Ymele:Regular hexagon symmetries.svg
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Size of this PNG preview of this SVG file: 693 be 599 dotta. Oðra metinga brædo: 278 be 240 dotta | 555 be 480 dotta | 888 be 768 dotta | 1,184 be 1,024 dotta | 2,369 be 2,048 dotta | 886 be 766 dotta.
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Scortness
| TowritennessRegular hexagon symmetries.svg |
English: Hexagon symmetries. SVG obtained from PDF generated using LaTeX source code below and manually edited for default rendering size. |
| Tælmearc | |
| Fruma |
Agen weorc, chart sourced from The Symmetries of Things, p.276, Figure 20.5 Types of Hexagons
|
| Dædfruma | Krishnavedala |
LaTeX source code
|
|---|
\documentclass[12pt,border=1pt,tikz,class=scrartcl]{standalone}
\usepackage[T1]{fontenc}
\usepackage[utf8]{inputenc}
\usepackage{lmodern}
\usepackage{mathtools}
\usetikzlibrary{shapes,calc,positioning}
\begin{document}
\small
\begin{tikzpicture}[very thick,auto,scale=.5]
\draw [black]
(-5,1) -- (-4.134,.5) -- (-4.134,-.5) -- (-5,-1) -- (-5.866,-.5) -- (-5.866,.5) -- (-5,1)
(12,-7) -- (12.866,-7.5) -- (12.866,-8.5) -- (12,-9) -- (11.134,-8.5) -- (11.134,-7.5) -- (12,-7)
(17,-7) -- (17.866,-7.5) -- (17.866,-8.5) -- (17,-9) -- (16.134,-8.5) -- (16.134,-7.5) -- (17,-7)
(12,-12) -- (12.866,-12.5) -- (12.866,-13.5) -- (12,-14) -- (11.134,-13.5) -- (11.134,-12.5) -- (12,-12)
;
\draw [red]
(0,6) -- (.866,5.5) -- (.866,4.5) -- (0,4) -- (-.866,4.5) -- (-.866,5.5) -- (0,6)
(5,1) -- (5.866,.5) (5.866,-.5) -- (5,-1) (4.134,-.5) -- (4.134,.5)
(12.866,-2.5) -- (12.866,-3.5) (11.134,-2.5) -- (11.134,-3.5)
(7.866,-8.5) -- ++(0,1) (6.134,-8.5) -- ++(0,1)
(0,1) -- ++(-.433,-.25) (.866,.5) -- ++(-.433,.25) (.866,-.5) -- ++(0,.5) (0,-1) -- ++(.433,.25) (-.866,-.5) -- ++(.433,-.25) (-.866,.5) -- ++(0,-.5)
;
\draw [green]
(-.866,-4.5) -- (0,-4) (.866,-4.5) -- (.866,-5.5) (0,-6) -- (-.866,-5.5)
(6.134,-7.5) -- (7,-7) -- (7.866,-7.5)
;
\draw [blue!60]
(5,1) -- (4.134,.5) (4.134,-.5) -- (5,-1) (5.866,-.5) -- (5.866,.5)
(11.134,-2.5) -- (12,-2) -- (12.866,-2.5) (11.134,-3.5) -- (12,-4) -- (12.866,-3.5)
(6.134,-8.5) -- (7,-9) -- (7.866,-8.5)
(0,1) -- ++(.433,-.25) (.866,.5) -- ++(0,-.5) (.866,-.5) -- ++(-.433,-.25) (0,-1) -- ++(-.433,.25) (-.866,-.5) -- ++(0,.5) (-.866,.5) -- ++(.433,.25)
;
\draw [purple] (0,-4) -- (.866,-4.5) (.866,-5.5) -- (0,-6) (-.866,-5.5) -- ++(0,1)
;
\foreach \angle in {0,30,60,...,330} {
\pgfmathparse{1.3*cos(\angle)} \let\xa\pgfmathresult
\pgfmathparse{1.3*sin(\angle)} \let\ya\pgfmathresult
\draw [blue!60,thin] (0,5) -- ++(\xa,\ya);
}
\foreach \angle in {0,60,...,300} {
\pgfmathparse{1.3*cos(\angle)} \let\xa\pgfmathresult
\pgfmathparse{1.3*sin(\angle)} \let\ya\pgfmathresult
\draw [blue!60,thin] (5,0) -- ++(\xa,\ya);
}
\foreach \angle in {30,90,...,330} {
\pgfmathparse{1.3*cos(\angle)} \let\xa\pgfmathresult
\pgfmathparse{1.3*sin(\angle)} \let\ya\pgfmathresult
\draw [blue!60,thin] (-5,0) -- ++(\xa,\ya);
}
\draw [blue!60,thin] (12,-4.3) -- ++(0,2.6) (10.8,-3) -- ++(2.4,0)
(7,-9.3) -- ++(0,2.6) (15.8,-8) -- ++(2.6,0)
;
\draw [fill=green!40,draw=none]
(0,1) circle (.2) (.866,.5) circle (.2) (.866,-.5) circle (.2) (0,-1) circle (.2) (-.866,-.5) circle (.2) (-.866,.5) circle (.2)
(0,6) circle (.2) (.866,5.5) circle (.2) (.866,4.5) circle (.2) (0,4) circle (.2) (-.866,4.5) circle (.2) (-.866,5.5) circle (.2)
(5,1) circle (.2) (5.866,.5) circle (.2) (5.866,-.5) circle (.2) (5,-1) circle (.2) (4.134,-.5) circle (.2) (4.134,.5) circle (.2)
(12,-2) circle (.2) (12,-4) circle (.2)
(7,-7) circle (.2) (7,-9) circle (.2)
;
\draw [fill=blue,draw=none]
(-5,1) circle (.2) (-5.866,-.5) circle (.2) (-4.134,-.5) circle (.2)
(0,-4) circle (.2) (-.866,-5.5) circle (.2) (.866,-5.5) circle (.2)
(12.866,-7.5) circle (.2) (11.134,-8.5) circle (.2)
(17,-7) circle (.2) (17,-9) circle (.2)
(11.134,-13.5) circle (.2)
;
\draw [fill=red,draw=none]
(-5,-1) circle (.2) (-5.866,.5) circle (.2) (-4.134,.5) circle (.2)
(0,-6) circle (.2) (-.866,-4.5) circle (.2) (.866,-4.5) circle (.2)
(16.134,-8.5) circle (.2) (16.134,-7.5) circle (.2)
(12,-7) circle (.2) (12,-9) circle (.2)
(12,-12) circle (.2)
;
\draw [fill=green!40!gray,draw=none]
(7.866,-8.5) circle (.2) (6.134,-8.5) circle (.2)
(12.866,-8.5) circle (.2) (11.134,-7.5) circle (.2)
(17.866,-8.5) circle (.2) (17.866,-7.5) circle (.2)
(11.134,-12.5) circle (.2)
;
\draw [fill=orange,draw=none]
(12.866,-2.5) circle (.2) (12.866,-3.5) circle (.2) (11.134,-2.5) circle (.2) (11.134,-3.5) circle (.2)
(12.866,-13.5) circle (.2)
;
\draw [fill=purple,draw=none] (6.143,-7.5) circle (.2) (7.866,-7.5) circle (.2) (12,-14) circle (.2);
\draw [fill=pink,draw=none] (12.866,-12.5) circle (.2);
\draw [purple!40] (0,1.4) -- ++(0,2) (1,4) -- ++(3,-3) (-1,4) -- ++(-3,-3)
(0,-1.4) -- ++(0,-2) (1,-4) -- ++(3,+3) (-1,-4) -- ++(-3,+3)
(12,-4.6) -- ++(0,-2) (13,-4) -- ++(3,-3) (11,-4) -- ++(-3,-3)
(12,-9.4) -- ++(0,-2) (13,-12) -- ++(3,+3) (11,-12) -- ++(-3,+3)
;
\draw [purple]
(2,5) -- ++(9,-7) (6.5,-.7) -- ++(9,-7) (1.5,-.5) -- ++(9,-7) (-3.5,-.5) -- ++(9,-7) (1,-6) -- ++(9,-7)
;
\draw [every node/.style={ellipse,draw,thin,inner sep=.5pt}]
node at (-.9,3) {r12}
node at (-5.5,-1.5) {d6}
node at (-.7,-1.5) {g6}
node at (4.5,-1.5) {p6}
node at (-.7,-6.5) {g3}
node at (11.4,-4.4) {i4}
node at (11.3,-9.5) {g2}
node at (6.3,-9.5) {d2}
node at (16.5,-9.5) {p2}
node at (11.3,-14.5) {a1}
;
\draw [every node/.style={circle,draw,thin,inner sep=.5pt}]
node at (0,0) {6}
node at (0,-5) {3}
node at (12,-8) {2}
node at (12,-13) {1}
;
\draw
node at (.7,3) {[6]}
node at (-4.1,-1.5) {[3]$_\mathrm{v}$}
node at (.7,-1.5) {[6]$^+$}
node at (5.9,-1.5) {[3]$_\mathrm{e}$}
node at (.7,-6.5) {[3]$^+$}
node at (12.6,-4.4) {[2]}
node at (12.7,-9.5) {[2]$^+$}
node at (7.5,-9.5) {[1]$_\mathrm{v}$}
node at (17.9,-9.5) {[1]$_\mathrm{e}$}
node at (13,-14.5) {[1]$^+$}
;
\end{tikzpicture}
\end{document}
|
Leaf:
I, the copyright holder of this work, hereby publish it under the following licenses:
This file is licensed under the Creative Commons Attribution-Share Alike 3.0 Unported license.
- Þu most:
- bryttian – to copy, distribute and transmit the work
- to remix – andwendan þæt weorc
- Under the following conditions:
- hlígung – You must give appropriate credit, provide a link to the license, and indicate if changes were made. You may do so in any reasonable manner, but not in any way that suggests the licensor endorses you or your use.
- Efenlice bryttiendlic – Gif þu andwende þis weorc to ohte, þu scleat bryttian þæt andwendede weorc synderlice mid þære ilcan oþþe gelicre leafe swilcre þis brycþ.
| Permission is granted to copy, distribute and/or modify this document under the terms of the GNU Free Documentation License, Version 1.2 or any later version published by the Free Software Foundation; with no Invariant Sections, no Front-Cover Texts, and no Back-Cover Texts. A copy of the license is included in the section entitled GNU Free Documentation License.http://www.gnu.org/copyleft/fdl.htmlGFDLGNU Free Documentation Licensetruetrue |
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| Dæg/Tid | Metungincel | Micelnesse gemetu | Brucend | Ymbspræc | |
|---|---|---|---|---|---|
| nu | 21:20, 4 Ærra Geola 2014 | 886 × 766 (54 KB) | wikimediacommons>Krishnavedala | manually edited SVG file for increased dimensions |
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