swapping surfaces: getting surfaces by swapping a curve along an other curve (D.TEBER)

Projection of simple 1D curves on to a plane curve

   -4<x<4  , x(step)=0.2

   -4<y<4  , y(step)=0.2

 Fx(x,y)= x

 Fy(x,y)= y

 Fz(x,y)= c*e^(-(x-a)^2-(y-b)^2)

a=-2, b=1, c=3

a=0, b=-2, c=2

a=2, b=-3, c=2

a=0, b=-2, c=2

United Planes

   -4<x<4  , x(step)=0.2

   -4<y<4  , y(step)=0.2

 Fx(x,y)= x

 Fy(x,y)= y

 Fz(x,y)= 1*e^(-(x-2   )^2 - (y-3    )^2) +

               2*e^(-(x-2    )^2 - (y-(-3))^2) +

               2*e^(-(x-0    )^2 - (y-(-3))^2) +

               3*e^(-(x-(-2))^2 - (y-1    )^2)

 River and Valey

Bordering cubic curves with plane curves,   Or   Filling plane curve surfaces with cubes. (D.TEBER)

 Two Torus