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 / 5100
5099  |  5101
Subject: 
Re: need help with modeling 8860 steering
Newsgroups: 
lugnet.cad
Date: 
Fri, 15 Dec 2000 15:56:12 GMT
Viewed: 
833 times
  
"Bram Lambrecht" <bram@cwru.edu> wrote in message
news:MABBIBJJFOJIOHDFDCEBCEGDCJAA.bram@cwru.edu...
Coby Bassett writes:
   I am trying to model the 8860 Auto Chassis Expert Builder set (in
POV-Ray) and am baffled by how to get its steering system right. Check • out
the front of the car in these pictures from the building
instructions to see the section I'm referring to:
   http://brickshelf.com/scans/8000/8860/8860-14.html
   http://brickshelf.com/scans/8000/8860/8860-15.html
   http://brickshelf.com/scans/8000/8860/8860-16.html

Does this little illustration help any?
http://brickshelf.com/cgi-bin/gallery.cgi?i=23723
(B is the rack turntable)
If you know the displacement of the steering rack, it shouldn't be too
difficult to calculate length c.  However, I haven't thought a whole lot
about how the interior angles of the triangle relate to the rotation of • the
component parts.  I'll leave that as an exercise for the reader :P


Nicely done!  Just last week I had to look up the Law of Cosines to
position some technic beams.

The "exercise" is a simple matter of considering the right triangle ABD
(where AB is the hypotenuse--either of the two possible right triangles
will work).  If you use the triangle ABD where D is to the upper left
corner in Bram's diagram, then angle A of this triangle will be
acos(sideAD/sideAB).  Then just add that to the Angle A you found using
the Law of Cosines.

If only I had grasped 15 years ago the value of trigonometry for
positioning virtual Lego--I'm sure my grades would have been better :-)

-John Van



Message is in Reply To:
  RE: need help with modeling 8860 steering
 
(...) (URL) is the rack turntable) If you know the displacement of the steering rack, it shouldn't be too difficult to calculate length c. However, I haven't thought a whole lot about how the interior angles of the triangle relate to the rotation of (...) (24 years ago, 14-Dec-00, to lugnet.cad)

3 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