osculating plane मीनिंग इन हिंदी

उदाहरण वाक्य

1. The plane containing the two vectors and is called the osculating plane to the curve at.
2. There exists a circle in the osculating plane tangent to whose Taylor series to second order at the point of contact agrees with that of.
3. The first generalized curvature is called "'curvature "'and measures the deviance of from being a straight line relative to the osculating plane.
4. The radial component is directed from the point " P " to the point where the perpendicular from an arbitrary fixed origin meets the osculating plane.
5. The osculating plane in the geometry of Euclidean space curves can be described in terms of the Frenet-Serret formulas as the linear span of the tangent and normal vectors.
6. Or, in other words, if the torsion is zero, the curve lies completely in the same osculating plane ( there is only one osculating plane for every point ).
7. Or, in other words, if the torsion is zero, the curve lies completely in the same osculating plane ( there is only one osculating plane for every point ).