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This chapter introduces (1) a system approach to describe an engineering problem and (2) the methodologies in finite elemental analysis (FEA) to deal with system complexity.
In such condition, a nonlinear piezoelectric vibration becomes apparent and this nonlinearity should be taken into account in the design procedure using the finite elemental method (FEM).
Types and topology of classes are defined accordingly based on the activities at each step of finite elemental analysis (FEA) modeling.
The macroscopic effective permeability of the composites was computed by a numerical finite elemental analysis (FEA) using a periodic elliptical structure.
A new approach of Physically Finite Elemental Slab Assemblage (PFESA) was employed for construction of the large-scale physical model simulating roadway excavation in stratified rocks.
This paper presents an assessment of the flexural behavior of 15 fully/partially prestressed high strength concrete beams containing steel fibers investigated using three-dimensional nonlinear finite elemental analysis.
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In this case, the critical time step size is approximated for each finite element by computing the elemental wave speed.
Although the finite element cochlear model is an elemental representation of the real continuous cochlea, the flexibility of the finite elements allows the possibility of considering more detailed and complicated cochlear structure than in the elemental model above.
Changing the elemental properties in the finite element model of the microstructure is performed based on this sensitivity analyses and by imposing volume constraints on the constituent phases.
The entropy generation terms involving thermal and velocity gradients are evaluated accurately based on elemental basis set via Galerkin finite element method.
The elemental sensitivity numbers are calculated from finite element analysis and then converted to the nodal sensitivity numbers in the design domain.
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