Configuration space of rotating link [closed]
I am not sure if this is the right place for this question, but I hope some planning experts will help me out.
I have only recently started reading Steve LaValle's book on motion planning. It mentions that a rotating link with a fixed pivot has a configuration space of a unit circle.
Since the configuration space is the set of all possible configurations the link can have, i.e. all possible angles from 0° to 360°, shouldn't the c-space be a line rather than a circle?
We can keep this open - for now - but do please post this sort of questions on
robotics.stackexchange.com
or a similar forum in the future. With over 35000 questions already, we try to keep things on-topic (ie: ROS) on this forum.Thanks for the suggestion. I have asked the question on
robotics.stackexchange.com
. You could close the topic.Please post a link to your SO question then. That way we keep things connected.
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