Does anyone happen to have a completed (or process to complete one) 
equation for forward kinematics to solve the following structure?
Origin Fixed point (A) --> Joint Length (L1) --> Wrist (F) --> Elbow (B) 
--> Joint Length (L2) --> Wrist (G) --> Elbow (C) --> Joint Length (L3) 
--> Wrist (H) --> Elbow (D) --> Joint Length (L4) --> Terminus

The input parameters would be a) Fixed Lengths L1, L2, L3, L4  b) 
dynamic angles in degrees of Wrists F, G, H, that rotate about the joint 
axes  c) dynamic angles in degrees of Elbows B,C,D that rotate 
orthogonally to the joint angles.

Output solution would be geometric location of terminus in x,y,z 
co-ordinates relative to the Origin point (assume 0,0,0 ok)

I've pushed through a lot of the DH descriptors - but to be honest, my 
few remaining brain cells just aren't up to the task of multiplying and 
transforming 6 4x4 matricies anymore (if they ever were!)- of which I 
probably would get it wrong a lot....

Does anyone have a method to create this layout (using one of those 
computer thingines....those things that are supposed to do the hard work 
for us?) and generate the equation set to determine the terminus X,Y,Z 
location? I've found a couple of simulators that are supposed to (but 
don't) do this. Matlab is also supposed to have an OS plugin, but it's 
apparently been purged from existence, and I don't have a seat of Matlab 
to play with, anyway.

I've looked through the pumakins as well as a lot of the available (and 
yes, mind-numbing literature) on kins descriptors - and am still kind of 
lost to solve it. This is for a device similar in design to a digitizing 
arm that I want to eventually attach to an EMC machine - so to be 
honest, I'd rather spend time integrating it with EMC instead of solving 
the maths by hand.

Opinions and Thoughts welcome!

Thanks,

Ted.

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