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Can someone give me a few practical applications of curvature? (kappa)
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ever see a bottle rocket go haywire? :)
\[\kappa = \frac{\left|| r'(t) \times r''(t) \right||}{\left|| r'(t) \right||^3}\]
Or, for a non-vector valued function: \[\kappa = \frac{\left| f''(t) \right|}{(1+[f'(t)]^2)^{\frac{3}{2}}}\]
And, also, can you use anything like this for "tangent spaces"?
ive seen it, but I just aint got the time to recall it; good luck with it :)
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All I really know about it is that 1/k=rho (radius of curvature) and you can use that in physics if something is traveling around a curved path that isn't circular.
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