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Rotational symmetry
Symmetry

Summary Of: Rotational symmetry

Rotational symmetry with respect to any angle... Rotational symmetry with translational symmetry... of rotational symmetry is a subgroup of... rotational symmetry of a physical system is equivalent to the... discrete rotational symmetry of the nth order... rotational symmetry with respect to an angle of 100... Rotational symmetry with respect to any angle... Rotational symmetry with respect to any angle... Rotational symmetry with respect to any angle is... continuous or discrete rotational symmetry about a plane corresponds to corresponding 2D rotational symmetry in every perpendicular plane... An object can also have rotational symmetry about two perpendicular planes... Rotational symmetry is a perfectly symmetrical shape wherein a two dimensional object is necessarily circular... Rotational symmetry with translational symmetry... Rotational symmetry with translational symmetry... fold rotational symmetry together with single... fold rotational symmetry at one point and 2... fold rotational symmetry at some point...

Encyclodia Page On: Rotational symmetry

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The triskelion appearing on the Isle of Man flag. | | triskelion | Isle of Man flag | rotation | symmetry | triskelion | Isle of Man | symmetry | rotations | Euclidean space | isometries | orientation | symmetry group | Euclidean group | translational symmetry | orthogonal group | orthogonal matrices | rotation group | group of direct isometries | chiral | Noether's theorem | angular momentum | Rotational invariance | notation | symmetry group | cyclic group | cyclic symmetry groups in 3D | fundamental domain | reflection symmetry | dyad | quadrilaterals | parallelograms | yin and yang | triad | triskelion | Borromean rings | tetrad | swastika | raelian | polygon | pyramid | greatest common divisor | propeller | | Double Pendulum fractal | | Roundabout | traffic sign | | Snoldelev Stone | drinking horns | | Hindu | swastika | dihedral groups | prism | bipyramid | dihedral symmetry groups in 3D | tetrahedron | isomorphic | alternating group | cube | octahedron | symmetric group | dodecahedron | icosahedron | Platonic solids | circular symmetry | half-line | cylindrical coordinates | spherical coordinates | half-plane | adjectives | Cartesian product | duocylinder | duoprisms | radii | Arrangement within a primitive cell of 2- and 4-fold rotocenters. A fundamental domain is indicated in yellow. | | primitive cell | fundamental domain | translational symmetry | Frieze groups | primitive cell | wallpaper groups | parallelogrammic | rectangular | rhombic | lattice | regular triangular tiling | square | hexagonal | Arrangement within a primitive cell of 2-, 3-, and 6-fold rotocenters, alone or in combination (consider the 6-fold symbol as a combination of a 2- and a 3-fold symbol); in the case of 2-fold symmetry only, the shape of the parallelogram can be different. For the case p6, a fundamental domain is indicated in yellow. | | parallelogram | Hexakis triangular tiling, an example of p6 (with colors) and p6m (without); the lines  are reflection axes if colors are ignored, and a special kind of symmetry axis if colors are not ignored: reflection reverts the colors. Rectangular line grids in three orientations can be distinguished. | | Hexakis triangular tiling | Symmetry group | Symmetry combinations | Frieze group | Wallpaper group | Point groups in three dimensions | Space group | Reflection symmetry | Translational symmetry | Rotational invariance | Lorentz symmetry | Screw axis | Crystallographic restriction theorem | Math Is Fun | Categories | Rotational symmetry | Symmetry |
This article is licensed under the GNU Free Documentation License. It uses material from the Wikipedia article "Rotational symmetry".