public static void SolveExample()
{
double[,] M = new double[, ]
{
{ 2.0, 0.0 },
{ 0.0, 1.0 }
};
double[,] K = new double[, ]
{
{ 6.0, -2.0 },
{ -2.0, 4.0 }
};
double[] F = new double[] { 0.0, 10.0 };
InitialConditions initialValues = new InitialConditions();
initialValues.InitialAccelerationVector = new double[] { 0.0, 10.0 };
initialValues.InitialDisplacementVector = new double[] { 0.0, 0.0 };
initialValues.InitialVelocityVector = new double[] { 0.0, 0.0 };
initialValues.InitialTime = 0.0;
ILinearSolution linearSolver = new LUFactorization();
CentralDifferences dynamicSolver = new CentralDifferences(linearSolver, initialValues, 2.8, 10, K, M, F);
dynamicSolver.SolveExplicit();
}
public void Solve(double[] rhsVector)
{
if (ActivateNonLinearSolver == true)
{
dynamicSolutionVector = NonLinearScheme.Solve(AssemblyData, LinearScheme, rhsVector);
}
else
{
if (CustomStiffnessMatrix == null)
{
double[,] coefMatrix = AssemblyData.CreateTotalStiffnessMatrix();
dynamicSolutionVector = LinearScheme.Solve(coefMatrix, rhsVector);
}
//double[,] coefMatrix = AssemblyData.CreateTotalStiffnessMatrix();
//staticSolutionVector = LinearScheme.Solve(coefMatrix, rhsVector);
else
{
CentralDifferences dynamicScheme = new CentralDifferences(LinearScheme, InitialConditionValues, TotalSimulationTime, TotalTimeSteps, CustomStiffnessMatrix, CustomMassMatrix, rhsVector);
dynamicSolutionVector = dynamicScheme.GetExplicitSolution;
}
}
}
