public void Run(IExportClient cl)
{
var len = 50d;
var p1 = new SolverPoint(0, 0);
var p2 = new SolverPoint(len, 0);
var p3 = new SolverPoint(len * Math.Cos(Angle * Deg2Rad), len * Math.Sin(Angle * Deg2Rad));
cl.Line(p1, p2, 1, "base");
cl.Line(p1, p3, 0, "base");
}
//def checkLimit(x,y,maxrad,minrad,offset):
// r, a = toPolar(x, y)
// if (r > maxrad) or (r < minrad):
// r = r - offset
// x, y = toRect(r, a)
// return x, y
private SolverPoint CheckLimit(double x, double y, double maxrad, double minrad, double offset)
{
var ra = ToPolar(x, y);
var r = ra.D;
var a = ra.Angle;
var result = new SolverPoint(x, y);
if (r > maxrad || r < minrad)
{
r = r - offset;
result = ToRect(r, a);
}
return(result);
}
public void Run(IExportClient cl)
{
double start = -100;
double end = 100;
double step = 0.1;
var p1 = new SolverPoint(start, F(start));
for (double x = start; x <= end; x += step)
{
double y = F(x);
var p2 = new SolverPoint(x, y);
cl.Line(p1, p2, 0, "base");
p1 = p2;
}
}
protected override SolverPoint GetCircularPoint(int step, double angleRads, IExportClient cl)
{
var v = (A - B) / B * angleRads;
var centerX = (A - B) * Math.Cos(angleRads);
var centerY = (A - B) * Math.Sin(angleRads);
var x = centerX + B * Math.Cos(v);
var y = centerY - B * Math.Sin(v);
var result = new SolverPoint(x, y);
if (step % (NumSteps / 20) == 0)
{
cl.Circle(new SolverPoint(centerX, centerY), B, 1, "circles");
cl.Point(result, 5, "points");
}
return(result);
}
public void Run(IExportClient cl)
{
mClient = cl;
BeforeCircle(cl);
SolverPoint last = null;
for (int i = 0; i < NumSteps; ++i)
{
var angle = (MaxAngle - MinAngle) / NumSteps * i + MinAngle;
var r = angle * Deg2Rad;
var p = GetCircularPoint(i, r, cl);
if (last != null)
{
cl.Line(last, p, 0, "base");
}
last = p;
}
AfterCircle(cl);
}
private static SolverPoint ToRect(double r, double a)
{
return(SolverPoint.FromPolar(r, a));
}
