To LUGNET HomepageTo LUGNET News HomepageTo LUGNET Guide Homepage
 Help on Searching
 
Post new message to lugnet.cadOpen lugnet.cad in your NNTP NewsreaderTo LUGNET News Traffic PageSign In (Members)
 CAD / 10209
10208  |  10210
Subject: 
Re: Hold on primitives by pneaster
Newsgroups: 
lugnet.cad
Date: 
Wed, 11 Jun 2003 19:41:43 GMT
Viewed: 
491 times
  
Paul Easter <pneaster@knoxy.nospm.net> schrieb im
Newsbeitrag news:HGBwv1.22HB@lugnet.com...

This comes to the result of the review. The points of
the edge with radius 1 is approximate by 4 digits, but
this leads to an error when you multiply this with R to
get a new circle with this radius.

I'm not following you here. Give me an example.


For example sin(22.5°)= 0.3827 for R=1 (in edge.dat)
         15*sin(22.5°)= 5.7403 for correct point
         15* (0.3827) = 5.7405 for stretching the edge.dat

A difference of 0.0002 LDU.


So the question is how to calculate new (round)
primitives?

   a) With the correct points new calculated as you
write above? or b) With the R=1 points multiplied with
the new Radius?


Here is a reason for doing this this way.
How many times have you actually calculated the true
points and made a new primitve Only to find out that when
another rescaled primitive will not match up and render
correctly. This is the reason why the method I have shown
above must be used.

OK, this is an acceptable and plausible reason. So thanks,
for the information. In future I'll made primitives with
the "stretching"-method.

CU Bernd



Message is in Reply To:
  Re: Hold on primitives by pneaster
 
(...) It's me... (...) I have had a few emails with the Parts Tracker admin's lately to discuss the creation of primitives. I was INCORRECTLY using the rounding method that rounded only the final results. Like this; round( r* sin( Angle ), 4). The (...) (21 years ago, 11-Jun-03, to lugnet.cad)

11 Messages in This Thread:




Entire Thread on One Page:
Nested:  All | Brief | Compact | Dots
Linear:  All | Brief | Compact
    

Custom Search

©2005 LUGNET. All rights reserved. - hosted by steinbruch.info GbR