Übersetzung für 'tensor field' von Englisch nach Deutsch

field tensor

Feldtensor {m}phys.

tensor field

Tensorfeld {n}math.

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field strength tensor

Feldstärketensor {m}electr.

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four-tensor <4-tensor>

Vierertensor {m}math.phys.

tensor

Tensor {m}anat.math.VetMed.

Riemann tensor

Riemanntensor {m}math.

stress tensor

Spannungs­tensor {m}materialphys.

metric tensor

Maßtensor {m}math.

Metriktensor {m}math.

metrischer Tensor {m}math.

stretching tensor

Streckungs­tensor {m}acad.constr.

tensor algebra

Tensoralgebra {f}math.

permittivity tensor

Permittivitätstensor {m}phys.

curvature tensor

Krümmungs­tensor {m}math.phys.

antisymmetric tensor

antisymmetrischer Tensor {m}math.

deelectrification tensor

Entelektrisierungs­tensor {m}phys.

tensor product

Tensorprodukt {n}math.

tensor muscle

Tensor {m} [Spannmuskel]anat.VetMed.

tensor analysis

Tensoranalysis {f}math.phys.

deformation tensor

Verformungs­tensor {m}geol.phys.

Deformationstensor {m}geol.phys.

vorticity tensor

Drehgeschwindigkeitstensor {m}meteo.phys.spec.

Weyl tensor

Weyl-Tensor {m}math.phys.

• Thus one obtains a system of partial differential equations involving the stress tensor field and the strain tensor field, as unknown functions to be determined.
• On a pseudo-Riemannian manifold, one may define a coordinate-invariant covariant tensor field whose coordinate representation agrees with the Levi-Civita symbol wherever the coordinate system is such that the basis of the tangent space is orthonormal with respect to the metric and matches a selected orientation.
• ... it is a tensor field). It is a local invariant of Riemannian metrics which measures the failure of the second covariant derivatives to commute.
• Vector fields are one kind of tensor field.
• In modern mathematical terminology such an object is called a tensor field, often referred to simply as a tensor.

• The electromagnetic field tensor is another second order antisymmetric tensor field, with six components: three for the electric field and another three for the magnetic field.
• The corresponding metric tensor field is: [...].
• 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.
• This map exhibits [...] as a totally antisymmetric covariant tensor field of rank [...]. The differential forms on [...] are in one-to-one correspondence with such tensor fields.