss elimination
    • Sub structuring techniques
  • Three dimensional modeling of multistory building systems
Text/Ref Books
  • Alan Jennings, (1977):
    Matrix Computation for Engineers and Scientists, John Wiley and Sons.
  • Harry H. West, (1989):
    Analysis of structures: an integration of classical and modern methods, 2nd Edition, John Wiley and Sons, New York.
  • William McGuire and Richard H. Gallagher (1979):
    Matrix Structural Analysis, Wiley, New York.
Time Schedule Fall 2015
Faculty/Resource Person Lt Col Dr Shahdab Lodhi