POV-Ray : Newsgroups : povray.binaries.images : rounded_lsweep, an object macro Server Time
31 Jul 2024 06:16:26 EDT (-0400)
  rounded_lsweep, an object macro (Message 11 to 20 of 21)  
<<< Previous 10 Messages Goto Latest 10 Messages Next 1 Messages >>>
From: stbenge
Subject: Re: rounded_lsweep, an object macro
Date: 16 Jul 2010 01:45:31
Message: <4c3ff1fb@news.povray.org>
Darren New wrote:
> stbenge wrote:
>> method for 3D line/plane intersection, 
> 
> I thought a cheat-sheet kind of thing for this sort of basic geometric 
> equations would be handy.  A book that goes into the basics of the 
> geometric math in a way that's easy to look things up, for (say) 
> inside/outside calcs, intersections of various simple shapes, 
> calculating angles in various situations, and so on.

That would be nice. I'm making sure to chronicle certain discoveries for 
future reference. This last problem involved placing an arc of the right 
radius and angle into an Isosceles triangle so that both the end points 
of the arc and points B and C of the triangle would meet. Simple math 
wasn't cutting it, and I ended up sketching out a diagram to find a way 
to arrive at the correct solution.


Post a reply to this message

From: Thomas de Groot
Subject: Re: rounded_lsweep, an object macro
Date: 16 Jul 2010 03:45:10
Message: <4c400e06$1@news.povray.org>
"stbenge" <myu### [at] hotmailcom> schreef in bericht 
news:4c3ff1fb@news.povray.org...
> Darren New wrote:
>> stbenge wrote:
>>> method for 3D line/plane intersection,
>>
>> I thought a cheat-sheet kind of thing for this sort of basic geometric 
>> equations would be handy.  A book that goes into the basics of the 
>> geometric math in a way that's easy to look things up, for (say) 
>> inside/outside calcs, intersections of various simple shapes, calculating 
>> angles in various situations, and so on.
>
> That would be nice. I'm making sure to chronicle certain discoveries for 
> future reference. This last problem involved placing an arc of the right 
> radius and angle into an Isosceles triangle so that both the end points of 
> the arc and points B and C of the triangle would meet. Simple math wasn't 
> cutting it, and I ended up sketching out a diagram to find a way to arrive 
> at the correct solution.
>

Not sure if this will help you, but have you tried Friedrich Lohmueller's 
insert menu add-ons? You can find them (with other goodies) at:
http://www.f-lohmueller.de/pov_tut/pov__eng.htm

Thomas


Post a reply to this message

From: stbenge
Subject: Re: rounded_lsweep, an object macro
Date: 16 Jul 2010 13:14:07
Message: <4c40935f$1@news.povray.org>
Thomas de Groot wrote:
> "stbenge" <myu### [at] hotmailcom> schreef in bericht 
> news:4c3ff1fb@news.povray.org...
>> Darren New wrote:
>>> stbenge wrote:
>>>> method for 3D line/plane intersection,
>>> I thought a cheat-sheet kind of thing for this sort of basic geometric 
>>> equations would be handy.  A book that goes into the basics of the 
>>> geometric math in a way that's easy to look things up, for (say) 
>>> inside/outside calcs, intersections of various simple shapes, calculating 
>>> angles in various situations, and so on.
>> That would be nice. I'm making sure to chronicle certain discoveries for 
>> future reference. This last problem involved placing an arc of the right 
>> radius and angle into an Isosceles triangle so that both the end points of 
>> the arc and points B and C of the triangle would meet. Simple math wasn't 
>> cutting it, and I ended up sketching out a diagram to find a way to arrive 
>> at the correct solution.
>>
> 
> Not sure if this will help you, but have you tried Friedrich Lohmueller's 
> insert menu add-ons? You can find them (with other goodies) at:
> http://www.f-lohmueller.de/pov_tut/pov__eng.htm

He's got an analytical geometry section, which is what I'm into now. 
Thanks for showing me this :)


Post a reply to this message

From: Thomas de Groot
Subject: Re: rounded_lsweep, an object macro
Date: 17 Jul 2010 03:09:00
Message: <4c41570c$1@news.povray.org>
"stbenge" <myu### [at] hotmailcom> schreef in bericht 
news:4c40935f$1@news.povray.org...
> He's got an analytical geometry section, which is what I'm into now. 
> Thanks for showing me this :)

Glad to be of help.  :-)

It was precisely the Analytical Geometry that prompted me to ask.

Thomas


Post a reply to this message

From: Shay
Subject: Re: rounded_lsweep, an object macro
Date: 5 Aug 2010 10:07:46
Message: <4C5AC653.3000807@n.n>
On 07/14/2010 10:37 AM, stbenge wrote:
>
> Can you think of a better name than "rounded_lsweep"?

BITD, I called mine, which worked a bit differently than yours, 
"cheap_sweep."

Ron Parker had another, which worked differently that either of ours, 
called TorSpline. Don't know if Tor is an acronym for some mathematical 
concept or a reference to Tor Olav, who's a bit of a "mathematical 
concept" himself.

  -Shay


Post a reply to this message

From: clipka
Subject: Re: rounded_lsweep, an object macro
Date: 6 Aug 2010 03:39:33
Message: <4c5bbc35$1@news.povray.org>
Am 05.08.2010 16:10, schrieb Shay:

> Ron Parker had another, which worked differently that either of ours,
> called TorSpline. Don't know if Tor is an acronym for some mathematical
> concept or a reference to Tor Olav, who's a bit of a "mathematical
> concept" himself.

Short for torus/toroidal, I'd guess.


Post a reply to this message

From: Thomas de Groot
Subject: Re: rounded_lsweep, an object macro
Date: 6 Aug 2010 03:58:54
Message: <4c5bc0be$1@news.povray.org>
"Shay" <n@n.n> schreef in bericht news:4C5AC653.3000807@n.n...
> Ron Parker had another, which worked differently that either of ours, 
> called TorSpline. Don't know if Tor is an acronym for some mathematical 
> concept or a reference to Tor Olav, who's a bit of a "mathematical 
> concept" himself.

"This macro is used to create a smooth spline of toruses connecting
a sequence of points."
// Date: 7/17/1998
// Auth: Ronald L. Parker



Thomas


Post a reply to this message

From: stbenge
Subject: Re: rounded_lsweep, an object macro
Date: 6 Aug 2010 13:43:43
Message: <4c5c49cf@news.povray.org>
Shay wrote:
> On 07/14/2010 10:37 AM, stbenge wrote:
>>
>> Can you think of a better name than "rounded_lsweep"?
> 
> BITD, I called mine, which worked a bit differently than yours, 
> "cheap_sweep."
> 
> Ron Parker had another, which worked differently that either of ours, 
> called TorSpline.

My googling skills must be slipping... I could find neither of those 
before making my own :(

> Don't know if Tor is an acronym for some mathematical 
> concept or a reference to Tor Olav, who's a bit of a "mathematical 
> concept" himself.
> 
>  -Shay

lol


Post a reply to this message

From: stbenge
Subject: Re: rounded_lsweep, an object macro
Date: 6 Aug 2010 13:44:41
Message: <4c5c4a09@news.povray.org>
Thomas de Groot wrote:
> "Shay" <n@n.n> schreef in bericht news:4C5AC653.3000807@n.n...
>> Ron Parker had another, which worked differently that either of ours, 
>> called TorSpline. Don't know if Tor is an acronym for some mathematical 
>> concept or a reference to Tor Olav, who's a bit of a "mathematical 
>> concept" himself.
> 
> "This macro is used to create a smooth spline of toruses connecting
> a sequence of points."
> // Date: 7/17/1998
> // Auth: Ronald L. Parker

Hmm, I'll try to find that.


Post a reply to this message

From: Shay
Subject: Re: rounded_lsweep, an object macro
Date: 6 Aug 2010 16:53:59
Message: <4c5c7667$1@news.povray.org>
On 08/06/2010 02:39 AM, clipka wrote:
> Am 05.08.2010 16:10, schrieb Shay:
>
>> Ron Parker had another, which worked differently that either of ours,
>> called TorSpline. Don't know if Tor is an acronym for some mathematical
>> concept or a reference to Tor Olav, who's a bit of a "mathematical
>> concept" himself.
>
> Short for torus/toroidal, I'd guess.

doh! I guess 8 years wasn't long enough for me to figure that one out 
for myself. :)

  -Shay


Post a reply to this message

<<< Previous 10 Messages Goto Latest 10 Messages Next 1 Messages >>>

Copyright 2003-2023 Persistence of Vision Raytracer Pty. Ltd.