Cylinder:
0<a<2*pi , a(step)=pi/10
-4<z<4 , z(step)=2
Fx(a,z)=R*cos(a) - 4
Fy(a,z)=R*sin(a)
Fz(a,z)=z
R=4
For double funnel
R=z
For hexagon prizm
R=3 ve a(step)=pi/3
-6<x<6 , x(step)=2
Fx(a,x)=x
Fy(a,x)=R*sin(a)
Fz(a,x)=R*cos(a)
R=2
-6<y<6 , y(step)=2
Fx(a,y)=R*cos(a)
Fy(a,y)=y
Fz(a,y)=R*sin(a)
-6<z<6 , z(step)=2
Fx(a,z)=R*cos(a)
4<r<6 , r(step)=2
Fx(a,z,r)=r*cos(a)
Fy(a,z,r)=r*sin(a)
Fz(a,z,r)=z
0<z<6 , z(step)=1
1<k<1.2 , r(step)=0.2
Fx(a,z,k)=R*cos(a)
Fy(a,z,k)=R*sin(a)
Fz(a,z,k)=z
R=z*k
0<t<60 , t(step)=0.1
Cylindrical spiral
Fx(t)=4*sin(t)
Fy(t)=4*cos(t)
Fz(t)=t/10
Helix
Fx(t)=R*sin(t)+8
Fy(t)=R*cos(t)
Fz(t)=R
R=t/10
Spherical spiral
Fx(t)=3*sin(pi*(t/62.8))*sin(t) - 8
Fy(t)=3*sin(pi*(t/62.8))*cos(t)
0<z<pi/3 , z(step)=pi/3
Cylindrical strip
Fx(t,z)=4*sin(t)
Fy(t,z)=4*cos(t)
Fz(t,z)=t/6+z
Helix strip
Fz(t)=R+z
R=t/6
Spherical strip
Fx(t)=4*sin(pi*(t/62.8))*sin(t) - 8
Fy(t)=4*sin(pi*(t/62.8))*cos(t)
Fz(t)=t/8+z
Torus
0<t <2*pi , t(step)=pi/20
0<b<2*pi , b(step)=pi/20
Fx(t,b)=R*cos(t)
Fy(t,b)=R*sin(t)
Fz(t,b)=Rin*sin(b)
Rin=2
Rout=6
R=Rout+Rin*cos(b)
Spiral on Torus 1
0<t <2*pi , t(step)=pi/100
Fx(t)=(4+cos(n*t))*cos(m*t)
Fy(t)=(4+cos(n*t))*sin(m*t)
Fz(t)=sin(n*t)
n =3
m =2
Spiral on Torus 2
3/2<t <18 , t(step)=0.01
Fx(t)=(rho-r*cos(2*Pi*t))*cos(2*Pi/(n+t))
Fy(t)=(rho-r*cos(2*Pi*t))*sin(2*Pi/(n+t))
Fz(t)=-r*sin(2*Pi*t)
rho = 4
r = 1.1
n= 0
-2*pi<t <2*pi , t(step)=pi/10
-5<b<5 , b(step)=pi/10
Fx(t,b)=R*cos(theta)
Fy(t,b)=R*sin(theta)
R=b
0<b<2*pi , b(step)=pi/10
Fz(t,b)=t+b
-5<b<5 , b(step)=pi/20
Fz(t,b)=b
R=cos(t*2)
theta=t+b*2
0<b<pi/4 , b(step)=pi/20
Fz(t,b)=0
R=2*cos(t*2)
Ribbon2
Cylinder333
Funnel333
Fir
Elliptical Torus
Helicoid
Simple Function Curves | Simple Space Curves | Polar Curves | Plane Curves | Spherical Curves | Cylindrical Curves | Cubic Curves | Integral | Knots | Stages | Random | Stars | Astronomy | Art | Other Curves | Architectural-Industrial Forms | Swapping Surfaces | Logo Design