/// <summary>
/// Divides an edge into segments by adding subdivision points to it
/// </summary>
///
/// <param name="ed">
/// Edge data that is used for creating new subdivision points
/// </param>
///
/// <param name="subdivisionPointsNum">
/// Number of subdivision points that should be created
/// </param>
private void DivideEdge(EdgeGroupData ed, int subdivisionPointsNum)
{
var r = ed.length / (subdivisionPointsNum + 1);
var sPoints = new Point[subdivisionPointsNum];
ed.newControlPoints = new Point[subdivisionPointsNum];
Point move;
if (ed.length == 0)
{
move = new Point(0, 0);
}
else
{
move = VectorTools.Multiply(VectorTools.Minus(ed.v2, ed.v1), 1f / ed.length);
}
for (var i = 0; i < subdivisionPointsNum; i++)
{
sPoints[i] = VectorTools.Plus(ed.v1, VectorTools.Multiply(move, r * (i + 1)));
}
ed.controlPoints = sPoints;
ed.k = springConstant * (subdivisionPointsNum + 1) / ed.length;
if (ed.k > 0.5f)
{
ed.k = 0.5f;
}
}
/// <summary>
/// Finds an intersection point of the two lines
/// </summary>
///
/// <param name="p1">
/// First point of the first line
/// </param>
///
/// <param name="p2">
/// Second point of the first line
/// </param>
///
/// <param name="q1">
/// First point of the second line
/// </param>
///
/// <param name="q2">
/// Second point of the second line
/// </param>
///
/// <param name="intersection">
/// Point of intersection
/// </param>
///
/// <param name="rp">
/// Parameter used for determining on which segment the intersection point lies
/// </param>
///
/// <returns>
/// True if lines are not parallel, false otherwise
/// </returns>
private bool Intersects(Point p1, Point p2, Point q1, Point q2, ref Point intersection, ref float rp)
{
var q = (p1.Y - q1.Y) * (q2.X - q1.X) - (p1.X - q1.X) * (q2.Y - q1.Y);
var d = (p2.X - p1.X) * (q2.Y - q1.Y) - (p2.Y - p1.Y) * (q2.X - q1.X);
if (d == 0) // parallel lines
{
return(false);
}
var r = q / d;
q = (p1.Y - q1.Y) * (p2.X - p1.X) - (p1.X - q1.X) * (p2.Y - p1.Y);
var s = q / d;
intersection = VectorTools.Plus(p1, VectorTools.Multiply(VectorTools.Minus(p2, p1), r));
return(true);
}
/// <summary>
/// Calculates new positions for the control points of an edge by applying elastic and electrostatic forces to them
/// </summary>
///
/// <param name="o">
/// Edge data that contains subdivision points to be moved
/// </param>
private void CalculateNewControlPoints(Object o)
{
var ed = (EdgeGroupData)o;
for (var i = 0; i < subdivisionPoints; i++)
{
var p = ed.controlPoints[i];
Point p1, p2;
if (i == 0)
{
p1 = ed.v1;
}
else
{
p1 = ed.controlPoints[i - 1];
}
if (i == (subdivisionPoints - 1))
{
p2 = ed.v2;
}
else
{
p2 = ed.controlPoints[i + 1];
}
//SizeF sp = new SizeF(p);
var f = VectorTools.Multiply(VectorTools.Plus(VectorTools.Minus(p1, p), VectorTools.Minus(p2, p)), ed.k);
var r = new Point(0, 0);
foreach (var epd in ed.compatibleGroups.Values)
{
Point q;
var j = 1f;
EdgeGroupData ed2;
if ((epd.ed1.id.k1 == ed.id.k1) && (epd.ed1.id.k2 == ed.id.k2))
{
ed2 = epd.ed2;
}
else
{
ed2 = epd.ed1;
}
if (epd.d)
{
q = ed2.controlPoints[i];
}
else
{
q = ed2.controlPoints[subdivisionPoints - i - 1];
if (directed && repulseOpposite)
{
j = repulsionCoefficient;
}
}
var fs = VectorTools.Minus(q, p);
//PointF fs = new PointF(q.X - p.X, q.Y - p.Y);
var l = VectorTools.Length(fs);
if (l > 0)//???
{
fs = VectorTools.Multiply(fs, epd.c / (l));
//fs = VectorTools.Multiply(fs, VectorTools.Length(fs) * ed2.edges.Count);
fs = VectorTools.Multiply(fs, VectorTools.Length(fs) * ed2.edgeCount);
r.X += (j * fs.X);
r.Y += (j * fs.Y);
}
}
var rl = VectorTools.Length(r);
if (rl > 0)
{
r = VectorTools.Multiply(r, (float)(1.0 / Math.Sqrt(rl)));
}
var move = new Point(f.X + r.X, f.Y + r.Y);
var moveL = VectorTools.Length(move);
//float len = ed.Length / (subdivisionPoints + 1);
//if (moveL > (len)) move = VectorTools.Multiply(move, len*cooldown / moveL);
//if (moveL != 0) move = VectorTools.Multiply(move, cooldown / moveL);
move = VectorTools.Multiply(move, cooldown * 0.5f);
ed.newControlPoints[i] = VectorTools.Plus(move, p);
if (ed.newControlPoints[i].X < AreaRectangle.Left)
{
ed.newControlPoints[i].X = AreaRectangle.Left;
}
else
if (ed.newControlPoints[i].X > AreaRectangle.Right)
{
ed.newControlPoints[i].X = AreaRectangle.Right;
}
if (ed.newControlPoints[i].Y < AreaRectangle.Top)
{
ed.newControlPoints[i].Y = AreaRectangle.Top;
}
else
if (ed.newControlPoints[i].Y > AreaRectangle.Bottom)
{
ed.newControlPoints[i].Y = AreaRectangle.Bottom;
}
}
if (useThreading)
{
sem.Release();
}
}
/// <summary>
/// Moves the control points of all the edges of the graph closer to their original position on the straight edge
/// </summary>
///
/// <param name="graph">
/// Graph whose edges should be straightened
/// </param>
///
/// <param name="s">
/// Specifies the amount of straightening, from 0 to 1
/// </param>
public void StraightenEdges(TGraph graph, float s)
{
foreach (var e in graph.Edges)
{
if (e.IsSelfLoop)
{
continue;
}
var controlPoints = e.RoutingPoints;//(PointF[])e.GetValue(ReservedMetadataKeys.PerEdgeIntermediateCurvePoints);
var newControlPoints = new Point[controlPoints.Length];
for (var i = 0; i < controlPoints.Length; i++)
{
//STRONG CHANGE
var p = controlPoints[i];
p = VectorTools.Plus(VectorTools.Multiply(p, 1 - s),
VectorTools.Multiply(VectorTools.Plus(VertexPositions[e.Source],
VectorTools.Multiply(VectorTools.Minus(VertexPositions[e.Target], VertexPositions[e.Source]),
1.0f * (i + 1) / (controlPoints.Length + 1))), s));
newControlPoints[i].X = p.X;
newControlPoints[i].Y = p.Y;
}
//e.SetValue(ReservedMetadataKeys.PerEdgeIntermediateCurvePoints, newControlPoints);
e.RoutingPoints = newControlPoints;
}
}
/// <summary>
/// Straightens the edges using internal data sturctures
/// </summary>
///
/// <param name="groupsToStraighten">
/// Groups of edges that should be straightened
/// </param>
///
/// <param name="s">
/// Specifies the amount of straightening, from 0 to 1
/// </param>
private void StraightenEdgesInternally(Dictionary <KeyPair, EdgeGroupData> groupsToStraighten, float s)
{
foreach (var ed in groupsToStraighten.Values)
{
for (var i = 0; i < subdivisionPoints; i++)
{
//STRONG CHANGE
var p = ed.controlPoints[i];
p = VectorTools.Plus(VectorTools.Multiply(p, 1 - s),
VectorTools.Multiply(VectorTools.Plus(ed.v1,
VectorTools.Multiply(VectorTools.Minus(ed.v2, ed.v1),
1.0f * (i + 1) / (subdivisionPoints + 1))), s));
ed.controlPoints[i].X = p.X;
ed.controlPoints[i].Y = p.Y;
}
}
}
