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zero curvature sentence in Hindi

"zero curvature" meaning in Hindizero curvature in a sentence
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  • The sphere is the only surface with non-zero curvature where every point is umbilic.
  • The directrix'circle'becomes a curve with zero curvature, indistinguishable from a straight line.
  • Just as for zero curvature above-- talk 21 : 13, 21 October 2009 ( UTC)
  • Paper exhibits zero Gaussian curvature at all points on its surface, and only folds naturally along lines of zero curvature.
  • On a surface of zero curvature, such as the Euclidean plane, the angles will sum to precisely ? radians.
  • Euclidean ) plane is a surface of constant zero curvature, and a hyperbolic plane is a surface of constant negative curvature.
  • In addition, the Euclidean geometry ( which has zero curvature everywhere ) is not the only geometry that the plane may have.
  • As the radius increases the curvature of the hypersphere decreases; in the limit a hypersphere approaches the zero curvature of a hyperplane.
  • Since the space of meromorphic 1-forms is a 1-dimensional vector space over the curvature, zero curvature, or negative curvature.
  • Cartan geometries & mdash; those with zero curvature & mdash; are locally equivalent to homogeneous spaces, hence geometries in the sense of Klein.
  • By analogy, an infinite plane has zero curvature but infinite area, whereas an infinite cylinder is finite in one direction and a torus is finite in both.
  • There is a margin of error in the results of any experiment, so all we can say is that zero curvature is within the range the experiments give.
  • That is, a regular curve with nonzero torsion must have nonzero curvature . ( This is just the contrapositive of the fact that zero curvature implies zero torsion .)
  • A transition curve can connect a track segment of constant non-zero curvature to another segment with constant curvature that is zero or non-zero of either sign.
  • For the Universe to curve back on itself and maintain a zero curvature it would have to take on a toroidal shape ( I'm not sure off the top of my head if there are other shapes that would suffice ).
  • In the cases of negative and zero curvature, the M�bius band can be constructed as a ( geodesically ) complete surface, which means that all geodesics ( " straight lines " on the surface ) may be extended indefinitely in either direction.
  • Although, I suppose a circle of infinite radius will cancel out this graininess, but then is will also have zero curvature, not to mention, not fit inside the universe . talk ) 11 : 57, 3 May 2015 ( UTC)
  • :It embeds into 4-dimensional space ( a two-dimensional subset of the three-dimensional sphere in "'R "'4 ) and has zero curvature everywhere .  David Eppstein 00 : 46, 30 October 2006 ( UTC)
  • If a straight line is considered a degenerate circle with zero curvature ( and thus infinite radius ), Descartes'theorem also applies to a line and two circles that are all three mutually tangent, giving the radius of a third circle tangent to the other two circles and the line.
  • But that would imply that part of the torus, since it has zero curvature everywhere, must lie strictly outside the sphere, which is a contradiction . ) On the other hand, according to the Nash-Kuiper theorem, proven in the 1950s, an isometric C 1 embedding exists.
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