Figure 1 is a flowchart illustrating the sequence for computing the stiffness matrix of a simple problem (the concept is similar to more complex problems). Computing the stiffness matrix involves two main steps:
- Derive local stiffness matrices (k)
- Assemble k into K, the global stiffness matrix
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Figure 1: Flowchart illustrating the derivation of k and assembly of K |
It is useful to note that K
iakb may be interpreted as
- stiffness at node a in the degree of freedom i
- due to movement of node b in degree of freedom k.
Also read about
Constitutive equations
Shape functions
Gaussian quadrature
Jacobian mapping
The role of assembling K in the FEM process
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