Machsupport Forum

Mach Discussion => VB and the development of wizards => Topic started by: zarzul on November 09, 2006, 11:11:55 AM

Title: turning an ellipse wizard needed
Post by: zarzul on November 09, 2006, 11:11:55 AM
Anyone got an idea on how to make a wizard for turning an ellipse? 
Title: Re: turning an ellipse wizard needed
Post by: Graham Waterworth on November 09, 2006, 02:05:11 PM
Let me guess,

Your chess bishop is the problem!

Are you talking about a fixed ratio curve or an involute curve,  if its fixed ratio you can do it with 2 # variables and a sub routine.

If you want some code give me some sizes length/dia ratio and I will post an example.

Graham.


Title: Re: turning an ellipse wizard needed
Post by: Brian Barker on November 09, 2006, 02:05:41 PM
O boy that is not as simple as it sounds :(

I think that Cam is going to be the only way to get that ...
Title: Re: turning an ellipse wizard needed
Post by: zarzul on November 09, 2006, 02:49:25 PM
I was afraid it would be complex, I just don't have enough trig knowledge to know where to even begin.   I really didn't have any dimensions in mind yet.  The different things I would like to make (of course you guessed it the bishop) along with a host of other uses, 
airplane prop spinners, candlesticks that kind of stuff.   If you have some ideas on the basics, tell me more about the fixed ratio curve.  I will search the internet for something to read on it. 

I am looking at fairly small diameters 2" to 1" , and fairly short lengths 2" and less.

Arn
Title: Re: turning an ellipse wizard needed
Post by: Graham Waterworth on November 10, 2006, 04:19:44 AM
OK, give me a few days and I will dig out the routines, convert them from Fanuc macro code and post them in a Mach format for you.

Graham.
Title: Re: turning an ellipse wizard needed
Post by: wvancura on November 13, 2006, 02:26:15 PM
An ellipse is what you see when you slice through a cone at an angle. If you need equations try the wikipedia link.

http://en.wikipedia.org/wiki/Ellipse

It has everyhing you would ever want to know about an ellipse

Thanks.
Bill