Category:Rotational symmetry

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The main article for this category is Rotational symmetry.

This category deals with topics in physics related to the three-dimensional spherical symmetries of physical objects, including topics concerning rotations in classical mechanics, as well as spin and angular momentum in quantum mechanics, and the representations of the Lie groups SU(2) and SO(3).

Subcategories

This category has only the following subcategory.

P

• Precession

Pages in category "Rotational symmetry"

The following 58 pages are in this category, out of 58 total. Updates to this list can occasionally be delayed for a few days.

Rotational symmetry 3 3-jm symbol 6 6-j symbol 9 9-j symbol A Angular momentum Angular momentum coupling Angular momentum operator Angular velocity Axial symmetry Azimuthal quantum number B Binary icosahedral group Binary octahedral group Binary tetrahedral group C Charts on SO(3) Clebsch-Gordan coefficients Conversion between quaternions and Euler angles D Doublet state E Euler angles Euler's equations

E cont. Euler–Rodrigues parameters F Flight dynamics G Gimbal lock I Icosahedral symmetry Icosian Calculus L Laplace expansion (potential) Laplace-Runge-Lenz vector M Magnetic quantum number O Octahedral symmetry P Pauli matrices Q Quaternion Quaternions and spatial rotation R Racah W-coefficient Representation theory of SU(2) Representation theory of the Galilean group Rigid body Rigid body kinetics Rotation (mathematics) Rotation group Rotation matrix

R cont. Rotation operator Rotation representation (mathematics) Rotational invariance S Singlet state Slerp Solid harmonics Solids with icosahedral symmetry Spherical harmonics Spin (physics) Spin magnetic moment Spin quantum number Spin-½ Spinor T Tait-Bryan rotations Tetrahedral symmetry Torque/Proofs Total angular momentum quantum number Triplet state W Wigner D-matrix

Categories: Symmetry | Classical mechanics | Quantum mechanics | Lie groups

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• This page was last modified 13:11, 10 December 2006 by Wikipedia user Escarbot. Based on work by Wikipedia user(s) Linas, Oleg Alexandrov and BD2412.
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