Pre-processing phase
1. Geometric description of the model and discretization
into nodes and elements.
2. Assume a shape function to represent the
physical behaviour of
an element.
3. Develop equations for an element.
4. Assemble the elements to present the
entire problem. Construct the global stiffness matrix
5. Apply boundary conditions, initial
conditions and loading.
Solution Phase
6. Solve a set of linear or non-linear algebraic
equations simultaneously to obtain nodal results, such as displacement values
at different nodes.
[k]{q} = {F}
Post-processing phase
7. Obtain other important information like principal
stresses, heat fluxes, etc…
8. Graphical visualization of results
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