迎接2019年圆周率日:如何画出π字母?

迎接2019年圆周率日:如何画出π字母?

首先:别忘了,就在140年前,艾尔伯特爱因斯坦出生;但就在一年前,史蒂芬·威廉·霍金去世了。这对科学来说是多么特别的一天啊!


问题

如何字母 π不是以标准方式(即\pi)?

我的意思是“绘制”,而不是“键入”!今天不会有\pi,但会有类似这样的内容

\documentclass[tikz]{standalone}
\begin{document}
\begin{tikzpicture}
\draw (0,2)--(3,2);
\draw (1,0)--(1,2);
\draw (2,0)--(2,2);
\end{tikzpicture}
\end{document}

在此处输入图片描述

(灵感来自大卫·卡莱尔– 我在 Ti 中画了这个Z 只是因为我不知道如何使用picture;))

或这个

\documentclass[tikz]{standalone}
\usepackage{tikzducks}
\begin{document}
\begin{tikzpicture}
\duck
\duck[xshift=1cm,yshift=2cm]
\duck[xshift=1cm,yshift=4cm]
\duck[xshift=1cm,yshift=6cm]
\duck[xshift=0cm,yshift=8cm]
\duck[xshift=-2cm,yshift=7.5cm]
\duck[xshift=2cm,yshift=8cm]
\duck[xshift=4cm,yshift=8cm]
\duck[xshift=6cm,yshift=8cm]
\duck[xshift=8cm,yshift=8cm]
\duck[xshift=5cm,yshift=6cm]
\duck[xshift=5cm,yshift=4cm]
\duck[xshift=5.5cm,yshift=2cm]
\duck[xshift=6.5cm,yshift=0cm]
\duck[xshift=8cm,yshift=1cm]
\node[font=\huge] at (4,11) {Happy $\pi$ day with \verb|tikzducks|!};
\end{tikzpicture}
\end{document}

在此处输入图片描述

它们是我最自豪的 π 画作,今天是圆周率日,我很想看看你的!


好吧,为什么我没有将提问时间延迟 8 分钟?我是在 UTC 时间 1:51:31 提问的,而今年的“圆周率秒”是今天 1:59:26!

答案1

以下是\shapepar,非常感谢流框架

在此处输入图片描述

\documentclass{article}
\usepackage[utf8]{inputenc}
\usepackage[T1]{fontenc}
\usepackage{libertine}
\usepackage{shapepar}

\newcommand{\sep}{\discretionary{}{}{}}

\begin{document}

\small%
\shapepar[1.00375pt]{{137.821777}%
{0.0}b{27.0}%
\\{0.0}t{27.0}{249.0}%
\\{11.955168}t{14.0}{250.0}%
\\{23.910336}t{2.0}{249.0}%
\\{27.074219}t{0.0}{135.5}st{135.5}{111.5}%
\\{35.865504}t{57.0}{35.0}t{179.0}{35.0}%
\\{47.820672}t{56.0}{34.0}t{178.0}{34.0}%
\\{59.775841}t{55.0}{34.0}t{177.0}{34.0}%
\\{71.731009}t{53.0}{35.0}t{175.0}{35.0}%
\\{83.686177}t{52.0}{34.0}t{174.0}{34.0}%
\\{95.641345}t{51.0}{34.0}t{173.0}{34.0}%
\\{107.596513}t{49.0}{35.0}t{171.0}{35.0}%
\\{119.551681}t{48.0}{34.0}t{170.0}{34.0}%
\\{131.506849}t{47.0}{34.0}t{169.0}{34.0}%
\\{135.137695}t{46.0}{35.0}t{168.0}{35.0}%
\\{143.462017}t{45.0}{35.0}t{168.0}{34.0}%
\\{154.276367}t{44.0}{34.0}t{166.0}{35.0}%
\\{155.417186}t{44.0}{34.0}t{166.0}{35.0}%
\\{163.378906}t{43.0}{34.0}t{166.0}{34.0}%
\\{167.372354}t{43.0}{34.0}t{165.0}{35.0}t{256.0}{3.0}%
\\{171.936859}t{42.0}{34.0}t{165.0}{35.0}t{253.0}{8.0}%
\\{179.327522}t{41.0}{35.0}t{165.0}{35.0}t{248.0}{13.0}%
\\{182.050781}t{41.0}{34.0}t{165.0}{36.0}t{245.0}{15.0}%
\\{187.185547}t{40.0}{35.0}t{166.0}{36.0}t{240.0}{17.0}%
\\{191.28269}t{40.0}{34.0}t{166.0}{39.0}t{235.0}{19.0}%
\\{193.214996}t{40.0}{34.0}t{166.0}{40.0}t{232.0}{20.0}%
\\{197.688477}t{39.0}{35.0}t{167.0}{50.0}jt{217.0}{31.0}%
\\{198.388672}t{39.0}{35.0}t{167.0}{80.0}%
\\{203.237858}t{39.0}{34.0}t{169.0}{72.0}%
\\{207.880219}t{38.0}{34.0}t{171.0}{64.0}%
\\{207.958008}t{38.0}{34.0}t{171.0}{64.0}%
\\{215.193026}t{37.0}{19.0}t{175.0}{49.0}%
\\{215.660156}t{37.0}{18.0}t{176.0}{47.0}%
\\{222.195312}t{37.0}{2.0}t{186.0}{23.0}%
\\{222.195312}e{37.0}%
\\{223.362305}t{191.0}{13.0}%
\\{223.362305}e{191.0}%
}%
3\sep{}.\sep{}1\sep{}4\sep{}1\sep{}5\sep{}9\sep{}2\sep{}6\sep{}5\sep{}3\sep{}5\sep{}8\sep{}9\sep{}7\sep{}9\sep{}3\sep{}2\sep{}3\sep{}8\sep{}4\sep{}6\sep{}2\sep{}6\sep{}4\sep{}3\sep{}3\sep{}8\sep{}3\sep{}2\sep{}7\sep{}9\sep{}5\sep{}0\sep{}2\sep{}8\sep{}8\sep{}4\sep{}1\sep{}9\sep{}7\sep{}1\sep{}6\sep{}9\sep{}3\sep{}9\sep{}9\sep{}3\sep{}7\sep{}5\sep{}1\sep{}0\sep{}5\sep{}8\sep{}2\sep{}0\sep{}9\sep{}7\sep{}4\sep{}9\sep{}4\sep{}4\sep{}5\sep{}9\sep{}2\sep{}3\sep{}0\sep{}7\sep{}8\sep{}1\sep{}6\sep{}4\sep{}0\sep{}6\sep{}2\sep{}8\sep{}6\sep{}2\sep{}0\sep{}8\sep{}9\sep{}9\sep{}8\sep{}6\sep{}2\sep{}8\sep{}0\sep{}3\sep{}4\sep{}8\sep{}2\sep{}5\sep{}3\sep{}4\sep{}2\sep{}1\sep{}1\sep{}7\sep{}0\sep{}6\sep{}7\sep{}9\sep{}8\sep{}2\sep{}1\sep{}4\sep{}8\sep{}0\sep{}8\sep{}6\sep{}5\sep{}1\sep{}3\sep{}2\sep{}8\sep{}2\sep{}3\sep{}0\sep{}6\sep{}6\sep{}4\sep{}7\sep{}0\sep{}9\sep{}3\sep{}8\sep{}4\sep{}4\sep{}6\sep{}0\sep{}9\sep{}5\sep{}5\sep{}0\sep{}5\sep{}8\sep{}2\sep{}2\sep{}3\sep{}1\sep{}7\sep{}2\sep{}5\sep{}3\sep{}5\sep{}9\sep{}4\sep{}0\sep{}8\sep{}1\sep{}2\sep{}8\sep{}4\sep{}8\sep{}1\sep{}1\sep{}1\sep{}7\sep{}4\sep{}5\sep{}0\sep{}2\sep{}8\sep{}4\sep{}1\sep{}0\sep{}2\sep{}7\sep{}0\sep{}1\sep{}9\sep{}3\sep{}8\sep{}5\sep{}2\sep{}1\sep{}1\sep{}0\sep{}5\sep{}5\sep{}5\sep{}9\sep{}6\sep{}4\sep{}4\sep{}6\sep{}2\sep{}2\sep{}9\sep{}4\sep{}8\sep{}9\sep{}5\sep{}4\sep{}9\sep{}3\sep{}0\sep{}3\sep{}8\sep{}1\sep{}9\sep{}6\sep{}4\sep{}4\sep{}2\sep{}8\sep{}8\sep{}1\sep{}0\sep{}9\sep{}7\sep{}5\sep{}6\sep{}6\sep{}5\sep{}9\sep{}3\sep{}3\sep{}4\sep{}4\sep{}6\sep{}1\sep{}2\sep{}8\sep{}4\sep{}7\sep{}5\sep{}6\sep{}4\sep{}8\sep{}2\sep{}3\sep{}3\sep{}7\sep{}8\sep{}6\sep{}7\sep{}8\sep{}3\sep{}1\sep{}6\sep{}5\sep{}2\sep{}7\sep{}1\sep{}2\sep{}0\sep{}1\sep{}9\sep{}0\sep{}9\sep{}1\sep{}4\sep{}5\sep{}6\sep{}4\sep{}8\sep{}5\sep{}6\sep{}6\sep{}9\sep{}2\sep{}3\sep{}4\sep{}6\sep{}0\sep{}3\sep{}4\sep{}8\sep{}6\sep{}1\sep{}0\sep{}4\sep{}5\sep{}4\sep{}3\sep{}2\sep{}6\sep{}6\sep{}4\sep{}8\sep{}2\sep{}1\sep{}3\sep{}3\sep{}9\sep{}3\sep{}6\sep{}0\sep{}7\sep{}2\sep{}6\sep{}0\sep{}2\sep{}4\sep{}9\sep{}1\sep{}4\sep{}1\sep{}2\sep{}7\sep{}3\sep{}7\sep{}2\sep{}4\sep{}5\sep{}8\sep{}7\sep{}0\sep{}0\sep{}6\sep{}6\sep{}0\sep{}6\sep{}3\sep{}1\sep{}5\sep{}5\sep{}8\sep{}8\sep{}1\sep{}7\sep{}4\sep{}8\sep{}8\sep{}1\sep{}5\sep{}2\sep{}0\sep{}9\sep{}2\sep{}0\sep{}9\sep{}6\sep{}2\sep{}8\sep{}2\sep{}9\sep{}2\sep{}5\sep{}4\sep{}0\sep{}9\sep{}1\sep{}7\sep{}1\sep{}5\sep{}3\sep{}6\sep{}4\sep{}3\sep{}6\sep{}7\sep{}8\sep{}9\sep{}2\sep{}5\sep{}9\sep{}0\sep{}3\sep{}6\sep{}0\sep{}0\sep{}1\sep{}1\sep{}3\sep{}3\sep{}0\sep{}5\sep{}3\sep{}0\sep{}5\sep{}4\sep{}8\sep{}8\sep{}2\sep{}0\sep{}4\sep{}6\sep{}6\sep{}5\sep{}2\sep{}1\sep{}3\sep{}8\sep{}4\sep{}1\sep{}4\sep{}6\sep{}9\sep{}5\sep{}1\sep{}9\sep{}4\sep{}1\sep{}5\sep{}1\sep{}1\sep{}6\sep{}0\sep{}9\sep{}4\sep{}3\sep{}3\sep{}0\sep{}5\sep{}7\sep{}2\sep{}7\sep{}0\sep{}3\sep{}6\sep{}5\sep{}7\sep{}5\sep{}9\sep{}5\sep{}9\sep{}1\sep{}9\sep{}5\sep{}3\sep{}0\sep{}9\sep{}2\sep{}1\sep{}8\sep{}6\sep{}1\sep{}1\sep{}7\sep{}3\sep{}8\sep{}1\sep{}9\sep{}3\sep{}2\sep{}6\sep{}1\sep{}1\sep{}7\sep{}9\sep{}3\sep{}1\sep{}0\sep{}5\sep{}1\sep{}1\sep{}8\sep{}5\sep{}4\sep{}8\sep{}0\sep{}7\sep{}4\sep{}4\sep{}6\sep{}2\sep{}3\sep{}7\sep{}9\sep{}9\sep{}6\sep{}2\sep{}7\sep{}4\sep{}9\sep{}5\sep{}6\sep{}7\sep{}3\sep{}5\sep{}1\sep{}8\sep{}8\sep{}5\sep{}7\sep{}5\sep{}2\sep{}7\sep{}2\sep{}4\sep{}8\sep{}9\sep{}1\sep{}2\sep{}2\sep{}7\sep{}9\sep{}3\sep{}8\sep{}1\sep{}8\sep{}3\sep{}0\sep{}1\sep{}1\sep{}9\sep{}4\sep{}9\sep{}1\sep{}2\sep{}9\sep{}8\sep{}3\sep{}3\sep{}6\sep{}7\sep{}3\sep{}3\sep{}6\sep{}2\sep{}4\sep{}4\sep{}0\sep{}6\sep{}5\sep{}6\sep{}6\sep{}4\sep{}3\sep{}0\sep{}8\sep{}6\sep{}0\sep{}2\sep{}1\sep{}3\sep{}9\sep{}4\sep{}9\sep{}4\sep{}6\sep{}3\sep{}9\sep{}5\sep{}2\sep{}2\sep{}4\sep{}7\sep{}3\sep{}7\sep{}1\sep{}9\sep{}0\sep{}7\sep{}0\sep{}2\sep{}1\sep{}7\sep{}9\sep{}8\sep{}6\sep{}0\sep{}9\sep{}4\sep{}3\sep{}7\sep{}0\sep{}2\sep{}7\sep{}7\sep{}0\sep{}5\sep{}3\sep{}9\sep{}2\sep{}1\sep{}7\sep{}1\sep{}7\sep{}6\sep{}2\sep{}9\sep{}3\sep{}1\sep{}7\sep{}6\sep{}7\sep{}5\sep{}2\sep{}3\sep{}8\sep{}4\sep{}6\sep{}7\sep{}4\sep{}8\sep{}1\sep{}8\sep{}4\sep{}6\sep{}7\sep{}6\sep{}6\sep{}9\sep{}4\sep{}0\sep{}5\sep{}1\sep{}3\sep{}2\sep{}0\sep{}0\sep{}0\sep{}5\sep{}6\sep{}8\sep{}1\sep{}2\sep{}7\sep{}1\sep{}4\sep{}5\sep{}2\sep{}6\sep{}3\sep{}5\sep{}6\sep{}0\sep{}8\sep{}2\sep{}7\sep{}7\par
\end{document}

答案2

一些镶嵌图案的......

在此处输入图片描述

这一个是用平原完成的元帖子,因此用 进行编译mpost

prologues := 3;
outputtemplate := "%j%c.eps";
input colorbrewer-rgb;
beginfig(1);
    path pi; numeric t; t = 13;
    pi = (origin -- (5,0) -- (5,1) -- (4,1) -- (4,4) -- (3,4) -- (3,1) -- (2,1) -- (2,4) -- (1,4) -- (1,1) -- up -- cycle) scaled t;

    for i=1 upto 48:
        for j=1 upto 48:
            fill pi                              shifted (4t*i-2t*j, t*i+5t*j) withcolor Spectral[7][i mod 7 + 1];
            fill pi rotated 180 shifted (4t, 5t) shifted (4t*i-2t*j, t*i+5t*j) withcolor Spectral[7][(3+i) mod 7 + 1];
       endfor
    endfor
    clip currentpicture to unitsquare scaled 100t shifted (0, 32t);
endfig;
end.

您需要加载Metapost 色彩酿造师对于颜色……

答案3

用 π 的数字写出 π——使用环境verbatim

在此处输入图片描述

\documentclass{article}
\linespread{0.7}
\begin{document}
\begin{verbatim}
     3.141592653589793238462643383279
   5028841971693993751058209749445923
  07816406286208998628034825342117067
  9821    48086         5132     
 823      06647        09384
46        09550        58223
17        25359        4081
          2848         1117
          4502         8410
          2701         9385
         21105        55964
         46229        48954
         9303         81964
         4288         10975
        66593         34461
       284756         48233
       78678          31652        71
      2019091         456485       66
     9234603           48610454326648
    2133936            0726024914127
    3724587             00660631558
    817488               152092096
\end{verbatim}
\end{document}

基于 Jorel 的 ASCII 艺术绘画 -https://www.flickr.com/photos/jorel314/3352784321/

答案4

我们可以从字体中提取字形的 MetaPost 路径\pi并使用 LuaTeX 绘制它。

\documentclass{article}

\usepackage{fontspec}
\setmainfont{latinmodern-math.otf}

\usepackage{luacode}
\begin{luacode*}
-- We need some utilities from ConTeXt
callbacks = callbacks or {}
callbacks.supported = callbacks.supported or {}
CONTEXTLMTXMODE = CONTEXTLMTXMODE or (status.obj_ptr == nil and 2 or 1)
dofile(kpse.find_file("util-fmt.lua"))
dofile(kpse.find_file("node-ini.lua"))
dofile(kpse.find_file("font-mps.lua"))
dofile(kpse.find_file("font-shp.lua"))

-- That's a simple reimplemetation of ConTeXt's \showshape macro
function outlinepaths(character)
    local fontid      = font.current()
    local shapedata   = fonts.hashes.shapes[fontid] -- by index
    local chardata    = fonts.hashes.characters[fontid] -- by unicode
    local shapeglyphs = shapedata.glyphs or { }

    character = utf.byte(character)
    local c = chardata[character]
    if c then
        if not c.index then
            return {}
        end
        local glyph = shapeglyphs[c.index]
        if glyph and (glyph.segments or glyph.sequence) then
            local units  = shapedata.units or 1000
            local factor = 100/units
            local paths  = fonts.metapost.paths(glyph,factor)
            return paths
        end
    end
end
\end{luacode*}

\usepackage{luamplib}
\everymplib{beginfig(0);}
\everyendmplib{endfig;}

\def\mpdefineoutlines#1{\directlua{
    local char = "\luaescapestring{#1}"
    local outlines = outlinepaths("#1")
    for i, path in ipairs(outlines) do
        tex.print("fill " .. path .. ";")
    end
  }}

\begin{document} 

\begin{mplibcode}

  \mpdefineoutlines{

相关内容