Examples of using Tensor in English and their translations into Turkish
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This is a glossary of tensor theory.
Inertia"tensor" of the body.
This would appear to be a Russian problem, Mr. Tensor.
Dr. Fielding's tensor field was quite primitive.
Was quite primitive.: dr. fielding's tensor field.
People also translate
Dr. Fielding's tensor field was quite primitive. Thank you.
This difference is measured by the Riemann curvature tensor.
Ricci calculus The earliest foundation of tensor theory- tensor index notation.
In EMP, a tensor is projected to a point through N unit projection vectors.
The remaining components:formula_8represent shear stress compare with the stress tensor.
Rank of a tensor The rank of a tensor is the minimum number of rank-one tensor that must be summed to obtain the tensor.
In an anisotropic material,the relative permittivity may be a tensor, causing birefringence.
Computing the Einstein tensor with respect to our frame shows that in fact the pressure vanishes, so we have a dust solution.
Minkowski space and Maxwell's equations in vacuum canbe embedded in a five-dimensional Riemann curvature tensor.
Under a general coordinate change, the components of the permutation tensor are multiplied by the jacobian of the transformation matrix.
Here, τ{\displaystyle\tau} is c times the proper time of the particle and η{\displaystyle\eta}is the Minkowski metric tensor.
The critical mathematical ingredients in this theory, the Lagrangians and curvature tensor, were worked out by Weyl and colleagues.
The variation with respect to the torsion tensor formula_15 yields the Cartan equations: formula_16where formula_17 is the spin tensor.
For example, a linear map can be represented by a matrix(a 2-dimensionalarray) and therefore is a 2nd-order tensor.
A component of a tensor is a real number that is used as a coefficient of a basis element for the tensor space.
In the theory's mathematical formulation, all these quantities are but aspects of a moregeneral physical quantity called the energy-momentum tensor.
These in turn fold space-time, consistent with Weyl tensor dynamics, until the space-time curvature becomes infinitely large and you produce a singularity.
This tensor W will have n(n-1)/2 independent components, which is the dimension of the Lie algebra of the Lie group of rotations of an n-dimensional inner product space.
In solid state physics and fluid mechanics, the stress tensor is defined to be the spatial components of the stress-energy tensor in the proper frame of reference.
The following is only an introduction to the concept: index notation is used in more detail in mathematics particularly in the representation and manipulation of tensor operations.
The stress-energy tensor is defined as the tensor Tαβ of order two that gives the flux of the αth component of the momentum vector across a surface with constant xβ coordinate.
Theories which postulate that gravity is quantized introduce gravitons-massless tensor bosons(with a spin 2) which mediate gravitational interaction.
The Belinfante-Rosenfeld stress energy tensor is constructed from the canonical stress-energy tensor and the spin current in such a way as to be symmetric and still conserved.
Maxwell's equations in vacuo==In a vacuum(or for the microscopic equations, not including macroscopic material descriptions)Maxwell's equations can be written as two tensor equations.
The identified system willbe interpreted using mathematics languages(function, tensor, differential equation) as computational domain, boundary conditions, auxiliary equations and governing equations.