now weighs and is as tall as a true skeleton:
High: 2m
Weight: 14 Kg
The next step is to calculate the breaking point / strength of the bones or joints (forgive the terminic ing more than doctors).
test bone strength
explain briefly: you see the line that indicates how much load is being applied to the sample (femur bone) before it breaks. Unfortunately, it has a tensile test and bending but it is not the only one I found. Whether it is strictly linear shows that bones respond only elastically and plastically, ie, a bone can bend very little (deltaL/L0 = 0012) without break but after you ruin eps = 0.012 (cracking) in a way to get to irreparable rupture in 0015 (The relationship between delta size or elongated and L0, the original size)
in the model, can not be applied to a single vector function decompose in the case of breaking, I shall apply the function to the joints (knee, wrist, ankle) course with a margin of error.
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