Let $M$ be a configuration space(manifold) and $x(t)$ be a curve on $M$.
A velocity vector $\dot{x}(t)$ is in the tangent space $T_{x(t)} M$. Where is an acceleration vector $\ddot{x}(t)$?
Let $M$ be a configuration space(manifold) and $x(t)$ be a curve on $M$.
A velocity vector $\dot{x}(t)$ is in the tangent space $T_{x(t)} M$. Where is an acceleration vector $\ddot{x}(t)$?
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