private void AutoFindRoots()
{
float x1, x2;
double eps;
errorProvider.Clear();
try
{ eps = float.Parse(textE.Text); }
catch (FormatException)
{ errorProvider.SetError(textE, "Wrong float number"); return; }
if (eps < 0)
{
errorProvider.SetError(textE, "Has to be > 0"); return;
}
try
{ x1 = float.Parse(textX1.Text); }
catch (FormatException)
{ errorProvider.SetError(textX1, "Wrong float number"); return; }
try
{ x2 = float.Parse(textX2.Text); }
catch (FormatException)
{ errorProvider.SetError(textX2, "Wrong float number"); return; }
float step = (x2 - x1) / 100f;
DekartForm dForm;
dForm = new DekartForm(100, 100, 175, 300);
dForm.Use_IsVisible = false;
dForm.Size = new Size(350, 600);
dForm.CenterView();
listRoots.Items.Clear();
listY.Items.Clear();
roots = new List <double>();
for (float x = x1; x < x2; x += step)
{
double res = double.NaN;
List <PointF[]> lines = null;
switch (selectedSolMeth)
{
#region Method Still Point
case SolutionMethod.StillPoint:
if (dForm.CountGraphics == 0)
{
dForm.AddGraphic(g, -5f, 5f,
DrawModes.DrawLines, Color.Green);
dForm.AddGraphic(f, -5f, 5f,
DrawModes.DrawLines, Color.Gray);
dForm.AddGraphic(bisectress, -5f, 5f,
DrawModes.DrawLines, Color.Blue);
}
res = FindRoot.StillPointMethod(h, x, eps, out lines, true);
break;
#endregion
#region Method Bisection
case SolutionMethod.Bisection:
if (dForm.CountGraphics == 0)
{
dForm.AddGraphic(f, -5f, 5f, DrawModes.DrawLines, Color.Green);
}
res = FindRoot.Bisection(h, x, x + step, eps, out lines, true);
break;
#endregion
//#region Method Newtone-Rafson
//case SolutionMethod.NewtoneRafson:
// MessageBox.Show("How to evaluate dh/dx?");
// return;
// if ( dForm.CountGraphics == 0 )
// dForm.AddGraphic(f, -5f, 5f, DrawModes.DrawLines, Color.Green);
// res = FindRoot.NewtoneRafson(f, df, x, eps, out lines);
// break;
//#endregion
#region Method Cuttings
case SolutionMethod.Cuttings:
if (dForm.CountGraphics == 0)
{
dForm.AddGraphic(f, -5f, 5f, DrawModes.DrawLines, Color.Green);
}
res = FindRoot.Cuttings(h, x, x + step, eps, out lines, true);
break;
#endregion
//#region Method Hord
//case SolutionMethod.Hord:
// if ( dForm.CountGraphics == 0 )
// dForm.AddGraphic(f, -5f, 5f, DrawModes.DrawLines, Color.Green);
// res = FindRoot.Hord(f, d2f, x, x + step, eps, out lines);
// break;
//#endregion
#region Method Muller
case SolutionMethod.Muller:
if (dForm.CountGraphics == 0)
{
dForm.AddGraphic(f, -5f, 5f, DrawModes.DrawLines, Color.Green);
}
res = FindRoot.Muller(h, x - step, x, x + step, eps, ref dForm, true);
lines = null;
break;
#endregion
default:
return;
}
if (lines != null)
{
foreach (PointF[] pts in lines)
{
dForm.AddPolygon(Color.Red, DrawModes.DrawLines, pts);
}
}
if (double.IsNaN(res))
{
continue;
}
if ((res > x2) || (res < x1))
{
continue;
}
roots.Add(res);
}
roots.Sort();
foreach (double p in roots)
{
listRoots.Items.Add("x" + (listRoots.Items.Count + 1) + " = "
+ p.ToString("F16"));
listY.Items.Add("y" + (listY.Items.Count + 1) + " = "
+ f(p).ToString("F16"));
}
dForm.Show();
dForm.Update2();
}
