Society of Robots - Robot Forum

Mechanics and Construction => Mechanics and Construction => Topic started by: robota on August 15, 2008, 11:07:17 AM

Title: find "K
Post by: robota on August 15, 2008, 11:07:17 AM
Hallow,
I have a mechanism and I want to find the "K" of this mechanism because I want to build a block diagram for control
How I can find this "K" ?
Thanks
Title: Re: find "K
Post by: ArcMan on August 15, 2008, 08:51:12 PM
This could be like "20 questions".

Let's see...

Is the mechanism a spring?

Seriously though, we will need some information about the mechanism and what sort of control you wish to impart on it.
Title: Re: find "K
Post by: JesseWelling on August 15, 2008, 11:05:37 PM
Do you mean the K gains as in PID?
Title: Re: find "K
Post by: robota on August 17, 2008, 11:38:09 AM
mechnism could be 4/5/6 bar linkage

k=k gain
Title: Re: find "K
Post by: Trumpkin on August 17, 2008, 05:06:20 PM
Use ye olde search engine http://www.google.com/search?sourceid=navclient&ie=UTF-8&rlz=1T4HPIA_en___US257&q=calculate+%22k%22
Title: Re: find "K
Post by: robota on August 19, 2008, 07:45:37 AM
I will glad to receive more replies
Thanks
robota
Title: Re: find "K
Post by: paulstreats on August 19, 2008, 05:45:23 PM
I presume that you mean Kinematic measurement (as in solid state Kinematic Viscosity).

It would be extremely difficult to help you without any further information on your mechanism such as joint links, link lengths, stop points, expected end result etc...

Without knowing what the state of non movement and the state of the desired end result is expected to be, the link calculations cannot be given.

I would advise to research how kinematic movement is represented in computer programming, you will find that there are many variables that affect the mathematics. It would likely be easier to program a representation of your model into a computer alongside a kinematics tutorial program, where you would be able to see the output that you want and also get a moving visual representation of your device moving within its constraints.