tensor quantity

tensor quantity

[′ten·sər ‚kwän·əd·ē]
(mathematics)
A quantity mathematically represented by a tensor or possessing properties analogous to a tensor.
References in periodicals archive ?
Einstein demanded that conservation of energy-momentum should be valid in the general theory of relativity since energy-momentum is a tensor quantity. This was represented as
To describe crack anisotropy a tensor quantity called "crack tensor" can be used (Idziak and Stan-Kleczek, 2006).The crack tensor of rank "k" can be defined as:
Integration and addition are usually accomplished by transforming the material (convected) components of a tensor quantity such as stress or strain and then performing the addition (20).