Dear all,
i currently doublecheck my own implementation of the RNE algorithm in Maxima (sym toolbox is not available) with the one in the toolbox for Matlab.
When I create a rotatable inverse pendulum with the toolbox, assign a mass of 2.8kg to each, first and second link (COG 0 -0.21 0 ; COG -0.2 0 0), and put the second link up, so that the bar is in equilibrium, I assume to get a gravload tau of [0 0], since there shouldn't be any moment.
In fact, I get a different tau: [1.0e-15*0 -0.3364]. OK, first value is, from my point of view, inaccuracy (should be 0), but the second value is far too much from zero.
Funny thing is, if you multiply the pi/2 joint position with e.g. 1.0002 , it reduces to 0.0017 which is much more towards zero. (Play a bit with the multiplication factor, you will see)
For me, it looks like a problem with handling PI? (using Win7 32bit, Toolbox rev. 8, Matlab 2010b)
Or do I have a bigger lack in understanding the dynamics?
alpha A theta D R/P
-1.570796 0.000000 0.000000 0.310000 R (std)
0.000000 0.400000 0.000000 0.000000 R (std)
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