|
lopsided circles...
Posted by Daniel.
Coach on team #483, BORG, from Berkeley High School and NASA Ames & UC Berkeley.
Posted on 2/29/2000 7:27 PM MST
In Reply to: Instant centers posted by Joe Johnson on 2/29/2000 5:10 AM MST:
Ahhh...
So it begins to make sense. Now the case you provided exists while the wheels are positioned tangentially along the circumfrence of a circle who's center is your 'instant center'.
So...
What is the result when the two wheels, as tangents, don't create a circle? Of course any two tangent lines determine a set of circles...and one point determines the radius; but what if the other tangent point doesn't lie on that circle? Namely, what if the 'instant center' isn't in line with the center of the 'bot? Wouldn't you get a lot of drag there? Or maybe you just don't move in a circular path...
...hmmmm
-D
__________________
This message was archived from an earlier forum system. Some information may have been left out. Start new discussion in the current forums, and refer back to these threads when necessary.
|