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oriented plane造句

"oriented plane"是什么意思   

例句與造句

  1. There are exactly 204 immersing an oriented circle into the oriented plane so that it has four double points.
  2. An oriented plane P in E ^ { 3 } may be interpreted as the set of all oriented spheres which are tangent to P.
  3. A bivector has a real square if and only if it is simple, and only simple bivectors can be represented geometrically by an oriented plane area.
  4. In 2D, it can be interpreted as an " oriented plane segment " formed by imagining two vectors each with origin, and coordinates and.
  5. The Mohr circle is then used to determine graphically the stress components acting on a rotated coordinate system, i . e ., acting on a differently oriented plane passing through that point.
  6. It's difficult to find oriented plane in a sentence. 用oriented plane造句挺難的
  7. The Mohr circle is then used to determine graphically the stress components acting on a rotated coordinate system, i . e ., acting on a differently oriented plane passing through that point ."
  8. There are eight vertically-oriented planes parallel to the sides of the boards, each of these adding two more diagonals ( the horizontal and vertical lines of these planes have already been counted ).
  9. Only in three dimensions is the result an oriented line element  a vector  whereas, for example, in 4 dimensions the Hodge dual of a bivector is two-dimensional  another oriented plane element.
  10. Finally, there are two vertically-oriented planes that include the diagonal lines of the 4x4 boards, and each of these contributes two more diagonal lines each of these including two corners and two internal cells.
  11. Thus, if the model is trained on images of horizontal airplanes, it will not perform well on, for instance, images of vertically oriented planes unless the model is extended to account for this sort of rotation explicitly.
  12. The transformation by reciprocal directions transforms oriented spheres into oriented spheres and oriented planes into oriented planes, leaving invariant the " tangential distance " of two cycles ( the distance between the points of each one of their common tangents ), and also conserves the lines of curvature.
  13. The transformation by reciprocal directions transforms oriented spheres into oriented spheres and oriented planes into oriented planes, leaving invariant the " tangential distance " of two cycles ( the distance between the points of each one of their common tangents ), and also conserves the lines of curvature.
  14. It's important to remember that oriented line segments ( vectors ) are dual to oriented plane segments ( bivectors, which are what you get with a cross product on vectors though you don't realize it ! ) in R ^ { 3 } but " not"
  15. The objective is to use the Mohr circle to find the stress components \ sigma _ \ mathrm { n } and \ tau _ \ mathrm { n } on a rotated coordinate system ( x', y'), i . e ., on a differently oriented plane passing through P and perpendicular to the x-y plane ( Figure 4 ).

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