Introduction[]
This page covers another way of writing out the formulas necessary to create graphs than covered on the Parametric equations page. It may seem unnecessarily complicated at times, but as you can see, this method can provide quite complex shapes and designs.
Heart
for( %x = -2 ; %x < 2 ; %x+=0.05 )
{
for( %y = -2 ; %y < 2 ; %y+=0.05 )
{
for( %z = -2 ; %z < 2 ; %z+=0.05 )
{
%m = ((-%x*%x*%z*%z*%z - (9*%y*%y*%z*%z*%z)/80) + mPow((%x*%x + (9*%y*%y)/4 + %z*%z -1),3));
if (%m >= -0.07)
{
if (%m <= 0.07)
{
%posx = %x*10;
%posy = %y*10;
%posz = %z*10;
%temp = new fxDTSBrick()
{
datablock = "brick1x1Data";
position = %posx SPC %posy SPC %posz;
rotation = "0 0 0 0";
colorID = "0";
scale = "1 1 1";
angleID = "0";
colorfxID = "0";
shapefxID = "0";
isPlanted = 1;
};
}
}
}
}
}
UFO
for( %x = -100 ; %x < 100 ; %x++ )
{
for( %y = -100 ; %y < 100 ; %y++ )
{
for( %z = -100 ; %z < 100 ; %z++ )
{
if ((%z*%z-%x*%x-%y*%y-1)==0)
{
%posx = %x/10;
%posy = %y/10;
%posz = %z/10;
%temp = new fxDTSBrick()
{
datablock = "brick1x1Data";
position = %posx SPC %posy SPC %posz;
rotation = "0 0 0 0";
colorID = "0";
scale = "1 1 1";
angleID = "0";
colorfxID = "0";
shapefxID = "0";
isPlanted = 1;
};
}
}
}
}
Gupf[]
Gupf
for( %x = -50 ; %x < 50 ; %x++ )
{
for( %y = -50 ; %y < 50 ; %y++ )
{
for( %z = -50 ; %z < 50 ; %z++ )
{
if ((%x*%x)+(%y*%y)+(%z)==0)
{
%posx = %x;
%posy = %y;
%posz = %z;
%temp = new fxDTSBrick()
{
datablock = "brick1x1Data";
position = %posx SPC %posy SPC %posz;
rotation = "0 0 0 0";
colorID = "16";
scale = "1 1 1";
angleID = "0";
colorfxID = "0";
shapefxID = "0";
isPlanted = 1;
};
}
}
}
}
Kreuz[]
Kreuz
for( %x = -10 ; %x < 10 ; %x++ )
{
for( %y = -10 ; %y < 10 ; %y++ )
{
for( %z = -10 ; %z < 10 ; %z++ )
{
if (%x*%y*%z==0)
{
%posx = %x;
%posy = %y;
%posz = %z;
%temp = new fxDTSBrick()
{
datablock = "brick1x1Data";
position = %posx SPC %posy SPC %posz;
rotation = "0 0 0 0";
colorID = "16";
scale = "1 1 1";
angleID = "0";
colorfxID = "0";
shapefxID = "0";
isPlanted = 1;
};
}
}
}
}