Burning Ship Julia

From Ultrafractal Wiki

Burning Ship Julia is a Fractal Formula in lkm3.ufm

Couldn't resist-just had to play a bit. A Burning Ship inside spiral with some poor mans' animation added if you are so inclined. Tweaks welcome.

Swanee

©Swanee J. Hespe


BurningSails {
; ©Swanee J. Hespe
; Tweaks to list O.K.
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}

***

Greets.

Below is a upr utilizing Kerry's Burning Ship Julia formula. Turning on layer 2 and turning off layer 3 may be more to the taste of some. Tweaks to this one permitted to list only, please.


dsUF061808-2d {
; Copyright © 2008 by David Shanholtzer.
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  38cfRWH=
}

Regards,

David S.

***


BurningSprialDross {
; Copyright (c) 2008 by Edward A. Cole
; On-list tweaks only.
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}

***

Hi Ed,

Nice image--very smooth and gentle, which is not what typically comes out of the burning ship. Neither is this tweak. :-)

Kerry


BurningSprialDross+lkm {
; Copyright (c) 2008 by Edward A. Cole
; On-list tweaks only.
fractal:
  title="BurningSprialDross+lkm" width=640 height=480 layers=2
  credits="Kerry Mitchell;6/18/2008;Ed Cole;6/18/2008"
layer:
  caption="Layer 2" opacity=100 mergemode=multiply method=multipass
mapping:
  center=0.493376010725/0.607926501495 magn=25.794422 angle=-174.1834
formula:
  maxiter=1000 percheck=off filename="lkm3.ufm"
  entry="burning-ship-julia" p_julparam=0.80859375/0.34375
  p_bailout=1000 p_zpower=2/0 p_xpower=1 f_xfunction=sqr p_xweight=1/0
  p_ypower=1 f_yfunction=cabs p_yweight=1/0
inside:
  transfer=none
outside:
  density=7 transfer=linear filename="lkm.ucl" entry="rose-range-lite"
  p_scale=1 p_rangewidth=0.375 p_colorby="last angle" p_ac=1 p_bc=5
  p_as=0 p_bs=0 p_curvecenter=0/0 p_rot=-7
gradient:
  comments="Kerry Mitchell" smooth=yes rotation=50 index=50 color=0
  index=150 color=12484416 index=250 color=16777215 index=350
  color=12484416
opacity:
  smooth=yes rotation=95 index=404 opacity=255 index=463 opacity=255
  index=102 opacity=255 index=131 opacity=255 index=327 opacity=255
layer:
  caption="Layer 1" opacity=100 method=multipass
mapping:
  center=0.493376010725/0.607926501495 magn=25.794422 angle=-174.1834
formula:
  maxiter=1000 percheck=off filename="lkm3.ufm"
  entry="burning-ship-julia" p_julparam=0.80859375/0.34375
  p_bailout=1000 p_zpower=2/0 p_xpower=1 f_xfunction=sqr p_xweight=1/0
  p_ypower=1 f_yfunction=cabs p_yweight=1/0
inside:
  transfer=none
outside:
  transfer=linear filename="lkm.ucl" entry="rose-range-lite" p_scale=1
  p_rangewidth=0.375 p_colorby="last magnitude" p_ac=1 p_bc=5 p_as=0
  p_bs=0 p_curvecenter=0/0 p_rot=-7
gradient:
  comments="Kerry Mitchell" smooth=yes index=0 color=0 index=100
  color=12484416 index=200 color=16777215 index=300 color=12484416
opacity:
  smooth=yes rotation=95 index=404 opacity=255 index=463 opacity=255
  index=102 opacity=255 index=131 opacity=255 index=327 opacity=255
}

***

Just playing s'more. Not sure why but the geo background just seemed right.

Tree and geo background both from Burning Ship Julia. Tweaks welcome.

Kevin


kes080618-2g {
; Copyright C 2008 by Kevin Square.
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***

Hi Mad,

On Tue, Jun 17, 2008 at 10:51 PM, Mad <madelonw1011@yahoo.com> wrote:

"I do have a question. In the Julia, such as the Burning Ship Julia, that is essentially a black hole, how does one go about finding the lovely shapes in such a Julia? Is it a matter of applying a coloring and then exploring the colored area? Is is a matter of exploring the Julia seed? Sometime neither of these seems to produce anything worth writing home about. I guess what I'm asking is do you have any general advice on how to attack these Julias with large inside areas?"

I agree that this formula can be a bit challenging, but there is a lot of good stuff in there. My approach has been to concentrate on Julia sets of outside points-points from colorful regions of the Mandelbrot set. There can be a lot of visual noise with this formula, so you may wish to change the coloring transfer function to square root or cube root and/or reduce the density.

If you want to explore Julias of inside points, then you may want to use a coloring like Basic (with polar angle), Gaussian Integer, or Rose Range Lite on the inside of the Mandelbrot set and look for interesting points.

Have fun, Kerry

Burning Ship Julia

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