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We conduct this study computationally using a finite element approach.
Theoretical solution is based on finite element approach.
The numerical solution is implemented in a finite element approach.
We perform this study computationally using a finite element approach.
This paper presents a dynamic finite element approach dynamic finite element approach for following the evolution of residual thermal stress during pulsed exposure of multilevel structures.
A semi-analytical finite element approach has been used to discretise the shell structure.
It is found that the finite element approach and the analytical approach reproduce the experimental findings.
The analytical model is validated using a finite element approach and experimental measurements.
Here, a finite element approach is implemented to develop a nonlinear wear model in air environment.
Thirdly, the finite element approach is general and flexible enough to tackle more complex systems.
We compare the natural and the characteristic subdivision finite element approach solving PDEs on surfaces.
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