Distances, angles, and their standard uncertainties

International Tables for Crystallography (2006). Vol. B. ch. 3.1, pp. 348-352 | 1 | 2 |
https://doi.org/10.1107/97809553602060000559

Chapter 3.1. Distances, angles, and their standard uncertainties

Angle between two vectors 3.1.4

Basis vectors, contravariant 3.1.4

Cartesian coordinate system 3.1.1

Components of vector products 3.1.7

Contravariant basis vectors 3.1.4

Coordinate systems

Cartesian 3.1.1

natural 3.1.1

Covariance 3.1.10

Errors

systematic 3.1.11

Lattice plane 3.1.9

Length

of a vector 3.1.3

Mean values 3.1.11

Natural coordinate system 3.1.1

Permutation tensors 3.1.6

Planes 3.1.9

Reciprocal axes 3.1.4

Relatively prime integers 3.1.9

Scalar products 3.1.2

Systematic errors 3.1.11

Tensors

permutation 3.1.6

Torsion angles 3.1.9

Transformed variance–covariance matrix 3.1.10

Variance 3.1.10

Variance–covariance matrix 3.1.10

transformed 3.1.10

Vector product 3.1.5

components of 3.1.7

Vector relationships 3.1.8

Vectors

angle between two 3.1.4

length of 3.1.3