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- Two-point_tensor abstract "Two-point tensors, or double vectors, are tensor-like quantities which transform as vectors with respect to each of their indices and are used in continuum mechanics to transform between reference (\"material\") and present (\"configuration\") coordinates. Examples include the deformation gradient and the first Piola–Kirchhoff stress tensor.As with many applications of tensors, Einstein summation notation is frequently used. To clarify this notation, capital indices are often used to indicate reference coordinates and lowercase for present coordinates. Thus, a two-point tensor will have one capital and one lower-case index; for example, AjM.".
- Two-point_tensor wikiPageExternalLink v=onepage&q=two-point%20tensor&f=false.
- Two-point_tensor wikiPageExternalLink 7131.
- Two-point_tensor wikiPageID "3323529".
- Two-point_tensor wikiPageLength "3902".
- Two-point_tensor wikiPageOutDegree "10".
- Two-point_tensor wikiPageRevisionID "663092770".
- Two-point_tensor wikiPageWikiLink Active_and_passive_transformation.
- Two-point_tensor wikiPageWikiLink Category:Tensors.
- Two-point_tensor wikiPageWikiLink Continuum_mechanics.
- Two-point_tensor wikiPageWikiLink Covariance_and_contravariance_of_vectors.
- Two-point_tensor wikiPageWikiLink Einstein_notation.
- Two-point_tensor wikiPageWikiLink Finite_strain_theory.
- Two-point_tensor wikiPageWikiLink Mixed_tensor.
- Two-point_tensor wikiPageWikiLink Stress_(mechanics).
- Two-point_tensor wikiPageWikiLink Tensor.
- Two-point_tensor wikiPageWikiLink Tensor_product.
- Two-point_tensor wikiPageWikiLinkText "Two-point tensor".
- Two-point_tensor wikiPageWikiLinkText "two-point tensor".
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- Two-point_tensor subject Category:Tensors.
- Two-point_tensor hypernym Quantities.
- Two-point_tensor type Concept.
- Two-point_tensor type Page.
- Two-point_tensor type Physic.
- Two-point_tensor type Tensor.
- Two-point_tensor comment "Two-point tensors, or double vectors, are tensor-like quantities which transform as vectors with respect to each of their indices and are used in continuum mechanics to transform between reference (\"material\") and present (\"configuration\") coordinates. Examples include the deformation gradient and the first Piola–Kirchhoff stress tensor.As with many applications of tensors, Einstein summation notation is frequently used.".
- Two-point_tensor label "Two-point tensor".
- Two-point_tensor sameAs Q7858744.
- Two-point_tensor sameAs m.095tvl.
- Two-point_tensor sameAs Q7858744.
- Two-point_tensor wasDerivedFrom Two-point_tensor?oldid=663092770.
- Two-point_tensor isPrimaryTopicOf Two-point_tensor.