\(\newcommand{\footnotename}{footnote}\)
\(\def \LWRfootnote {1}\)
\(\newcommand {\footnote }[2][\LWRfootnote ]{{}^{\mathrm {#1}}}\)
\(\newcommand {\footnotemark }[1][\LWRfootnote ]{{}^{\mathrm {#1}}}\)
\(\let \LWRorighspace \hspace \)
\(\renewcommand {\hspace }{\ifstar \LWRorighspace \LWRorighspace }\)
\(\newcommand {\TextOrMath }[2]{#2}\)
\(\newcommand {\mathnormal }[1]{{#1}}\)
\(\newcommand \ensuremath [1]{#1}\)
\(\newcommand {\LWRframebox }[2][]{\fbox {#2}} \newcommand {\framebox }[1][]{\LWRframebox } \)
\(\newcommand {\setlength }[2]{}\)
\(\newcommand {\addtolength }[2]{}\)
\(\newcommand {\setcounter }[2]{}\)
\(\newcommand {\addtocounter }[2]{}\)
\(\newcommand {\arabic }[1]{}\)
\(\newcommand {\number }[1]{}\)
\(\newcommand {\noalign }[1]{\text {#1}\notag \\}\)
\(\newcommand {\cline }[1]{}\)
\(\newcommand {\directlua }[1]{\text {(directlua)}}\)
\(\newcommand {\luatexdirectlua }[1]{\text {(directlua)}}\)
\(\newcommand {\protect }{}\)
\(\def \LWRabsorbnumber #1 {}\)
\(\def \LWRabsorbquotenumber "#1 {}\)
\(\newcommand {\LWRabsorboption }[1][]{}\)
\(\newcommand {\LWRabsorbtwooptions }[1][]{\LWRabsorboption }\)
\(\def \mathchar {\ifnextchar "\LWRabsorbquotenumber \LWRabsorbnumber }\)
\(\def \mathcode #1={\mathchar }\)
\(\let \delcode \mathcode \)
\(\let \delimiter \mathchar \)
\(\def \oe {\unicode {x0153}}\)
\(\def \OE {\unicode {x0152}}\)
\(\def \ae {\unicode {x00E6}}\)
\(\def \AE {\unicode {x00C6}}\)
\(\def \aa {\unicode {x00E5}}\)
\(\def \AA {\unicode {x00C5}}\)
\(\def \o {\unicode {x00F8}}\)
\(\def \O {\unicode {x00D8}}\)
\(\def \l {\unicode {x0142}}\)
\(\def \L {\unicode {x0141}}\)
\(\def \ss {\unicode {x00DF}}\)
\(\def \SS {\unicode {x1E9E}}\)
\(\def \dag {\unicode {x2020}}\)
\(\def \ddag {\unicode {x2021}}\)
\(\def \P {\unicode {x00B6}}\)
\(\def \copyright {\unicode {x00A9}}\)
\(\def \pounds {\unicode {x00A3}}\)
\(\let \LWRref \ref \)
\(\renewcommand {\ref }{\ifstar \LWRref \LWRref }\)
\( \newcommand {\multicolumn }[3]{#3}\)
\(\require {textcomp}\)
\(\newcommand {\intertext }[1]{\text {#1}\notag \\}\)
\(\let \Hat \hat \)
\(\let \Check \check \)
\(\let \Tilde \tilde \)
\(\let \Acute \acute \)
\(\let \Grave \grave \)
\(\let \Dot \dot \)
\(\let \Ddot \ddot \)
\(\let \Breve \breve \)
\(\let \Bar \bar \)
\(\let \Vec \vec \)
\(\require {mathtools}\)
\(\newcommand {\vcentcolon }{\mathrel {\unicode {x2236}}}\)
\(\newcommand {\approxcolon }{\approx \vcentcolon }\)
\(\newcommand {\Approxcolon }{\approx \dblcolon }\)
\(\newcommand {\simcolon }{\sim \vcentcolon }\)
\(\newcommand {\Simcolon }{\sim \dblcolon }\)
\(\newcommand {\dashcolon }{\mathrel {-}\vcentcolon }\)
\(\newcommand {\Dashcolon }{\mathrel {-}\dblcolon }\)
\(\newcommand {\colondash }{\vcentcolon \mathrel {-}}\)
\(\newcommand {\Colondash }{\dblcolon \mathrel {-}}\)
\(\newenvironment {crampedsubarray}[1]{}{}\)
\(\newcommand {\smashoperator }[2][]{#2\limits }\)
\(\newcommand {\SwapAboveDisplaySkip }{}\)
\(\newcommand {\LaTeXunderbrace }[1]{\underbrace {#1}}\)
\(\newcommand {\LaTeXoverbrace }[1]{\overbrace {#1}}\)
\(\Newextarrow \xLongleftarrow {10,10}{0x21D0}\)
\(\Newextarrow \xLongrightarrow {10,10}{0x21D2}\)
\(\let \xlongleftarrow \xleftarrow \)
\(\let \xlongrightarrow \xrightarrow \)
\(\newcommand {\LWRmultlined }[1][]{\begin {multline*}}\)
\(\newenvironment {multlined}[1][]{\LWRmultlined }{\end {multline*}}\)
\(\let \LWRorigshoveleft \shoveleft \)
\(\renewcommand {\shoveleft }[1][]{\LWRorigshoveleft }\)
\(\let \LWRorigshoveright \shoveright \)
\(\renewcommand {\shoveright }[1][]{\LWRorigshoveright }\)
\(\newcommand {\shortintertext }[1]{\text {#1}\notag \\}\)
\(\newcommand {\tothe }[1]{^{#1}}\)
\(\newcommand {\raiseto }[2]{{#2}^{#1}}\)
\(\newcommand {\LWRsiunitxEND }{}\)
\(\def \LWRsiunitxang #1;#2;#3;#4\LWRsiunitxEND {\ifblank {#1}{}{\num {#1}\degree }\ifblank {#2}{}{\num {#2}^{\unicode {x2032}}}\ifblank {#3}{}{\num {#3}^{\unicode {x2033}}}}\)
\(\newcommand {\ang }[2][]{\LWRsiunitxang #2;;;\LWRsiunitxEND }\)
\(\def \LWRsiunitxdistribunit {}\)
\(\newcommand {\LWRsiunitxENDTWO }{}\)
\(\def \LWRsiunitxprintdecimalsubtwo #1,#2,#3\LWRsiunitxENDTWO {\ifblank {#1}{0}{\mathrm {#1}}\ifblank {#2}{}{{\LWRsiunitxdecimal }\mathrm {#2}}}\)
\(\def \LWRsiunitxprintdecimalsub #1.#2.#3\LWRsiunitxEND {\LWRsiunitxprintdecimalsubtwo #1,,\LWRsiunitxENDTWO \ifblank {#2}{}{{\LWRsiunitxdecimal }\LWRsiunitxprintdecimalsubtwo #2,,\LWRsiunitxENDTWO }}\)
\(\newcommand {\LWRsiunitxprintdecimal }[1]{\LWRsiunitxprintdecimalsub #1...\LWRsiunitxEND }\)
\(\def \LWRsiunitxnumplus #1+#2+#3\LWRsiunitxEND {\ifblank {#2}{\LWRsiunitxprintdecimal {#1}}{\ifblank {#1}{\LWRsiunitxprintdecimal {#2}}{\LWRsiunitxprintdecimal {#1}\unicode {x02B}\LWRsiunitxprintdecimal {#2}}}\LWRsiunitxdistribunit }\)
\(\def \LWRsiunitxnumminus #1-#2-#3\LWRsiunitxEND {\ifblank {#2}{\LWRsiunitxnumplus #1+++\LWRsiunitxEND }{\ifblank {#1}{}{\LWRsiunitxprintdecimal {#1}}\unicode {x02212}\LWRsiunitxprintdecimal {#2}\LWRsiunitxdistribunit }}\)
\(\def \LWRsiunitxnumpmmacro #1\pm #2\pm #3\LWRsiunitxEND {\ifblank {#2}{\LWRsiunitxnumminus #1---\LWRsiunitxEND }{\LWRsiunitxprintdecimal {#1}\unicode {x0B1}\LWRsiunitxprintdecimal {#2}\LWRsiunitxdistribunit }}\)
\(\def \LWRsiunitxnumpm #1+-#2+-#3\LWRsiunitxEND {\ifblank {#2}{\LWRsiunitxnumpmmacro #1\pm \pm \pm \LWRsiunitxEND }{\LWRsiunitxprintdecimal {#1}\unicode {x0B1}\LWRsiunitxprintdecimal {#2}\LWRsiunitxdistribunit }}\)
\(\newcommand {\LWRsiunitxnumscientific }[2]{\ifblank {#1}{}{\ifstrequal {#1}{-}{-}{\LWRsiunitxprintdecimal {#1}\times }}10^{\LWRsiunitxprintdecimal {#2}}\LWRsiunitxdistribunit }\)
\(\def \LWRsiunitxnumD #1D#2D#3\LWRsiunitxEND {\ifblank {#2}{\LWRsiunitxnumpm #1+-+-\LWRsiunitxEND }{\mathrm {\LWRsiunitxnumscientific {#1}{#2}}}}\)
\(\def \LWRsiunitxnumd #1d#2d#3\LWRsiunitxEND {\ifblank {#2}{\LWRsiunitxnumD #1DDD\LWRsiunitxEND }{\mathrm {\LWRsiunitxnumscientific {#1}{#2}}}}\)
\(\def \LWRsiunitxnumE #1E#2E#3\LWRsiunitxEND {\ifblank {#2}{\LWRsiunitxnumd #1ddd\LWRsiunitxEND }{\mathrm {\LWRsiunitxnumscientific {#1}{#2}}}}\)
\(\def \LWRsiunitxnume #1e#2e#3\LWRsiunitxEND {\ifblank {#2}{\LWRsiunitxnumE #1EEE\LWRsiunitxEND }{\mathrm {\LWRsiunitxnumscientific {#1}{#2}}}}\)
\(\def \LWRsiunitxnumx #1x#2x#3x#4\LWRsiunitxEND {\ifblank {#2}{\LWRsiunitxnume #1eee\LWRsiunitxEND }{\ifblank {#3}{\LWRsiunitxnume #1eee\LWRsiunitxEND \times \LWRsiunitxnume #2eee\LWRsiunitxEND }{\LWRsiunitxnume #1eee\LWRsiunitxEND
\times \LWRsiunitxnume #2eee\LWRsiunitxEND \times \LWRsiunitxnume #3eee\LWRsiunitxEND }}}\)
\(\newcommand {\num }[2][]{\LWRsiunitxnumx #2xxxxx\LWRsiunitxEND }\)
\(\newcommand {\si }[2][]{\mathrm {\gsubstitute {#2}{~}{\,}}}\)
\(\def \LWRsiunitxSIopt #1[#2]#3{\def \LWRsiunitxdistribunit {\,\si {#3}}{#2}\num {#1}\def \LWRsiunitxdistribunit {}}\)
\(\newcommand {\LWRsiunitxSI }[2]{\def \LWRsiunitxdistribunit {\,\si {#2}}\num {#1}\def \LWRsiunitxdistribunit {}}\)
\(\newcommand {\SI }[2][]{\ifnextchar [{\LWRsiunitxSIopt {#2}}{\LWRsiunitxSI {#2}}}\)
\(\newcommand {\numlist }[2][]{\text {#2}}\)
\(\newcommand {\numrange }[3][]{\num {#2}\ \LWRsiunitxrangephrase \ \num {#3}}\)
\(\newcommand {\SIlist }[3][]{\text {#2}\,\si {#3}}\)
\(\newcommand {\SIrange }[4][]{\num {#2}\,#4\ \LWRsiunitxrangephrase \ \num {#3}\,#4}\)
\(\newcommand {\tablenum }[2][]{\mathrm {#2}}\)
\(\newcommand {\ampere }{\mathrm {A}}\)
\(\newcommand {\candela }{\mathrm {cd}}\)
\(\newcommand {\kelvin }{\mathrm {K}}\)
\(\newcommand {\kilogram }{\mathrm {kg}}\)
\(\newcommand {\metre }{\mathrm {m}}\)
\(\newcommand {\mole }{\mathrm {mol}}\)
\(\newcommand {\second }{\mathrm {s}}\)
\(\newcommand {\becquerel }{\mathrm {Bq}}\)
\(\newcommand {\degreeCelsius }{\unicode {x2103}}\)
\(\newcommand {\coulomb }{\mathrm {C}}\)
\(\newcommand {\farad }{\mathrm {F}}\)
\(\newcommand {\gray }{\mathrm {Gy}}\)
\(\newcommand {\hertz }{\mathrm {Hz}}\)
\(\newcommand {\henry }{\mathrm {H}}\)
\(\newcommand {\joule }{\mathrm {J}}\)
\(\newcommand {\katal }{\mathrm {kat}}\)
\(\newcommand {\lumen }{\mathrm {lm}}\)
\(\newcommand {\lux }{\mathrm {lx}}\)
\(\newcommand {\newton }{\mathrm {N}}\)
\(\newcommand {\ohm }{\mathrm {\Omega }}\)
\(\newcommand {\pascal }{\mathrm {Pa}}\)
\(\newcommand {\radian }{\mathrm {rad}}\)
\(\newcommand {\siemens }{\mathrm {S}}\)
\(\newcommand {\sievert }{\mathrm {Sv}}\)
\(\newcommand {\steradian }{\mathrm {sr}}\)
\(\newcommand {\tesla }{\mathrm {T}}\)
\(\newcommand {\volt }{\mathrm {V}}\)
\(\newcommand {\watt }{\mathrm {W}}\)
\(\newcommand {\weber }{\mathrm {Wb}}\)
\(\newcommand {\day }{\mathrm {d}}\)
\(\newcommand {\degree }{\mathrm {^\circ }}\)
\(\newcommand {\hectare }{\mathrm {ha}}\)
\(\newcommand {\hour }{\mathrm {h}}\)
\(\newcommand {\litre }{\mathrm {l}}\)
\(\newcommand {\liter }{\mathrm {L}}\)
\(\newcommand {\arcminute }{^\prime }\)
\(\newcommand {\minute }{\mathrm {min}}\)
\(\newcommand {\arcsecond }{^{\prime \prime }}\)
\(\newcommand {\tonne }{\mathrm {t}}\)
\(\newcommand {\astronomicalunit }{au}\)
\(\newcommand {\atomicmassunit }{u}\)
\(\newcommand {\bohr }{\mathit {a}_0}\)
\(\newcommand {\clight }{\mathit {c}_0}\)
\(\newcommand {\dalton }{\mathrm {D}_\mathrm {a}}\)
\(\newcommand {\electronmass }{\mathit {m}_{\mathrm {e}}}\)
\(\newcommand {\electronvolt }{\mathrm {eV}}\)
\(\newcommand {\elementarycharge }{\mathit {e}}\)
\(\newcommand {\hartree }{\mathit {E}_{\mathrm {h}}}\)
\(\newcommand {\planckbar }{\mathit {\unicode {x210F}}}\)
\(\newcommand {\angstrom }{\mathrm {\unicode {x212B}}}\)
\(\let \LWRorigbar \bar \)
\(\newcommand {\bar }{\mathrm {bar}}\)
\(\newcommand {\barn }{\mathrm {b}}\)
\(\newcommand {\bel }{\mathrm {B}}\)
\(\newcommand {\decibel }{\mathrm {dB}}\)
\(\newcommand {\knot }{\mathrm {kn}}\)
\(\newcommand {\mmHg }{\mathrm {mmHg}}\)
\(\newcommand {\nauticalmile }{\mathrm {M}}\)
\(\newcommand {\neper }{\mathrm {Np}}\)
\(\newcommand {\yocto }{\mathrm {y}}\)
\(\newcommand {\zepto }{\mathrm {z}}\)
\(\newcommand {\atto }{\mathrm {a}}\)
\(\newcommand {\femto }{\mathrm {f}}\)
\(\newcommand {\pico }{\mathrm {p}}\)
\(\newcommand {\nano }{\mathrm {n}}\)
\(\newcommand {\micro }{\mathrm {\unicode {x00B5}}}\)
\(\newcommand {\milli }{\mathrm {m}}\)
\(\newcommand {\centi }{\mathrm {c}}\)
\(\newcommand {\deci }{\mathrm {d}}\)
\(\newcommand {\deca }{\mathrm {da}}\)
\(\newcommand {\hecto }{\mathrm {h}}\)
\(\newcommand {\kilo }{\mathrm {k}}\)
\(\newcommand {\mega }{\mathrm {M}}\)
\(\newcommand {\giga }{\mathrm {G}}\)
\(\newcommand {\tera }{\mathrm {T}}\)
\(\newcommand {\peta }{\mathrm {P}}\)
\(\newcommand {\exa }{\mathrm {E}}\)
\(\newcommand {\zetta }{\mathrm {Z}}\)
\(\newcommand {\yotta }{\mathrm {Y}}\)
\(\newcommand {\percent }{\mathrm {\%}}\)
\(\newcommand {\meter }{\mathrm {m}}\)
\(\newcommand {\metre }{\mathrm {m}}\)
\(\newcommand {\gram }{\mathrm {g}}\)
\(\newcommand {\kg }{\kilo \gram }\)
\(\newcommand {\of }[1]{_{\mathrm {#1}}}\)
\(\newcommand {\squared }{^2}\)
\(\newcommand {\square }[1]{\mathrm {#1}^2}\)
\(\newcommand {\cubed }{^3}\)
\(\newcommand {\cubic }[1]{\mathrm {#1}^3}\)
\(\newcommand {\per }{\,\mathrm {/}}\)
\(\newcommand {\celsius }{\unicode {x2103}}\)
\(\newcommand {\fg }{\femto \gram }\)
\(\newcommand {\pg }{\pico \gram }\)
\(\newcommand {\ng }{\nano \gram }\)
\(\newcommand {\ug }{\micro \gram }\)
\(\newcommand {\mg }{\milli \gram }\)
\(\newcommand {\g }{\gram }\)
\(\newcommand {\kg }{\kilo \gram }\)
\(\newcommand {\amu }{\mathrm {u}}\)
\(\newcommand {\pm }{\pico \metre }\)
\(\newcommand {\nm }{\nano \metre }\)
\(\newcommand {\um }{\micro \metre }\)
\(\newcommand {\mm }{\milli \metre }\)
\(\newcommand {\cm }{\centi \metre }\)
\(\newcommand {\dm }{\deci \metre }\)
\(\newcommand {\m }{\metre }\)
\(\newcommand {\km }{\kilo \metre }\)
\(\newcommand {\as }{\atto \second }\)
\(\newcommand {\fs }{\femto \second }\)
\(\newcommand {\ps }{\pico \second }\)
\(\newcommand {\ns }{\nano \second }\)
\(\newcommand {\us }{\micro \second }\)
\(\newcommand {\ms }{\milli \second }\)
\(\newcommand {\s }{\second }\)
\(\newcommand {\fmol }{\femto \mol }\)
\(\newcommand {\pmol }{\pico \mol }\)
\(\newcommand {\nmol }{\nano \mol }\)
\(\newcommand {\umol }{\micro \mol }\)
\(\newcommand {\mmol }{\milli \mol }\)
\(\newcommand {\mol }{\mol }\)
\(\newcommand {\kmol }{\kilo \mol }\)
\(\newcommand {\pA }{\pico \ampere }\)
\(\newcommand {\nA }{\nano \ampere }\)
\(\newcommand {\uA }{\micro \ampere }\)
\(\newcommand {\mA }{\milli \ampere }\)
\(\newcommand {\A }{\ampere }\)
\(\newcommand {\kA }{\kilo \ampere }\)
\(\newcommand {\ul }{\micro \litre }\)
\(\newcommand {\ml }{\milli \litre }\)
\(\newcommand {\l }{\litre }\)
\(\newcommand {\hl }{\hecto \litre }\)
\(\newcommand {\uL }{\micro \liter }\)
\(\newcommand {\mL }{\milli \liter }\)
\(\newcommand {\L }{\liter }\)
\(\newcommand {\hL }{\hecto \liter }\)
\(\newcommand {\mHz }{\milli \hertz }\)
\(\newcommand {\Hz }{\hertz }\)
\(\newcommand {\kHz }{\kilo \hertz }\)
\(\newcommand {\MHz }{\mega \hertz }\)
\(\newcommand {\GHz }{\giga \hertz }\)
\(\newcommand {\THz }{\tera \hertz }\)
\(\newcommand {\mN }{\milli \newton }\)
\(\newcommand {\N }{\newton }\)
\(\newcommand {\kN }{\kilo \newton }\)
\(\newcommand {\MN }{\mega \newton }\)
\(\newcommand {\Pa }{\pascal }\)
\(\newcommand {\kPa }{\kilo \pascal }\)
\(\newcommand {\MPa }{\mega \pascal }\)
\(\newcommand {\GPa }{\giga \pascal }\)
\(\newcommand {\mohm }{\milli \ohm }\)
\(\newcommand {\kohm }{\kilo \ohm }\)
\(\newcommand {\Mohm }{\mega \ohm }\)
\(\newcommand {\pV }{\pico \volt }\)
\(\newcommand {\nV }{\nano \volt }\)
\(\newcommand {\uV }{\micro \volt }\)
\(\newcommand {\mV }{\milli \volt }\)
\(\newcommand {\V }{\volt }\)
\(\newcommand {\kV }{\kilo \volt }\)
\(\newcommand {\W }{\watt }\)
\(\newcommand {\uW }{\micro \watt }\)
\(\newcommand {\mW }{\milli \watt }\)
\(\newcommand {\kW }{\kilo \watt }\)
\(\newcommand {\MW }{\mega \watt }\)
\(\newcommand {\GW }{\giga \watt }\)
\(\newcommand {\J }{\joule }\)
\(\newcommand {\uJ }{\micro \joule }\)
\(\newcommand {\mJ }{\milli \joule }\)
\(\newcommand {\kJ }{\kilo \joule }\)
\(\newcommand {\eV }{\electronvolt }\)
\(\newcommand {\meV }{\milli \electronvolt }\)
\(\newcommand {\keV }{\kilo \electronvolt }\)
\(\newcommand {\MeV }{\mega \electronvolt }\)
\(\newcommand {\GeV }{\giga \electronvolt }\)
\(\newcommand {\TeV }{\tera \electronvolt }\)
\(\newcommand {\kWh }{\kilo \watt \hour }\)
\(\newcommand {\F }{\farad }\)
\(\newcommand {\fF }{\femto \farad }\)
\(\newcommand {\pF }{\pico \farad }\)
\(\newcommand {\K }{\mathrm {K}}\)
\(\newcommand {\dB }{\mathrm {dB}}\)
\(\newcommand {\kibi }{\mathrm {Ki}}\)
\(\newcommand {\mebi }{\mathrm {Mi}}\)
\(\newcommand {\gibi }{\mathrm {Gi}}\)
\(\newcommand {\tebi }{\mathrm {Ti}}\)
\(\newcommand {\pebi }{\mathrm {Pi}}\)
\(\newcommand {\exbi }{\mathrm {Ei}}\)
\(\newcommand {\zebi }{\mathrm {Zi}}\)
\(\newcommand {\yobi }{\mathrm {Yi}}\)
\(\let \unit \si \)
\(\let \qty \SI \)
\(\let \qtylist \SIlist \)
\(\let \qtyrange \SIrange \)
\(\let \numproduct \num \)
\(\let \qtyproduct \SI \)
\(\let \complexnum \num \)
\(\newcommand {\complexqty }[3][]{(\complexnum {#2})\si {#3}}\)
\(\def \LWRsiunitxrangephrase {\TextOrMath { }{\ }\protect \mbox {to}\TextOrMath { }{\ }}\)
\(\def \LWRsiunitxdecimal {.}\)
3 Additional macros ¶
\WCangle [⟨ number ⟩ ] {⟨ angle pos ⟩ }{⟨ angle shift ⟩ }{⟨ pos ⟩ }{⟨ sep ⟩ }¶
This command gives the angle in degrees of the point which is constructed as follows.
1. Consider the inner start angle and the inner end angle of slice ⟨ number ⟩ . This ⟨ number ⟩ is computed modulo the total number of slices. Form the convex combination of these two angles with parameter ⟨ angle pos ⟩ . Then add ⟨ angle shift ⟩ . Then consider the point with this angle and as radius the inner radius.
2. Consider the similar point constructed with the outer start angle, the outer end angle and the outer radius of slice ⟨ number ⟩ . Then construct the
straight line between those two points.
3. Consider the radius given by the command \WCradius with arguments ⟨ number ⟩ , ⟨ pos ⟩ and ⟨ sep ⟩ .
4. Consider the intersection of the previous line and the arc with the previous radius. The command \WCangle gives the angle in degrees of this point.
The default value for ⟨ number ⟩ is \WCcount .
The command \WCangle can be used in the ⟨ options ⟩ of the command \wheelchart . It can also be used after the command
\wheelchart . In that case, the computed angles will correspond to the last \wheelchart .
The command \WCangle should not be used with a plot.
copy
\usepackage {siunitx} \begin {tikzpicture }\sisetup {round-mode=places ,round-precision=2 } \wheelchart counterclockwise data slice \WCcount \ \ inner start angle: \ang { \WCangle \ \ inner end angle: \ang { \WCangle \ \ outer start angle: \ang { \WCangle \ \ outer end angle: \ang { \WCangle \ \ inner radius: \WCradius \ \ outer radius: \WCradius , gap 0.2 , inner radius{list} ={2.2,2,1.8} , legend entry { \fill [Dandelion ] (\WCcoordinate[\WCcount +1]{inner start}) circle[ radius 4pt ]; \fill [RubineRed ] (\WCcoordinate{inner end}) circle[ radius 4pt ]; \fill [YellowGreen ] (\WCcoordinate[\WCcount +1]{outer start}) circle[ radius 4pt ]; \fill [RoyalPurple ] (\WCcoordinate{outer end}) circle[ radius 4pt ]; \draw [-> ,dashed ] (\WCpoint[\WCcount -1]{0.6}{0}{0.5}{0}) --(\WCpoint{0.4}{0}{0.5}{0}) ; \draw [dashed ] (\WCcoordinate{inner end}) --(\WCpoint{1}{0}{1}{\WClistsep}) coordinate (A) ; \draw [dashed ] (\WCcoordinate[\WCcount +1]{inner start}) --(\WCpoint[\WCcount +1]{0}{0}{1}{1}) coordinate (B) ; \draw [<-> ] (A) --(B) node[\WClistpos ,midway ] { gap }; } , outer radius{list} ={2.8,3,3.2} , slices style{list} ={Gray!25 ,Gray!50 ,Gray!75 }, start angle 0 , total count 3 , WClistpos ={above left,below left,right} , WClistsep ={1.2,1.2,0.6} ]{}\node [align =left ] (N) at (-1.5,-6.5) { The outer end angle of slice 2 is \ang { \WCangle 2 ]{1 }{0 }{1 }{0 }}.\ \ The outer radius of slice 3 is \WCradius 3 ]{1 }{0 }.\draw [-> ] (\WCcoordinate[2]{outer end}) -- (N) node [left ,pos =0.7 ,align =left ] {These can be referenced \ \after the command \textbackslash wheelchart };\draw [-> ] (\WCpoint[3]{0.2}{0}{1}{0}) -- (N) ;\end {tikzpicture }
\WCcoordinate [⟨ number ⟩ ] {⟨ name ⟩ }¶
• If the key discrete is false then this command gives the coordinate positioned at ⟨ name ⟩ of slice ⟨ number ⟩ . The ⟨ name ⟩ can be inner end , inner start , outer end or outer start .
• If the key discrete is true then this command gives the coordinate positioned at point ⟨ name ⟩ of slice ⟨ number ⟩ . The ⟨ name ⟩ can be an integer from 1 till the number of points of slice ⟨ number ⟩ .
The ⟨ number ⟩ is computed modulo the total number of slices.
The default value for ⟨ number ⟩ is \WCcount .
The command \WCcoordinate can be used in the ⟨ options ⟩ of the command \wheelchart . It can also be used after the
command \wheelchart . In that case, the coordinate will correspond to the last \wheelchart .
If the key discrete is true then this macro gives the current number of the TikZ pic from the key discrete pic .
This macro is similar to \WCmidangle but also takes into account the keys data angle pos , data angle shift , data pos and data sep (with respect to the key counterclockwise ).
\WCetocthenumberofpages ¶
These macros are defined when the key etoc level is used.
This macro is defined when the key WClist ⟨ name ⟩ is used and gives the element in the ⟨ list ⟩ given to the key WClist ⟨ name ⟩ with as index \WCcount modulo the length of this ⟨ list ⟩ . The ⟨ name ⟩ is the one given to the key WClist ⟨ name ⟩ .
This macro displays \WCpercentagerounded followed by a % symbol.
If the package siunitx is loaded then the following code is used outside the key arc data . The package siunitx can be loaded before or after the package wheelchart .
If the package siunitx is not loaded then the following code is used outside the key arc data .
Inside the key arc data , the following code is used.
This macro gives the percentage of the current slice where the total is computed with the values of the key value . Note that rounding errors can occur.
This macro displays \WCpercentage rounded up to the number of decimals determined by the key perc precision .
\WCpoint [⟨ number ⟩ ] {⟨ angle pos ⟩ }{⟨ angle shift ⟩ }{⟨ pos ⟩ }{⟨ sep ⟩ }¶
This command gives the point where the angle is determined by \WCangle and the radius by \WCradius computed with the given arguments.
The ⟨ number ⟩ is computed modulo the total number of slices.
The default value for ⟨ number ⟩ is \WCcount .
The command \WCpoint can be used in the ⟨ options ⟩ of the command \wheelchart . It can also be used after the command
\wheelchart . In that case, the point will correspond to the last \wheelchart .
The command \WCpoint should not be used with a plot.
\WCradius [⟨ number ⟩ ] {⟨ pos ⟩ }{⟨ sep ⟩ }¶
This command gives the convex combination with parameter ⟨ pos ⟩ of the inner radius of slice ⟨ number ⟩ minus ⟨ sep ⟩ and the outer radius of slice ⟨ number ⟩ plus ⟨ sep ⟩ .
The ⟨ number ⟩ is computed modulo the total number of slices.
The default value for ⟨ number ⟩ is \WCcount .
The command \WCradius can be used in the ⟨ options ⟩ of the command \wheelchart . It can also be used after the command
\wheelchart . In that case, the computed radius will correspond to the last \wheelchart .
The command \WCradius should not be used with a plot.
The ⟨ wheelchart data ⟩ in the command \wheelchart is a list in which the items are separated by the value of the key separator rows . Each item in this list corresponds to one slice of the wheelchart and consists of data separated by the value of the key separator columns . With the initial settings, these individual data are interpreted
as the macros \WCvarA , \WCvarB , \WCvarC , …, \WCvarZ , \WCvarAA and so on and can be accessed within the ⟨ options ⟩ of the command \wheelchart if applicable.
The names of these macros can be specified with ⟨ prefix ⟩ and ⟨ name ⟩ which are determined by
respectively the keys header prefix and header .
Initially, only \WCvarA , \WCvarB and \WCvarC are used for value=\WCvarA , slices style=\WCvarB and data=\WCvarC .
Other ways to specify data are by using for example a list such as an array with the package tikz , a list with the package listofitems or with the key WClist ⟨ name ⟩ .
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\usetikzlibrary {patterns} \begin {tikzpicture }\pgfkeys { /wheelchart , gap header { value ,color,text,vitamins,pattern, explode , data angle shift,border} , header prefix my , value 1 \wheelchart data radius {0.5}{3} , slices style \mycolor !70 ,draw =\myborder ultra thick ,pattern =\mypattern pattern color =\mycolor !70} wheel data \mytext \exampleforthismanual \wheelchart data \textcolor {\mycolor }{Vitamins}\ \ \myvitamins radius {3.1}{4} , slices arrow {1}{0.2} , slices style \mycolor \exampleforthismanual \end {tikzpicture }
