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Stiffness matrix method and Flexibility matrix method
Rating: 4.2 out of 5(2 ratings)
8 students

Stiffness matrix method and Flexibility matrix method

A simple and complete approach to stiffness method and flexibility method
Last updated 8/2021
English

What you'll learn

  • Basics and concepts of stiffness matrix
  • Stiffness matrix for beam element
  • Stiffness matrix for frame element
  • Relative stiffness concept
  • Basic concepts of flexibility matrix or force method
  • Numericals on flexibility matrix
  • Truss and parabolic arch using flexibility matrix method

Course content

2 sections11 lectures3h 59m total length
  • Stiffness method structural analysis - Concepts & Basics18:57
  • Beam Element Stiffness matrix18:15
  • Plane Frame Element Stiffness matrix20:28
  • Stiffness Method Numerical 131:42
  • Stiffness matrix method Portal Frame22:43
  • Relative Stiffness Derivation13:50

Requirements

  • Basic structural concepts like force, flexural rigidity, modulus of elasticity

Description

In this course you learn the basics and concepts of stiffness method, how to develop a stiffness matrix, what is stiffness, how to develop flexibility matrix and various numericals.

Stiffness matrix method is one of the popular methods in computational structural analysis as it is programming friendly. You can write a lot of programs in different programming languages using the concepts of stiffness matrix method.

Flexibility matrix method also called as force method is one of the basic structural analysis techniques that enables the civil engineer to analyse a structure using the energy methods like unit load method or strain energy method.

Stiffness and flexibility are opposite to each other stiffness is force based method whereas stiffness is displacement-based method

This course is suitable to all level of civil engineers be it a student or a working professional who want to brush up their knowledge. This course will enable the student to create an analytical thinking in solving structural analysis problems and develop an affinity towards structural analysis.

At the end of the course the student will be able to develop stiffness and flexibility matrix for a beam element or a plane frame element, solve complex numericals related to stiffness and flexibility matrix method and perform operations of structural analysis efficiently.

Who this course is for:

  • Beginner civil engineering students and professionals wanting to revise structural analysis concepts