protected override void CreateEquationsAndSolvers(LoadbalData L)
{
Op = new XSpatialOperator(1, 0, 1, QuadOrderFunc.SumOfMaxDegrees(RoundUp: true), "u", "c1");
var blkFlux = new DxFlux(this.LsTrk, Control.alpha_A, Control.alpha_B);
Op.EquationComponents["c1"].Add(blkFlux); // Flux in Bulk Phase;
Op.EquationComponents["c1"].Add(new LevSetFlx(this.LsTrk, Control.alpha_A, Control.alpha_B)); // flux am lev-set 0
Op.OnIntegratingBulk += blkFlux.NowIntegratingBulk;
Op.Commit();
if (L == null)
{
TimeIntegration = new XdgBDFTimestepping(
new DGField[] { u }, new DGField[] { uResidual }, base.LsTrk,
true,
DelComputeOperatorMatrix, DelUpdateLevelset, DelUpdateCutCellMetrics,
3, // BDF3
//-1, // Crank-Nicolson
//0, // Explicit Euler
LevelSetHandling.LieSplitting,
MassMatrixShapeandDependence.IsTimeDependent,
SpatialOperatorType.LinearTimeDependent,
MassScale,
MultigridOperatorConfig,
this.MultigridSequence,
this.THRESHOLD,
true);
}
else
{
Debug.Assert(object.ReferenceEquals(this.MultigridSequence[0].ParentGrid, this.GridData));
TimeIntegration.DataRestoreAfterBalancing(L, new DGField[] { u }, new DGField[] { uResidual }, base.LsTrk, this.MultigridSequence);
}
}
public override void DataBackupBeforeBalancing(LoadbalData L)
{
TimeIntegration.DataBackupBeforeBalancing(L);
}
