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Prior to this dynamic relaxation, the confined PE models were first quasi-statically relaxed to a local minimum potential energy configuration using the conjugate gradient method.
After the joining followed by a dynamic relaxation, the model reaches equilibrium.
The paper also discusses the performance measurements of the dynamic relaxation method on GPU systems.
They are nonlinear finite element method, force density method, and dynamic relaxation method.
The iterations in dynamic relaxation methods simulate the physical evolutionary process of the structures with feasible geometric configurations.
Dynamic relaxation is performed to allow the model to be in an equilibrium state at 293 K before the cutting.
Afterwards, the dynamic relaxation method is employed to explicitly integrate the node positions by applying residual forces.
The dynamic relaxation method has been widely used for the design and analysis of cable-membrane structures.
However, poroelastic coating outperforms the viscoelastic coating at lower modal frequencies due to its tunable dynamic relaxation properties.
An adaptive dynamic relaxation scheme is proposed for the evolutionary analysis of the quasi-static structural response.
Explicit dynamic relaxation is an efficient tool that has been used to solve problems involving highly non-linear differential equations.
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