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This manuscript presents a moving mesh interface tracking procedure, with a novel treatment for phase coupling.
In this paper, a number of extra length criteria for adaptive meshes are developed and implemented in the moving mesh interface tracking method to solve these multiple-length-scale problems with high fidelity.
Similar(58)
Multiphysics study with solid mechanics, laminar flow and moving mesh interfaces has been carried-out.
This algorithm requires the hyperbolic conservation law to be solved on a moving mesh since the interface between the materials is numerically treated as a moving boundary.
A computational formulation based on moving mesh methodology and interface modeling able to simulate debonding mechanisms in multilayered composite beams is proposed.
Current methods for computational fluid dynamics-based static maneuver load analysis and flutter analysis are reviewed, including related issues such as fluid-structure interface, and moving mesh.
We derive a spectrally accurate moving mesh method for mixed material interface problems modeled by Maxwell's or the classical wave equation.
An interface tracking method using an unstructured moving mesh has been developed for simulating three-dimensional, incompressible, and immiscible two-phase flows.
These studies demonstrate that the proposed diffuse interface immersed boundary method, which could be related to a class of penalisation approaches, is a robust and promising alternative to computationally expensive conformal moving mesh algorithms as well as the class of sharp interface immersed boundary methods for multibody problems in multi-phase flows.
This paper presents a moving mesh, two-dimensional finite volume method suitable for tracking interfaces across which there is mass transfer.
The proposed model, formulated in the 2D framework, incorporates moving mesh cohesive modeling, crack initiation and nucleation at core/skin interfaces.
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