Converse of object

• derive: When refining TLS parameters there is a list of the refined TLS groups with the derived anisotropic tensor for each atom in the group.

• call: Many ( but not all ) physical properties can be described by mathematical quantities called tensors.

Adjective modifier

• anisotropic: The new anisotropic tensors will be written to the coordinate file in the standard PDB format.

• metric: Metric tensor, , and a distance between points; a scalar product of two vectors.

• principal: To make things easier it can be rotated into the principal stress tensor by a suitable change of axes.

• stress-energy: This destroys the beauty of the field equations, which attribute the source of curvature entirely to matter as represented by the stress-energy tensor.

• first: Vector quantities, for which both magnitude and direction are required, such as temperature gradient, are first rank tensors.

• symmetric: T and L are symmetric tensors, while S is in general asymmetric.

Modifies a noun

• lata: Like all muscles, the tensor fascia lata has a band of connective tissue at each end which bind it to bone.

• latae: The stretch to the left is one of the best stretches for the tensor fasciae latae.

• tympani: Blevins 1963 don't get in tensor tympani because fibers too thin.

• fascia: Like all muscles, the tensor fascia lata has a band of connective tissue at each end which bind it to bone.

• perturbation: The probability for the tensor perturbations will peak at order ten to the minus eight.

• calculus: They constitute the first step toward the conception of tensor calculus.

Noun used with modifier

• diffusion: Diffusion tensor imaging, the scanning method featured by BBC television's Tomorrow's World in February 2001.

• strain: The strain tensor is a field tensor -- it depends on external factors.

• momentum: A scalar field with a potential V, will have the energy momentum tensor shown on the screen.

• stress: To make things easier it can be rotated into the principal stress tensor by a suitable change of axes.

• moment: The moment tensor for the forces at the source would be a valuable additional input for modeling.

• principal: To search for the second singular values and Principal Tensor associated an orthogonality constraint is added [ 4 ] .