ANSYS

solution
domain into finite elements.
2. Assume a shape function to
represent the physical behavior
of an element.
3. Develop equations for an element.
4. Construct the global stiffness matrix.
5. Apply boundary conditions, initial conditions, and loading.
6. Solve algebraic equations to obtain nodal results, such as displacements values at different
nodes etc.
7. Obtain other important information.

around an electric motor armature is created for a later field analysis.

Patch surfaces created on larger areas for applying boundary conditions.