如何使用标准工具和包在字母上画一个“笑脸”?例如,我可以\wideparen{x}
使用yhmath
包进行排版,但我需要将弧线倒置。当然,我希望它像\wideparen
之前一样可以延伸。我应该使用哪个标准命令?
答案1
大致基于数学模式中的大波浪符号(但本次更新避免了使用array
环境):
\documentclass{article}
\usepackage{scalerel}
\usepackage{stackengine}
\stackMath
\newcommand\reallywidesmile[1]{%
\stackon[0.5pt]{#1}{%
\stretchto{%
\scaleto{%
\scalerel*[\widthof{#1}]{\mkern-1.5mu\smile\mkern-2mu}%
{\rule[-\textheight/2]{1ex}{\textheight}}%
}{\textheight}%
}{0.8ex}}%
}
\parskip 1ex
\begin{document}
$\reallywidesmile{zbcdefghijklm}$
$\reallywidesmile{zbcdefghijk}$
$\reallywidesmile{zbcdefghi}$
$\reallywidesmile{zbcdefg}$
$\reallywidesmile{zbcde}$
$\reallywidesmile{zbc}$
$\reallywidesmile{zb}$
$\reallywidesmile{z} = 0$
\end{document}
答案2
在法国论坛上(数学),他们建议使用包的命令定义一个新\wideinvparen{}
命令,如下所示:\wideparen{}
yhmath
\makeatletter
\newlength{\temp@wip@width}
\newlength{\temp@wip@height}
\newcommand{\wideinvparen}[1]{%
\vfuzz=30pt% BAD: to remove overfull vbox warnings...
\setlength{\temp@wip@width}{\widthof{$#1$}}%
\setlength{\temp@wip@height}{\heightof{$#1$}}%
#1\hspace{-\temp@wip@width}%
\raisebox{\temp@wip@height+1pt}[\heightof{$\wideparen{#1}$}]%
{\rotatebox[origin=c]{180}{\vbox to 0pt{\hbox{$\wideparen{\hphantom{#1}}$}}}}%
}
\makeatother
它也需要使用包graphicx
和calc
,并且论坛上写道它不能用作下标/上标。
最小工作示例
\documentclass[varwidth,margin=0.5cm]{standalone}
\DeclareSymbolFont{yhlargesymbols}{OMX}{yhex}{m}{n} % To load only \wideparent, or:
\DeclareMathAccent{\wideparen}{\mathord}{yhlargesymbols}{"F3} % \usepackage{yhmath}
\usepackage{graphicx}
\usepackage{calc}
\makeatletter
\newlength{\temp@wip@width}
\newlength{\temp@wip@height}
\newcommand{\wideinvparen}[1]{%
\vfuzz=30pt% BAD: to remove overfull vbox warnings...
\setlength{\temp@wip@width}{\widthof{$#1$}}%
\setlength{\temp@wip@height}{\heightof{$#1$}}%
#1\hspace{-\temp@wip@width}%
\raisebox{\temp@wip@height+1pt}[\heightof{$\wideparen{#1}$}]%
{\rotatebox[origin=c]{180}{\vbox to 0pt{\hbox{$\wideparen{\hphantom{#1}}$}}}}%
}
\makeatother
\begin{document}
$\wideinvparen{A}$ \quad
$\wideinvparen{AB}$ \quad
$\wideinvparen{ABC}$ \quad
$\wideinvparen{ABCD}$ \quad
$\wideinvparen{ABCDE}$ \quad
\end{document}