[bb] Perturbation filter by Yasha [ 1+ years ago ]

[BlitzBot]

Title : Perturbation filter
Author : Yasha
Posted : 1+ years ago

Description : This function perturbs ("shmooshes") one image using another image as a filter. This can be used to add more of an appearance of randomness to otherwise-boring images, such as procedurally-generated heightmaps. Recommend Perlin or DSA noise for best results: <a href="codearcs5f35.html?code=2260" target="_blank">see here</a> for one such algorithm </shameless plug>.

Magnitude increases quite sharply, I find 0.1-0.3 to be best. The function returns a new image rather than modifying the source, and the noise map needs to be at least as large as the source image. Oh and it reads the blue value of the noise map for simplicity's sake.

Code :

Code (blitzbasic) Select Expand

Function Perturb(img,pbase,magn#) ;Map to perturb, noise map, magnitude

xsize=ImageWidth(img)
ysize=ImageHeight(img)
pmap=CreateImage(xsize,ysize)
LockBuffer ImageBuffer(img)
LockBuffer ImageBuffer(pbase)
LockBuffer ImageBuffer(pmap)

For x=0 To xsize-1
For y=0 To ysize-1
p#=magn*(((ReadPixelFast(x,y,ImageBuffer(pbase)) And $000000ff)-128)/255.0)

xcoord#=x+(xsize*p)
xclo=Floor(xcoord):xcl2=refinc(xclo,0,xsize-1)
xchi=Ceil(xcoord):xch2=refinc(xchi,0,xsize-1)
xfrac#=xcoord-xclo

ycoord#=y+(ysize*p)
yclo=Floor(ycoord):ycl2=refinc(yclo,0,ysize-1)
ychi=Ceil(ycoord):ych2=refinc(ychi,0,ysize-1)
yfrac#=ycoord-yclo

val1#=linpol(ReadPixelFast(xcl2,ycl2,ImageBuffer(img)) And $000000ff,ReadPixelFast(xch2,ycl2,ImageBuffer(img)) And $000000ff,xfrac)
val2#=linpol(ReadPixelFast(xcl2,ych2,ImageBuffer(img)) And $000000ff,ReadPixelFast(xch2,ych2,ImageBuffer(img)) And $000000ff,xfrac)

val3=linpol(val1,val2,yfrac)

WritePixelFast(x,y,val3 Or (val3 Shl 8) Or (val3 Shl 16),ImageBuffer(pmap))

Next
Next

UnlockBuffer ImageBuffer(img)
UnlockBuffer ImageBuffer(pbase)
UnlockBuffer ImageBuffer(pmap)

Return pmap

End Function

Function refinc(x,min,max) ;If x is outside bounds, "reflects" it back in eg. refinc(130,0,100)=70

If x<min Then Return min+(min-x)
If x>max Then Return max-(x-max)
Return x

End Function

Function linpol#(a#,b#,x#) ;Linear interpolation
Return (a*(1-x))+(b*x)
End Function

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