daverudolf
Bioengineer
- Sep 28, 2009
- 3
Hi all,
Was looking for a good reference on how to parameterize range-of-motion constraints for different joints in the human body. I am mostly coming at this from a computer animation point of view, so I am mostly ignorant to biomech literature. So, I have seen a fair bit of writing about treating elbows and knees as hinges, which is kinda false. Was wondering if there are better ways to describe these joints mathematically. And then there's the whole torso and shoulder mantle. I know that the actual range a person can do varies between individuals. Just curious about a proper parameterization, and maybe a ballpark on the range.
Also, I have seen several papers that point to the following book:
"A geometric investigation of reach"
James Urey Korein
MIT Press, 1985
ISBN:0-262-11104-7
I'm leery of buying it, only because it's 25 years old and I was hoping that there were more modern treatment of his work. Does anyone know of any recent findings along these lines?
It's essentially a republication of his Ph.D. dissertation. I was hoping to find a copy of the dissertation floating around, but no go. It probably predates online PDFs
, but if anyone has seen a copy of it floating around, I would be most appreciative.
Cheers,
Dave
Was looking for a good reference on how to parameterize range-of-motion constraints for different joints in the human body. I am mostly coming at this from a computer animation point of view, so I am mostly ignorant to biomech literature. So, I have seen a fair bit of writing about treating elbows and knees as hinges, which is kinda false. Was wondering if there are better ways to describe these joints mathematically. And then there's the whole torso and shoulder mantle. I know that the actual range a person can do varies between individuals. Just curious about a proper parameterization, and maybe a ballpark on the range.
Also, I have seen several papers that point to the following book:
"A geometric investigation of reach"
James Urey Korein
MIT Press, 1985
ISBN:0-262-11104-7
I'm leery of buying it, only because it's 25 years old and I was hoping that there were more modern treatment of his work. Does anyone know of any recent findings along these lines?
It's essentially a republication of his Ph.D. dissertation. I was hoping to find a copy of the dissertation floating around, but no go. It probably predates online PDFs
Cheers,
Dave