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In the Advanced DEM-CFD method, a compact algorithm is employed to simulate a gas-solid flow in a moving boundary system, where wall boundary is modeled by Signed Distance Function and Immersed Boundary Method for solid phase and fluid phase.
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We have at the same time two phases, free and congested, connected by a moving boundary (systems (22) and (29)).
The towed body is modeled as a rigid body with six degrees of freedom while the tow ship motion is treated as a moving boundary to the system.
It is based on a drift diffusion system and includes moving boundary equations.
This approach is then used to solve a moving boundary optimization problem for our model system.
A kinetic modelling of primary crystallization in metallic glasses, based on the CALPHAD approach and the moving boundary model, has been applied to the Fe B system.
Phase-field method uses a non-conserved order parameter to define the phase state of a system and is a versatile method for moving boundary problems.
For the moving boundary that depends on time, a global stabilization for the closed-loop system is achieved.
The Fickian diffusion with moving boundary model can be extended to evaluate different geometries for controlled release systems.
The system is composed of liquid and gas phases separated by a moving boundary.
This paper considers cascaded, lumped, flexible systems, which may be short and non-uniform, which are driven by an arbitrarily moving boundary.
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