intrinsic equations of a curve

0.02 sec.

intrinsic equations of a curve [in′trin·sik i¦kwā·zhənz əv ə ′kərv]

(mathematics)

The equations describing the radius of curvature and torsion of a curve as a function of arc length; these equations determine the curve up to its position in space. Also known as natural equations of a curve.

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