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April 27, 2013 12:55
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fractalModule =function(stdlib){ | |
"use asm"; | |
var pow = stdlib.Math.pow; | |
var abs = stdlib.Math.abs; | |
var atan2 = stdlib.Math.atan2; | |
var cos = stdlib.Math.cos; | |
var sin = stdlib.Math.sin; | |
function mandlebrot(cx, cy, maxIter) { | |
cx = +cx; | |
cy = +cy; | |
maxIter = maxIter|0; | |
var iter=0; | |
var xn= 0.0; | |
var x = 0.0; | |
var y = 0.0; | |
while ( (((x*x) + (y*y)) < 4.0)&((iter|0) < (maxIter|0))) { | |
xn = +( (x*x) - (y*y) + cx); | |
y = +((x*y)*2.0 + cy); | |
x = +xn; | |
iter=(iter+1)|0; | |
} | |
return iter|0; | |
} | |
function burningShip(cx, cy, maxIter) { | |
cx = +cx; | |
cy = +cy; | |
maxIter = maxIter|0; | |
var iter=0; | |
var xn= 0.0; | |
var x = 0.0; | |
var y = 0.0; | |
while ( (((x*x) + (y*y)) < 4.0)&((iter|0) < (maxIter|0))) { | |
xn = (x*x) - (y*y) - cx; | |
y = abs(x*y)*2.0 + cy; | |
x = xn; | |
iter=(iter+1)|0; | |
} | |
return iter|0; | |
} | |
function multibrot(cx, cy, maxIter, cr) { | |
cx = +cx; | |
cy = +cy; | |
maxIter = maxIter|0; | |
cr = +cr; | |
var iter=0; | |
var xn= 0.0; | |
var x = 0.0; | |
var y = 0.0; | |
var n1 = 0.0; | |
var n2 = 0.0; | |
var n3 = 0.0; | |
n3 = +((x*x)+(y*y)); | |
while (+n3 < 4.0 & (iter|0) < (maxIter|0)) { | |
if(n3==0.0){ | |
x=+cx; | |
y=+cy; | |
n3 = +((x*x)+(y*y)); | |
continue; | |
} | |
n1=pow(n3,(cr/1.0)); | |
n2=cr*atan2(y,x); | |
xn=n1*cos(n2) + cx; | |
y=n1*sin(n2) + cy; | |
x = xn; | |
n3=((x*x)+(y*y)); | |
iter=(iter+1)|0; | |
} | |
return iter|0; | |
} | |
function multibrot3(cx, cy, maxIter) { | |
cx = +cx; | |
cy = +cy; | |
maxIter = maxIter|0; | |
var iter=0; | |
var xn= 0.0; | |
var x = 0.0; | |
var y = 0.0; | |
while ( (((x*x) + (y*y)) < 4.0)&((iter|0) < (maxIter|0))) { | |
xn=pow(x,3.0)-3.0*x*(y*y) + cx; | |
y=3.0*(x*x)*y-pow(y,3.0) + cy; | |
x = xn; | |
iter=(iter+1)|0; | |
} | |
return iter|0; | |
} | |
function multibrot5(cx, cy, maxIter) { | |
cx = +cx; | |
cy = +cy; | |
maxIter = maxIter|0; | |
var iter=0; | |
var xn= 0.0; | |
var x = 0.0; | |
var y = 0.0; | |
while ( (((x*x) + (y*y)) < 4.0)&((iter|0) < (maxIter|0))) { | |
xn=pow(x,5.0)-(10.0*pow(x,3.0)*(y*y))+(5.0*x*pow(y,4.0)) + cx; | |
y=(5.0*pow(x,4.0)*y)-(10.0*(x*x)*pow(y,3.0))+pow(y,5.0) + cy; | |
x = xn; | |
iter=(iter+1)|0; | |
} | |
return iter|0; | |
} | |
function tricorn(cx, cy, maxIter) { | |
cx = +cx; | |
cy = +cy; | |
maxIter = maxIter|0; | |
var iter=0; | |
var xn= 0.0; | |
var x = 0.0; | |
var y = 0.0; | |
while ( (((x*x) + (y*y)) < 4.0)&((iter|0) < (maxIter|0))) { | |
xn = (x*x) - (y*y) - cx; | |
y =(x+x)*(-y) + cy; | |
x = xn; | |
iter=(iter+1)|0; | |
} | |
return iter|0; | |
} | |
function julia(cx, cy, maxIter, cr, ci) { | |
cx = +cx; | |
cy = +cy; | |
maxIter = maxIter|0; | |
cr = +cr; | |
ci = +ci; | |
var iter=0; | |
var xn= 0.0; | |
var x = 0.0; | |
var y = 0.0; | |
x = cx; | |
y = cy; | |
while ( (((x*x) + (y*y)) < 4.0)&((iter|0) < (maxIter|0))) { | |
xn = (x*x) - (y*y) + cr; | |
y = (x*y)*2.0 + ci; | |
x = xn; | |
iter=(iter+1)|0; | |
} | |
return iter|0; | |
} | |
return { | |
mandlebrot: mandlebrot, | |
burningShip: burningShip, | |
multibrot: multibrot, | |
multibrot3: multibrot3, | |
multibrot5: multibrot5, | |
tricorn: tricorn, | |
julia: julia | |
}; | |
}; | |
fractalFunctions=fractalModule(self); |
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Hi, have you got a benchmark of this with and without the "use asm" instruction? Thanks.