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 Übersetzung für 'Weyl tensor' von Englisch nach Deutsch
math.phys.
Weyl tensor
Weyl-Tensor {m}
3 Wörter
math.phys.
Weyl curvature tensor
Weyl-Krümmungs­tensor {m}
Teiltreffer
math.phys.
four-tensor <4-tensor>
Vierertensor {m}
math.
Weyl algebra
Weyl-Algebra {f}
phys.
Weyl fermion
Weyl-Fermion {n}
astron.phys.
Weyl curvature hypothesis
Weylkrümmungs­hypothese {f}
math.
Weyl's inequality
Ungleichung {f} von Weyl
math.
Weyl's theorem on uniform distribution
Satz {m} von Weyl über Gleichverteilung
anat.math.VetMed.
tensor
Tensor {m}
13
math.
Riemann tensor
Riemanntensor {m}
math.
metric tensor
metrischer Tensor {m}
math.
tensor product
Tensorprodukt {n}
math.
metric tensor
Metriktensor {m}
math.
metric tensor
Maßtensor {m}
math.phys.
fundamental tensor
Fundamentaltensor {m}
anat.VetMed.
tensor muscle
Tensor {m} [Spannmuskel]
math.
antisymmetric tensor
antisymmetrischer Tensor {m}
math.phys.
tensor calculation
Tensorrechnung {f}
math.phys.
rotation tensor
Rotationstensor {m}
math.phys.
tensor analysis
Tensoranalysis {f}
geol.phys.
deformation tensor
Verformungs­tensor {m}
geol.phys.
deformation tensor
Deformationstensor {m}
22 Übersetzungen
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  • Weyl-Tensor {m} = Weyl tensor
  • Weyl-Krümmungstensor {m} = Weyl curvature tensor
  • Weyl-Fermion {n} = Weyl fermion
  • Weyl-Algebra {f} = Weyl algebra
  • Ungleichung {f} von Weyl = Weyl's inequality
  • Satz {m} von Peter-Weyl = Peter-Weyl theorem [also: Peter-Weyl's theorem, theorem of Peter and Weyl]
  • Satz {m} von Weyl über Gleichverteilung = Weyl's theorem on uniform distribution
  • Tensor {m} = tensor
  • Tensor {m} [Spannmuskel] = tensor muscle
  • antisymmetrischer Tensor {m} = antisymmetric tensor
  • metrischer Tensor {m} = metric tensor
  • Tensor-Prozessor {m} = tensor processing unit <TPU>
  • Tensor {m} zweiter Stufe = tensor of second order
  • Energie-Impuls-Tensor {m} = energy-momentum tensor
  • Skalar-Tensor-Theorie {f} = scalar-tensor theory
  • Tensor {m} 2. Stufe = 2nd-order tensor
  • Tensor {m} erster Stufe = tensor of first order
  • Tensor {m} 1. Stufe = 1st-order tensor
  • Tensor {m} nullter Stufe = zeroth-order tensor
  • Riemann-Christoffel-Tensor {m} = Riemann-Christoffel tensor
  • Diffusions-Tensor-Bildgebung {f} <DTI> = diffusion tensor imaging <DTI>
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Anwendungsbeispiele Englisch
  • In differential geometry and theoretical physics, the Petrov classification (also known as Petrov–Pirani–Penrose classification) describes the possible algebraic symmetries of the Weyl tensor at each event in a Lorentzian manifold.
  • A related idea involves imposing algebraic symmetry conditions on the Weyl tensor, Ricci tensor, or Riemann tensor.
  • In 1962, Lanczos showed that the Weyl tensor, which plays a fundamental role in general relativity, can be obtained from a tensor potential that is now called the Lanczos potential.
  • If the Weyl tensor vanishes in dimension ≥ 4, then the metric is locally conformally flat: there exists a local coordinate system in which the metric tensor is proportional to a constant tensor.
  • Vacuum does not mean that the curvature of space-time is necessarily flat: the gravitational field can still produce curvature in a vacuum in the form of tidal forces and gravitational waves (technically, these phenomena are the components of the Weyl tensor).

  • The term "gravitational instanton" is usually used restricted to Einstein 4-manifolds whose Weyl tensor is self-dual, and it is usually assumed that the metric is asymptotic to the standard metric of Euclidean 4-space (and are therefore complete but non-compact).
  • In vacuum regions (those points of spacetime free of matter), this inability to tilt all the light cones so that they are all parallel is reflected in the non-vanishing of the Weyl tensor.
  • The Weyl tensor is invariant with respect to a conformal change of metric: if two metrics are related as [...] for some positive scalar function [...] , then [...].
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