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>> 7.Cubic Curves

Simple Cube

-3<x<3  , x(step)=6

-3<y<3  , y(step)=6

-3<z<3  , z(step)=6

Fx(x,y,z) = x

Fy(x,y,z) = y

Fz(x,y,z) = z

2<x<6  , x(step)=2

2<y<6  , y(step)=2

1<z<5  , z(step)=2

Fx(x,y,z) = x

Fy(x,y,z) = y

Fz(x,y,z) = z

-3<x<3  , x(step)=0.5

-3<y<3  , y(step)=0.5

-3<z<3  , z(step)=0.5

Fx(x,y,z)=1/[(y^2+z^2<=8)*(y^2+z^2>4)] * x

Fy(x,y,z)=1/[(x^2+z^2<=8)*(x^2+z^2>4)] * y

Fz(x,y,z)=1/[(x^2+y^2<=8) *(x^2+y^2>4)] * z

-3<x<3  , x(step)=0.5

-3<y<3  , y(step)=0.5

-3<z<3  , z(step)=0.5

Fx(x,y,z)=1/[(y^2+z^2<=8)+(y^2+z^2>4)] * x

Fy(x,y,z)=1/[(x^2+z^2<=8)*(x^2+z^2>4)] * y

Fz(x,y,z)=1/[(x^2+y^2<=8) *(x^2+y^2>4)] * z

-3<x<3  , x(step)=0.5

-3<y<3  , y(step)=0.5

-3<z<3  , z(step)=0.5

Fx(x,y,z)=1/[(y^2+z^2<=8)*(y^2+z^2>4)] * x

Fy(x,y,z)=1/(x^2+z^2<=8) * y

Fz(x,y,z)=1/(x^2+y^2<=8) * z

-3<x<4  , x(step)=0.5

-3<y<3  , y(step)=0.5

-6<z<6  , z(step)=0.5

Fx(x,y,z)=1/[(y^2+z^2<=8)+(y^2+z^2>4)] * x

Fy(x,y,z)=1/[(x^2+z^2<=8)+(x^2+z^2>4)] * y

Fz(x,y,z)=1/[(x^2+y^2<=8) *(x^2+y^2>4)] * z

**Cube Room** (D.TEBER)

-3.5<x<3.5  , x(step)=0.5

-3.5<y<3.5  , y(step)=0.5

-3.5<z<3.5  , z(step)=0.5

Fx(x,y,z)=1/[(y^2+z^2<=8)-(y^2+z^2>4)] * x

Fy(x,y,z)=1/[(x^2+z^2<=8)-(x^2+z^2>4)] * y

Fz(x,y,z)=1/[(x^2+y^2<=8) -(x^2+y^2>4)] * z

**Saperate Cubes** (D.TEBER)

-5<x<5  , x(step)=0.5

-5<y<5  , y(step)=0.5

-5<z<5  , z(step)=0.5

Fx(x,y,z)= x

Fy(x,y,z)= y

Fz(x,y,z)= z

defined=1/[(x/0.5 mod 5!=0)and

(y/0.5 mod 5!=0)and

(z/0.5 mod 5!=0)]

Cubical Sphere

-5<x<5  , x(step)=0.5

-5<y<5  , y(step)=0.5

-5<z<5  , z(step)=0.5

Fx(x,y,z)= x

Fy(x,y,z)= y

Fz(x,y,z)= z

R=(x^2 + y^2 + z^2)^.5

defined=1/[R<=5]

0<x<2  , x(step)=2

0<y<2  , y(step)=2

0<z<2  , z(step)=2

Fx(x,y,z) = x * y

Fy(x,y,z) = y

Fz(x,y,z) = z

tiangular prizm with sphare  and cube

Pyramid

-1<x<1          , x(step)=1

-1<y<1          , y(step)=1

0<z<zson=5  , z(step)=1

Fx(x,y,z) = x *z

Fy(x,y,z) = y *z

Fz(x,y,z) = zson -z

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