Examples of 'tensors' in a sentence
Meaning of "tensors"
tensor (noun) - In mathematics and physics, a geometric object that maps a vector, scalar, and tensor fields to another tensor field, characterized by its transformation properties under coordinate transformations
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- plural of tensor
- third-person singular simple present indicative form of tensor
How to use "tensors" in a sentence
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tensors
All tensors are written in abstract index notation.
The absolute differential calculus calculus of tensors.
These tensors satisfy the following relation.
Many physical quantities can be expressed as tensors.
All the tensors are symmetric by definition.
Vectors and scalars themselves are also tensors.
All tensors transform by this rule.
Compatibility conditions for strain tensors.
Tensors of any finite order are defined.
Divergence can also be generalised to tensors.
Tensors can be decomposed using other techniques as well.
A more explicit description can be given using tensors.
The motion tensors also have five degrees of freedom.
Every tensor can be expressed as a sum of simple tensors.
There are several operations on tensors that again produce a tensor.
See also
General relativity is formulated completely in the language of tensors.
Tensors are frequently used in engineering to describe measured quantities.
The resulting objects are called symmetric tensors.
White metal rosette with tensors and height adjusters.
Error due to non initialization of tensors.
Inertia tensors or centers of gravity.
And going further we have invented tensors.
Transformation of higher order tensors can be handled in an identical manner.
Then we discuss the conditions to put on the tensors.
The values of gravitational gradient tensors are calculated and analyzed.
A must read if you wish to introduce yourself to tensors.
A consolidator grant for random tensors and field theory.
A must read if you want to introduce yourself to tensors.
These tensors can be expressed in coordinate systems for computational convenience.
Jets do not transform as tensors here.
Important examples of such tensors include symmetric and antisymmetric tensors.
The same is true for the moment tensors.
The homogenized tensors of diffusion and thermal conductivity were determined numerically.
Let us consider some examples of tensors.
Tensors in curvilinear coordinates.
Convenient to choose these polarisation tensors to be.
And the space of the tensors has by construction a vectorial space structure.
The fixed points of nonlinear maps are the eigenvectors of tensors.
These trace operations are signified on tensors by the repetition of an index.
The copolymers are elastomeric and are not suitable as surface tensors.
Some physical quantities are represented by tensors not all of whose components are independent.
Production and extraction tensors.
Tensors are defined as quantities which transform in a certain way under linear transformations of coordinates.
Four vectors and tensors.
Riemannian framework for tensors has been proposed successfully in tensor estimation and processing.
The demagnetizing field tensors.
The elastic strain tensors averaged in grains are also compared to the experimental measurements.
Used to identify suffixes of tensors.
These tensors are nonlocal by definition due to kinematic relations between strains and curvatures.
The cobalt sites associated with these tensors are nonequivalent.
