new waveshape

[Linvincible]

Hi guys!

try that out:

*********************************

B0="2*(1-mag(s))"
C0="2*pi*s+.3*t"
C1="B0*fft(s)"
C2=".9*(abs(cos(C0))+abs(sin(C0)))"
C3="C2*(1-2*C1)"


X0="C3*cos(C0)"
Y0="C3*sin(C0)"

LWdt="2"

Pen="0.88+.333*fft(s)"

ConB=1


Meta="reactive=4 detail=4 density=4 morphable=4"

Vers=300

***************************************

it should hit the center enough ;o)

L'invincible

[chkman]

it should hit the center enough ;o)

Yeah, if the viewer remembers to hit the play button!

And you remembered to post the meta and vers lines. You have been trained well, my young Jedi

Very nice. I hope you are submitting this one and the others that you have posted. A lot more people will see it if it's picked to be included in the production release.

[Linvincible]

thanks ;o)

I just have to work on my circle-becomes-a-square thing, my trigonometrics are way back...
I think that a factor (1+tan(a)^2)^.5 should do it...I'll try later

[Linvincible]

it's a square now!!!!
just had to add ((1-cos(x+pi/4))^2+(1-sin(x+pi/4))^2)^.5 to my circle
that could be a good hint for everybody who designed circle-shaped or potatoe-shaped waves or flowfields, I find it always a shame when a part of the display is left black (well, depending on colormap!)
on the other hand japanese artists might answer it highlights the active part ;o)
anyway here's the latest version of that waveshape

B0="2*(1-mag(s))"
C0="2*pi*s+.3*t"
C1="B0*fft(s)"
C2="C0+.785"
C3="(3-2*abs(cos(C2))-2*abs(sin(C2)))^.5"
C4=".7*(C3+1-2*C1)"


X0="C4*cos(C0)"
Y0="C4*sin(C0)"

LWdt="2"

Pen="0.88+.333*fft(s)"

ConB=1


Meta="reactive=4 detail=4 density=4 morphable=4"

Vers=300

[toms]

maybe you could post pictures of what it looks like for people to see directly... :p

[Linvincible]

I understand but there's not much point with that waveshape, still images of it don't look like much
plus I don't have a permanent website and the forum doesn't host pictures!
to use it just add it to your waveshapes (text file in the waveshapes directory of g-force), and if you don't have the toolbar make a script to call it
let me know if you need help, I'll give more details