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One computer received the images from the scanner directly after reconstruction via the local network using a TCP/IP protocol and the Philips DRIN (Direct Reconstruction INterface) module.
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Attention is focused on algebraic interface-capturing strategies that fit directly within a finite-volume MUSCL-type framework, in which dimension-by-dimension reconstruction of interface states based on extrapolated fluid properties is the norm.
A standard volume-moving procedure that consists of two basic steps: (1) the update of a discrete set of volume fractions from the current time to the next and (2) the reconstruction of interfaces from the resulting volume fractions, is employed to find the new location of the tracked interfaces in piecewise linear form at the end of a time step.
We present improvements to the interface reconstruction procedure in the level contour reconstruction method (LCRM) [J. Comput. Phys. 180 (2002) 427], which now allow the reconstruction to proceed using a locally instead of a globally calculated contour value.
In volume of fluid methods for interfacial flow simulations, one essential process is the so-called interface reconstruction, in which an approximate interface is reconstructed from a given discrete volume fraction field.
We introduce two new volume-of-fluid interface reconstruction algorithms and compare the accuracy of these algorithms to four other widely used volume-of-fluid interface reconstruction algorithms.
Similarly, to achieve overshoot-free volume fractions, a non-intersecting interface reconstruction procedure has to be performed with the help of a 'material-order list' determined prior to interface reconstruction.
No interface reconstruction and interface normal calculation are required in this method.
Interestingly the method can accept any interface reconstruction method.
A VOF PLIC interface reconstruction is added to the scheme.
This method does not involve any interface reconstruction procedure.
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