I have a bit confusion about the properties of centre of circular curvature . Is there any difference between locus of centres of circle of curvature and involute ?
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nobody has yet given the answer to this question .. it shouldn't be too tough ... – Wajahat iqbal Jul 12 '19 at 09:04
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after spending too time in this problem what i find is that , by definition involute lies in the tangent plane of a given curve and the curve traced by the locus of center of circle curvature does not necessarily lie in the tangent plane . also the tangent to a given curve is normal to involute while as the tangent to curve traced by center of curvature lies in normal plane of given curve .