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The method involves a multidimensional advection algorithm based on the use of edge-matched flux polygons to integrate the volume fraction evolution equation, and a spline-based reconstruction algorithm.
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We adopt a multi-dimensional conservative semi-Lagrangian scheme (Umeda et al., 2009) for solving the multidimensional advection equations.
The proposed method compares favorably with other previous multidimensional advection methods as long as the initial interface line is well reconstructed.
We test this advection algorithm by modeling several different interface shapes propagating in two simple incompressible flows and compare the results with the standard second-order, operator-split advection algorithm.
A new VOF advection algorithm is presented, termed the Stream scheme.
The accuracy of the presented advection algorithm is assessed with standard test cases.
It is shown that any known dissipative advection algorithm may be implemented as an interpolation scheme.
Convergence of the field solver is affected by the choice of advection algorithm.
In this work we present an improvement of the reconstruction method proposed by López et al. [A volume of fluid method based on multidimensional advection and spline interface reconstruction. J. Comput. Phys.
In addition, with the two-level method it is possible to use a nearly nonoscillatory advection algorithm to solve the equations for mass and momentum.
In general, the performance of the Stream scheme appears superior to existing multidimensional and dimensionally split advection algorithms.
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