A simple perlin noise generator for your height map terrains
// Project: meshidtest
// Created: 2018-05-07
// show all errors
SetErrorMode(2)
#constant screenwidth=1024
#constant screenheight=768
// set window properties
SetWindowTitle( "meshidtest" )
SetWindowSize( screenwidth, screenheight, 0 )
SetWindowAllowResize( 1 ) // allow the user to resize the window
// set display properties
SetVirtualResolution( screenwidth, screenheight ) // doesn't have to match the window
SetOrientationAllowed( 1, 1, 1, 1 ) // allow both portrait and landscape on mobile devices
SetSyncRate( 1200, 0 ) // 30fps instead of 60 to save battery
SetScissor( 0,0,0,0 ) // use the maximum available screen space, no black borders
UseNewDefaultFonts( 1 ) // since version 2.0.22 we can use nicer default fonts
#constant perlinw = 512 //power of 2
#constant perlinh = 512 //power of 2
#constant perlinz = 0
global perlinmap as float[perlinw,perlinh,perlinz]
global perlinx, perlinzz
// end of perlin variables
NoiseInit()
generateperlinimage()
mapimage=CreateSprite(generateperlinimage())
SetSpriteScale(mapimage,.5,.5)
obj = CreateObjectFromHeightMap("map.png",512,40,512,0,0)
SetObjectImage(obj,mapimage,0)
SetCameraPosition(1,256,60,0)
do
sync()
loop
// ***************************************************************************************************
// Ken Perlin's Simplex Noise 2D. AGK Version.
// Ported from Stefan Gustavson's Java implementation
// (http://staffwww.itn.liu.se/~stegu/simplexnoise/simplexnoise.pdf)
// 2015.02.03
// AGK reference https://forum.thegamecreators.com/thread/213532
// Thank you Thank you
#constant PN3DF2 = 0.5*(sqrt(3.0)-1.0)
#constant PN3DG2 = (3.0-sqrt(3.0))/6.0
Type sPNVECTOR
x as float
y as float
z as float
endtype
Global PNHash as integer[512]
Global PNGrad3 as sPNVECTOR[256]
Function NoiseInit()
Local n as integer, rn as integer
For n=0 To 255
PNHash[n] = n
Next n
For n=0 To 255
rn=Random(0, 255)
PNHash.swap(n,rn)
Next n
For n=0 To 255
PNHash[256 + n] = PNHash[n]
Next n
PNHash[511] = PNHash[0]
For n=0 To 15
PNGrad3[n * 16 + 0].x = 1 : PNGrad3[n * 16 + 0].y = 1 : PNGrad3[n * 16 + 0].z = 0
PNGrad3[n * 16 + 1].x = -1 : PNGrad3[n * 16 + 1].y = 1 : PNGrad3[n * 16 + 1].z = 0
PNGrad3[n * 16 + 2].x = 1 : PNGrad3[n * 16 + 2].y = -1 : PNGrad3[n * 16 + 2].z = 0
PNGrad3[n * 16 + 3].x = -1 : PNGrad3[n * 16 + 3].y = -1 : PNGrad3[n * 16 + 3].z = 0
PNGrad3[n * 16 + 4].x = 1 : PNGrad3[n * 16 + 4].y = 0 : PNGrad3[n * 16 + 4].z = 1
PNGrad3[n * 16 + 5].x = -1 : PNGrad3[n * 16 + 5].y = 0 : PNGrad3[n * 16 + 5].z = 1
PNGrad3[n * 16 + 6].x = 1 : PNGrad3[n * 16 + 6].y = 0 : PNGrad3[n * 16 + 6].z = -1
PNGrad3[n * 16 + 7].x = -1 : PNGrad3[n * 16 + 7].y = 0 : PNGrad3[n * 16 + 7].z = -1
PNGrad3[n * 16 + 8].x = 0 : PNGrad3[n * 16 + 8].y = 1 : PNGrad3[n * 16 + 8].z = 1
PNGrad3[n * 16 + 9].x = 0 : PNGrad3[n * 16 + 9].y = -1 : PNGrad3[n * 16 + 9].z = 1
PNGrad3[n * 16 + 10].x = 0 : PNGrad3[n * 16 + 10].y = 1 : PNGrad3[n * 16 + 10].z = -1
PNGrad3[n * 16 + 11].x = 0 : PNGrad3[n * 16 + 11].y = -1 : PNGrad3[n * 16 + 11].z = -1
PNGrad3[n * 16 + 12].x = 1 : PNGrad3[n * 16 + 12].y = 1 : PNGrad3[n * 16 + 12].z = 0
PNGrad3[n * 16 + 13].x = -1 : PNGrad3[n * 16 + 13].y = 1 : PNGrad3[n * 16 + 13].z = 0
PNGrad3[n * 16 + 14].x = 0 : PNGrad3[n * 16 + 14].y = -1 : PNGrad3[n * 16 + 14].z = 1
PNGrad3[n * 16 + 15].x = 0 : PNGrad3[n * 16 + 15].y = -1 : PNGrad3[n * 16 + 15].z = -1
Next n
endfunction
function Noise2D(xin as float, yin as float)
local n0 as float, n1 as float, n2 as float, s as float, t as float, x0 as float, y0 as float, xs as float, ys as float
local i as integer, j as integer, i1 as integer, j1 as integer, i2 as integer, j2 as integer, gi0 as integer, gi1 as integer, gi2 as integer
local x1 as float, y1 as float, x2 as float, y2 as float, x3 as float, y3 as float, t0 as float, t1 as float, t2 as float
s = (xin + yin) * PN3DF2
xs = xin + s
i = floor(xs)
ys = yin + s
j = floor(ys)
t = (i + j) * PN3DG2
x0 = xin - (i - t)
y0 = yin - (j - t)
if x0>y0
i1=1
j1=0
else
i1=0
j1=1
endif
x1 = x0 - i1 + PN3DG2
y1 = y0 - j1 + PN3DG2
x2 = x0 - 1.0 + 2.0 * PN3DG2
y2 = y0 - 1.0 + 2.0 * PN3DG2
i = i && 255
j = j && 255
gi0 = PNHash[i + PNHash[j]] && 15
gi1 = PNHash[i + i1 + PNHash[j + j1]] && 15
gi2 = PNHash[i + 1 + PNHash[j+ 1]] && 15
t0 = 0.5 - x0*x0-y0*y0
if t0<0
n0 = 0.0
else
t0 = t0 * t0
n0 = t0 * t0 * (PNGrad3[gi0].x * x0 + PNGrad3[gi0].y * y0)
endif
t1 = 0.5 - x1*x1-y1*y1
if t1<0
n1 = 0.0
else
t1 = t1 * t1
n1 = t1 * t1 * (PNGrad3[gi1].x * x1 + PNGrad3[gi1].y * y1)
endif
t2 = 0.5 - x2*x2-y2*y2
if t2<0
n2 = 0.0
else
t2 = t2 * t2
n2 = t2 * t2 * (PNGrad3[gi2].x * x2 + PNGrad3[gi2].y * y2)
endif
endfunction 70.0 * (n0 + n1 + n2)
function generateperlinimage()
// Generate image from memblock
size = perlinw * perlinh * 4 + 12
mem = CreateMemblock(size)
SetMemblockInt(mem,0,perlinw)
SetMemblockInt(mem,4,perlinh)
SetMemblockInt(mem,8,32)
offset as integer = 12
a as float, b as float
a = 5.0
b = 2.0
for y = 0 to perlinh - 1
for x = 0 to perlinw - 1
a = a + 0.0001
b = b + 0.002
// Try out these two noise methods
//noise = 255.0*Noise2D(x/10.0,y/10.0)
noise = 255.0*noise2d(x/120.0,y/120.0)
noise = abs(noise)
perlinmap[x,y,0]=noise
SetMemblockByte(mem, offset, noise)
SetMemblockByte(mem, offset+1, noise)
SetMemblockByte(mem, offset+2, noise)
SetMemblockByte(mem, offset+3, 255)
offset = offset + 4
next
next
mapspriteimage = CreateImageFromMemblock(mem)
mapsprite=CreateImageFromMemblock(mem)
SaveImage(mapspriteimage,"map.png")
endfunction mapsprite
Hope its useful to you
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