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 UF_TIA.gsp (35.58 KB)
uf着色之-三角不等式平均法
此法榕老师研究过，这两天一直在研究，效果不好。希望大家共同研究。
Triangle {
;
; Variation on the Triangle Inequality Average coloring method
; from Kerry Mitchell. The smoothing used here is based on the
; Smooth formula, which only works for z^n+c and derivates.
;
; Written by Damien M. Jones
;
init:
float sum = 0.0
float sum2 = 0.0
float ac = cabs(#pixel)
float il = 1/log(@power)
float lp = log(log(@bailout)/2.0)
float az2 = 0.0
float lowbound = 0.0
float f = 0.0
BOOL first = true
loop:
sum2 = sum
IF (!first)
az2 = cabs(#z - #pixel)
lowbound = abs(az2 - ac)
sum = sum + ((cabs(#z) - lowbound) / (az2+ac - lowbound))
ELSE
first = false
ENDIF
final:
sum = sum / (#numiter)
sum2 = sum2 / (#numiter-1)
f = il*lp - il*log(log(cabs(#z)))
#index = sum2 + (sum-sum2) * (f+1)
default:
title = "Triangle Inequality Average"
helpfile = "Uf*.chm"
helptopic = "Html/coloring/standard/triangleinequalityaverage.html"
param power
caption = "Exponent"
default = 2.0
hint = "This should be set to match the exponent of the \
formula you are using. For Mandelbrot, this is usually 2."
endparam
param bailout
caption = "Bailout"
default = 1e20
min = 1
$IFDEF VER40
exponential = true
$ENDIF
hint = "This should be set to match the bail-out value in \
the Formula tab. Use a very high value for good results."
endparam
} |
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