Re: Rotated square in space
- From: "Luiz Borges" <luiz_borges@xxxxxxx>
- Date: 9 Jun 2005 18:47:41 -0700
IT'S SOLVED!!! ;)
I did it, actually it was a case o perspective mapping square to
quadrangle, not very easy to find on web, or even understand, but that
works like a charm... ;)
Here is the doc where I got the formulas and explanation:
http://www-2.cs.cmu.edu/~ph/869/www/notes/proj/proj.pdf
I already implemented it as a C# class, I optimized the code a bit, it
still can get faster, I just broke some equations into separate parts,
and create some variables for reused expressions, if anyone wants that,
please let me know...
Luiz Borges
.
- References:
- Rotated square in space
- From: Luiz Borges
- Re: Rotated square in space
- From: matt271829-news
- Re: Rotated square in space
- From: Peter Webb
- Re: Rotated square in space
- From: Luiz Borges
- Re: Rotated square in space
- From: Claudio Grondi
- Re: Rotated square in space
- From: Claudio Grondi
- Re: Rotated square in space
- From: Luiz Borges
- Re: Rotated square in space
- From: Luiz Borges
- Re: Rotated square in space
- From: matt271829-news
- Re: Rotated square in space
- From: Luiz Borges
- Re: Rotated square in space
- From: Claudio Grondi
- Re: Rotated square in space
- From: Luiz Borges
- Re: Rotated square in space
- From: Luiz Borges
- Re: Rotated square in space
- From: Claudio Grondi
- Re: Rotated square in space
- From: Luiz Borges
- Rotated square in space
- Prev by Date: the Buckafkan problem of "six non-zero thickness" tetragona
- Next by Date: Re: Integer arithmetic, multiplication overflow
- Previous by thread: Re: Rotated square in space
- Next by thread: Re: Rotated square in space
- Index(es):