public BezierSurface(int degree, int m, int n, int l)
{
Degree = degree;
x = new BernsteinPolynomial(degree);
y = new BernsteinPolynomial(degree);
z = new BernsteinPolynomial(degree);
tx = new BernsteinPolynomial(degree);
ty = new BernsteinPolynomial(degree);
tz = new BernsteinPolynomial(degree);
mSize = m; //columns
nSize = n; //lines
points = new List <List <MyPoint> >();
ControlPoints = new MyPoint[this.mTableSize(), this.nTableSize()];
CreateControlPoints(l);
}
public BezierSurface(MyPoint start, MyPoint end, int dir)
{
Degree = 3;
x = new BernsteinPolynomial(Degree);
y = new BernsteinPolynomial(Degree);
z = new BernsteinPolynomial(Degree);
tx = new BernsteinPolynomial(Degree);
ty = new BernsteinPolynomial(Degree);
tz = new BernsteinPolynomial(Degree);
mSize = 1;
nSize = 1;
points = new List <List <MyPoint> >();
ControlPoints = new MyPoint[4, 4];
CreateControlPoints(start, end, dir);
}
public GregorySubpatch(BezierSurfaceGregoryExt b1, BezierSurfaceGregoryExt b2)
{
left = b1;
right = b2;
for (int i = 0; i < 20; i++)
{
ControlPoints[i] = new MyPoint();
}
for (int i = 0; i < 4; i++)
{
for (int j = 0; j < 6; j++)
{
ControlP[i, j] = new MyPoint();
}
}
points = new List <List <MyPoint> >();
x = new BernsteinPolynomial(3);
y = new BernsteinPolynomial(3);
z = new BernsteinPolynomial(3);
tx = new BernsteinPolynomial(3);
ty = new BernsteinPolynomial(3);
tz = new BernsteinPolynomial(3);
}
