Übersetzung für 'antisymmetric tensor' von Englisch nach Deutsch

antisymmetric tensor

antisymmetrischer Tensor {m}math.

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four-tensor <4-tensor>

Vierertensor {m}math.phys.

Werbung

antisymmetric {adj}

antisymmetrisch

tensor

Tensor {m}anat.math.VetMed.

curvature tensor

Krümmungs­tensor {m}math.phys.

stress tensor

Spannungs­tensor {m}materialphys.

tensor algebra

Tensoralgebra {f}math.

tensor field

Tensorfeld {n}math.

fundamental tensor

Fundamentaltensor {m}math.phys.

tensor muscle

Tensor {m} [Spannmuskel]anat.VetMed.

tensor product

Tensorprodukt {n}math.

Riemann tensor

Riemanntensor {m}math.

metric tensor

Maßtensor {m}math.

metrischer Tensor {m}math.

Metriktensor {m}math.

Weyl tensor

Weyl-Tensor {m}math.phys.

vorticity tensor

Drehgeschwindigkeitstensor {m}meteo.phys.spec.

deformation tensor

Deformationstensor {m}geol.phys.

Verformungs­tensor {m}geol.phys.

stretching tensor

Streckungs­tensor {m}acad.constr.

tensor analysis

Tensoranalysis {f}math.phys.

• Similarly one can express elementary symmetric polynomials via traces over antisymmetric tensor powers.
• The electromagnetic tensor is the combination of the electric and magnetic fields into a covariant antisymmetric tensor whose entries are B-field quantities.
• The Levi-Civita antisymmetric tensor is represented by a thick horizontal bar with sticks pointing downwards or upwards, depending on the type of tensor that is used.
• In the weak field approximation where interaction between fields is not taken into account, NGT is characterized by a symmetric rank-2 tensor field (gravity), an antisymmetric tensor field, and a constant characterizing the mass of the antisymmetric tensor field.
• As described previously, the Dirac–Kähler equation in flat spacetime is equivalent to four copies of the Dirac equation, despite being a set of equations for antisymmetric tensor fields.

• An example of a four-dimensional second order antisymmetric tensor is the relativistic angular momentum, which has six components: three are the classical angular momentum, and the other three are related to the boost of the center of mass of the system.
• A related concept is that of the antisymmetric tensor or alternating form.
• Being a rank "s" antisymmetric tensor, the field strength [...] has a natural ansatz for its solution, proportional to the Levi-Civita tensor on some "s"-dimensional manifold.
• This deficiency is a direct consequence of the limitations of vector calculus; on the other hand, when expressed as an antisymmetric tensor field via the wedge operator of geometric calculus, the curl generalizes to all dimensions.
• For example, the 4d Maxwell theory (in the absence of charged matter fields) is a mean field theory built out of an antisymmetric tensor field [...] with scaling dimension [...].

• -vector is a vector in the exterior algebra of the tangent vector space; that is, it is an antisymmetric tensor obtained by taking linear combinations of the exterior product of [...] tangent vectors, for some integer [...].