Hi, I have created and rigged a character in Maya, with a ponytail and several joints in the ponytail. I imported the character to MB, and then I have followed the tutorial in MotionBuilder 2013's help, 'Creating a Joint Chain Reaction' which basically involves adding rigid bodies to a few spheres attached to each other with joints.
I have parented each of these spheres to a the joints in the pony tail using a parent/child constraint to drive the pony tail's dynamics, because I couldn't figure out a way to add a rigid body directly to the joint. This works well and I have nice movement on the hair. Next, I recorded the animation from the solver to the spheres. I now have animation on the hair's joints(driven from the parented spheres) even when the solver is off.
My problem is...now the animation is recorded to the spheres. I need it on the hair's joints.
I have tried copying the keys from the spheres to their respective child joints and all the resulting FCurves look identical, but when I remove the spheres, the hair goes crazy. I would expect the joints to act as if they're still parented to the spheres because they both have the same fcurves.
What am I missing here? Is there another step besides copying the fcurves or keys from the parent sphere to the child joint? Or, even better, is there a way to add the rigid body directly to the hair's joints(which were added in Maya).
Hi! This tutorials will help you. I don't remember exactly witch one, but is there.
http://www.3dbuzz.com/training/view/motionbuilder-issue-1-6
Good luck
Thanks for your suggestion, but I didn't find any information in those tutorials on copying keyframe data from from a parent model to the constrained child model. I ended up just selecting all of the children models, and just stepping forward and setting a key on each of them. This seems to achieve my goal of copying the animation. I think the issue may have something to do with the fact that you can't simply copy keys or fcurves from one model to another when a constraint is involved...I read this somewhere, but I may be wrong.
Thanks again.
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