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Planet

0<a<pi     , a(step)=pi/10

0<b<2*pi  , b(step)=pi/10

Fx(a,b)=R*cos(b)*sin(a)

Fy(a,b)=R*cos(a)

Fz(a,b)=R*sin(b)*sin(a)

R=5

satelite of planet

0<a<pi     , a(step)=pi/10

0<b<2*pi , b(step)=pi/10

Fx(a,b)=R*cos(b)*sin(a)+4

Fy(a,b)=R*cos(a)+4

Fz(a,b)=R*sin(b)*sin(a)-6

R=2

Planet

0<a<pi     , a(step)=pi/10

0<b<2*pi  , b(step)=pi/10

Fx(a,b)=R*cos(b)*sin(a)

Fy(a,b)=R*cos(a)

Fz(a,b)=R*sin(b)*sin(a)

R=5

Rings of Planet

0<a<2*pi  , a(step)=pi/10

6<r<8       , b(step)=0.5

Fx(a,r)=r*sin(a)

Fy(a,r)=0

Fz(a,r)=r*cos(a)

 Orbit      0

Sun

0<a<pi    , a(step)=pi/10

0<b<2*pi , b(step)=pi/10

Fx(a,b)=R*cos(b)*sin(a)

Fy(a,b)=R*cos(a)

Fz(a,b)=R*sin(b)*sin(a)

R=5

Earth

0<a<pi     , a(step)=pi/10

0<b<2*pi , b(step)=pi/10

0<g<2*pi , g(step)=pi/6

Fx(a,b)=cos(b)*sin(a)+10*sin(g)-2

Fy(a,b)=cos(a)

Fz(a,b)=sin(b)*sin(a)+8*cos(g)

Moon

0<a<pi     , a(step)=pi/10

0<b<2*pi , b(step)=pi/10

0<g<2*pi , g(step)=pi/6

Fx(a,b)=cos(b)*sin(a)+10*sin(g)-2

Fy(a,b)=cos(a)

Fz(a,b)=sin(b)*sin(a)+8*cos(g)+1

Black Hole 1 (defined with a square plane curve)

-6<x<6    , x(step)=0.2

-6<y<6    , y(step)=0.2

Fx(x,y)=x

Fy(x,y)=y

Fz(x,y)=-1/(x^2+y^2)

Black Hole 2 (defined with a cyclical plane curve)

0<r<6.5      , r(step)=0.1

0<a<2*pi    , a(step)=pi/40

Fx(x,y)= x=r*cos(a)

Fy(x,y)= y=r*sin(a)

Fz(x,y)=-1/(x^2+y^2)

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