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RE: [ft-devel] more thoughts on cubic spline flattening
From: |
David Bevan |
Subject: |
RE: [ft-devel] more thoughts on cubic spline flattening |
Date: |
Fri, 3 Sep 2010 11:24:38 -0400 |
I've added some trace code to gray_render_cubic to report the average number of
line segments created for a Bezier arc, and to calculate for each segment the
(exact) deviation of the arc segment it replaces.
I've still only tested this with the pre-2.4.0 code. Here are the results with
my test data:
For screen resolutions, an average of about 9 segments are generated per arc,
with an average deviation of about 1.5 (x 1/64 pel) and a maximum deviation of
about 11 (x 1/64 pel).
For printer resolutions, an average of about 12 segments are generated per arc,
with an average deviation of about 2.5 (x 1/64 pel) and a maximum deviation of
about 20 (x 1/64 pel).
In both cases, about 20% of the segments have a deviation less that 0.5 (x 1/64
pel).
Assuming I have the time, next week I'll attempt to implement something based
on Hain's paper. I will also do some profiling (timing) of the code, so we can
compare performance.
David %^>
- [ft-devel] more thoughts on cubic spline flattening, GRAHAM ASHER, 2010/09/03
- Re: [ft-devel] more thoughts on cubic spline flattening, Graham Asher, 2010/09/03
- RE: [ft-devel] more thoughts on cubic spline flattening, David Bevan, 2010/09/03
- Re: [ft-devel] more thoughts on cubic spline flattening, Werner LEMBERG, 2010/09/03
- Re: [ft-devel] more thoughts on cubic spline flattening, Graham Asher, 2010/09/03
- RE: [ft-devel] more thoughts on cubic spline flattening, David Bevan, 2010/09/03
- RE: [ft-devel] more thoughts on cubic spline flattening,
David Bevan <=
- Re: [ft-devel] more thoughts on cubic spline flattening, Werner LEMBERG, 2010/09/03
- Re: [ft-devel] more thoughts on cubic spline flattening, Graham Asher, 2010/09/04
- Re: [ft-devel] more thoughts on cubic spline flattening, Graham Asher, 2010/09/05
- Re: [ft-devel] more thoughts on cubic spline flattening, Werner LEMBERG, 2010/09/05
- Re: [ft-devel] more thoughts on cubic spline flattening, Werner LEMBERG, 2010/09/03