Orthogonal Level Curves: Pan & Zoom
Function f(z)
f(z) = z²
f(z) = eᶻ
f(z) = Log(z)
f(z) = √z
f(z) = z^(1/3)
f(z) = z^(1/4)
f(z) = z + 1/z
f(z) = 1/z
f(z) = sin(z)
f(z) = (z-1)/(z+1)
Size:
2.0
Curve Density:
15
Resolution:
100
u(x,y) = Constant
v(x,y) = Constant
(Drag canvas to pan)