返回列表 回复 发帖
20# swgydt
Chaosbrot (Julia)的制作视频.gsp (33.59 KB)
这个分形与z^2+c的J集造法一致。我新造了视频文件,地址:
视频文件地址

以下是几年前整的旧视频
静极光通达,寂照含虚空,
这是新视频中用的工具,有的是我整的工具,有的是本坛老师整的。
复分形TOOLS2016更新.rar (121.33 KB)
静极光通达,寂照含虚空,
M201608211034{
;
; Generic Julia set.
;
init:

  c =3*#pixel
  z=-2.735865250I
loop:
  z0=z
  z =(1-z^2)/(z-z^2*tan(z)) +c
  z =(1-z^2)/(z-z^2*tan(z)) +c
bailout:
  |z|<=12&&|z-z0|>=0.00003
default:
  title = " M201608211034"
  helpfile = "Uf*.chm"
  helptopic = "Html\formulas\standard\julia.html"
$IFDEF VER50
  rating = recommended
$ENDIF
    param bailout
    caption = "Bailout value"
    default = 0.00001
    min = 0.0

$IFDEF VER40
    exponential = true
$ENDIF
    hint = "This parameter defines how soon an orbit bails out while \
            iterating. Larger values give smoother outlines; values around 4 \
            give more interesting shapes around the set. Values less than 4 \
            will distort the fractal."
  endparam
switch:
  type = "Mandelbrot"
  power = power
  bailout = bailout
}
静极光通达,寂照含虚空,
无标题.png
2016-8-22 13:44
静极光通达,寂照含虚空,
Z的初值:3.878470957*10^(-14)-2.735865250*I
定位:1.100393960185727121433+0.2909552913983063124189 i
放大倍数:1.4076736E12
2.jpg
2016-8-22 19:25
静极光通达,寂照含虚空,
Z的初值:-1.162979329
定位:-0.101501271393912+0.01014084978161515 i
放大倍数:171596.15
3.jpg
2016-8-22 19:26

[attach]24992[/attach]
5.jpg
静极光通达,寂照含虚空,
结合maple 15与 GSP结合,用高精位点坐标工具,又算出了一个实零点:0.665299635254637,再扫一张小M集,挺漂亮的:
67.jpg
2016-8-22 19:27
静极光通达,寂照含虚空,
The Mandelbrot set for (1 - z2)/(z - z2cos(z)) + cM20160817{
;
; Generic Julia set.
;
init:

  c =3*#pixel
  z=sqrt(1.5445654699195-c)
loop:
  z0=z
  z=z^2+c
  z =(1-z^2)/(z-z^2*cos(z)) +c
  z =(1-z^2)/(z-z^2*cos(z)) +c
bailout:
  |z-z0| >= @bailout&&|z|<=12
default:
  title = "The Mandelbrot set for (1 - z2)/(z - z2cos(z)) + cM"
  helpfile = "Uf*.chm"
  helptopic = "Html\formulas\standard\julia.html"
$IFDEF VER50
  rating = recommended
$ENDIF
    param bailout
    caption = "Bailout value"
    default = 0.00001
    min = 0.0

$IFDEF VER40
    exponential = true
$ENDIF
    hint = "This parameter defines how soon an orbit bails out while \
            iterating. Larger values give smoother outlines; values around 4 \
            give more interesting shapes around the set. Values less than 4 \
            will distort the fractal."
  endparam
switch:
  type = "Mandelbrot"
  power = power
  bailout = bailout
}
静极光通达,寂照含虚空,
定位:0.17015934857325325+-1.341987480044379e-9 i
放大:44432004
345.jpg
2016-8-24 08:20
静极光通达,寂照含虚空,
静极光通达,寂照含虚空,
返回列表