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如何在多行中编写一个长方程式并将其缩放到文本宽度？

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如何在多行中编写一个长方程式并将其缩放到文本宽度？

我想写一个分多行的长方程式，但结果看起来非常不规则。

这个方程怎么写才更好，最好所有方程都占据相同的宽度？

\documentclass[12pt]{book}
\usepackage[]{breqn}‎

\usepackage{lipsum}‎
\begin{document}‎
How can I write equation beatifull. I want all equation the same of text width‎
\lipsum[1]
‎\begin{equation*}‎
‎\begin{split}‎
‎&+\left[ {{T}_{44}}\left( 1,2 \right) \right.+2{{T}_{44}}\left( 5,2 \right)+\left‎. ‎{{T}_{44}}\left( 2,2 \right) \right]\frac{{{\partial }^{4}}{{w}^{b}}}{\partial {{\eta }^{4}}}+\left[ {{T}_{44}}\left( 1,3 \right) \right.+2{{T}_{44}}\left( 5,3 \right)\\‎
‎&+\left‎. ‎{{T}_{44}}\left( 2,3 \right) \right]\frac{{{\partial }^{4}}{{w}^{b}}}{\partial {{\xi }^{3}}\partial \eta }+\left[ {{T}_{44}}\left( 1,4 \right)+2{{T}_{44}}\left( 5,4 \right)+{{T}_{44}}\left( 2,4 \right) \right]\frac{{{\partial }^{4}}{{w}^{b}}}{\partial \xi \partial {{\eta }^{3}}}\\‎
‎&+\left[ {{T}_{44}}\left( 1,5 \right)+2{{T}_{44}}\left( 5,5 \right)+{{T}_{44}}\left( 2,5 \right) \right]\frac{{{\partial }^{4}}{{w}^{b}}}{\partial {{\xi }^{2}}\partial {{\eta }^{2}}}+\left[ {{T}_{43}}\left( 1,1 \right) \right.+2{{T}_{43}}\left( 5,1 \right)\\‎
‎&+\left‎. ‎{{T}_{43}}\left( 2,1 \right) \right]\frac{{{\partial }^{3}}{{w}^{b}}}{\partial {{\xi }^{3}}}+\left[ {{T}_{43}}\left( 1,2 \right)+2{{T}_{43}}\left( 5,2 \right)+{{T}_{43}}\left( 2,2 \right) \right]\frac{{{\partial }^{3}}{{w}^{b}}}{\partial {{\eta }^{3}}}\\‎
&+\left[ {{T}_{43}}\left( 1,3 \right)+2{{T}_{43}}\left( 5,3 \right)+{{T}_{43}}\left( 2,3 \right) \right]\frac{{{\partial }^{3}}{{w}^{b}}}{\partial {{\xi }^{2}}\partial \eta }++\left[ {{T}_{43}}\left( 1,4 \right) \right.+2{{T}_{43}}\left( 5,4 \right)\\‎
&+\left. ‎{{T}_{43}}\left( 2,4 \right) \right]\frac{{{\partial }^{3}}{{w}^{b}}}{\partial \xi \partial {{\eta }^{2}}}+\left( {{T}_{42}}\left( 1,1 \right)+2{{T}_{42}}\left( 5,1 \right)+{{T}_{42}}\left( 2,1 \right) \right)\frac{{{\partial }^{2}}{{w}^{b}}}{\partial {{\xi }^{2}}}\\‎ 
&‎+\left[ {{T}_{42}}\left( 1,2 \right)+2{{T}_{42}}\left( 5,2 \right)+{{T}_{42}}\left( 2,2 \right) \right]\frac{{{\partial }^{2}}{{w}^{b}}}{\partial {{\eta }^{2}}}+\left[ {{T}_{42}}\left( 1,3 \right)‎+ ‎\right.2{{T}_{42}}\left( 5,3 \right)\\‎
&\left. +‎{{T}_{42}}\left( 2,3 \right) \right]\frac{{{\partial }^{2}}{{w}^{b}}}{\partial \xi \partial \eta }+\left[ {{T}_{41}}\left( 1,1 \right)+2{{T}_{41}}\left( 5,1 \right)+{{T}_{41}}\left( 2,1 \right) \right]\frac{\partial {{w}^{b}}}{\partial \xi }\\‎
&\left. +‎\left[ {{T}_{41}}\left( 1,1 \right)+2{{T}_{41}}\left( 5,1 \right)+{{T}_{41}}\left( 2,1 \right) \right]\frac{\partial {{w}^{b}}}{\partial \eta } \right\}-2\mu {{\tau }^{s}}\left\{ \left[ {{T}_{44}}\left( 1,1 \right)‎+ ‎\right.2{{T}_{44}}\left( 5,1 \right) \right.\\‎
&+\left. ‎{{T}_{44}}\left( 2,1 \right) \right]\frac{{{\partial }^{4}}{{w}^{b}}}{\partial {{\xi }^{4}}}+\left[ {{T}_{44}}\left( 1,2 \right) \right.+2{{T}_{44}}\left( 5,2 \right)+\left‎. ‎{{T}_{44}}\left( 2,2 \right) \right]\frac{{{\partial }^{4}}{{w}^{s}}}{\partial {{\eta }^{4}}}+\left[ {{T}_{44}}\left( 1,3 \right) \right.‎‎
‎\end{split}‎‎‎
\end{equation*}‎

\end{document}

以下是上述代码的示例输出：

在此处输入图片描述

答案1

您有很多不匹配的括号(和[，{这使得源和输出难以理解。我假设它们是要匹配的，并让 Tex 自己找到换行符：

在此处输入图片描述

\documentclass[12pt]{book}


\usepackage{lipsum}
\begin{document}‎
How can I write equation beatifull. I want all equation the same of text width‎
\lipsum[1]

‎\begin{center}
‎$\displaystyle
{[ {{T}_{44}}( 1,2 ) +2{{T}_{44}}( 5,2 )+‎{{T}_{44}}( 2,2 ) ]\frac{{{\partial }^{4}}{{w}^{b}}}{\partial {{\eta }^{4}}}}+
{[ {{T}_{44}}( 1,3 ) +2{{T}_{44}}( 5,3 )‎‎+‎{{T}_{44}}( 2,3 ) ]\frac{{{\partial }^{4}}{{w}^{b}}}{\partial {{\xi }^{3}}\partial \eta }}+
{[ {{T}_{44}}( 1,4 )+2{{T}_{44}}( 5,4 )+{{T}_{44}}( 2,4 ) ]\frac{{{\partial }^{4}}{{w}^{b}}}{\partial \xi \partial {{\eta }^{3}}}}‎+
{[ {{T}_{44}}( 1,5 )+2{{T}_{44}}( 5,5 )+{{T}_{44}}( 2,5 ) ]\frac{{{\partial }^{4}}{{w}^{b}}}{\partial {{\xi }^{2}}\partial {{\eta }^{2}}}}+
{[ {{T}_{43}}( 1,1 ) +2{{T}_{43}}( 5,1 )‎+‎{{T}_{43}}( 2,1 ) ]\frac{{{\partial }^{3}}{{w}^{b}}}{\partial {{\xi }^{3}}}}+
{[ {{T}_{43}}( 1,2 )+2{{T}_{43}}( 5,2 )+{{T}_{43}}( 2,2 ) ]\frac{{{\partial }^{3}}{{w}^{b}}}{\partial {{\eta }^{3}}}}‎+
{[ {{T}_{43}}( 1,3 )+2{{T}_{43}}( 5,3 )+{{T}_{43}}( 2,3 ) ]\frac{{{\partial }^{3}}{{w}^{b}}}{\partial {{\xi }^{2}}\partial \eta }}+ 
{[ {{T}_{43}}( 1,4 ) +2{{T}_{43}}( 5,4 )‎+ ‎{{T}_{43}}( 2,4 ) ]\frac{{{\partial }^{3}}{{w}^{b}}}{\partial \xi \partial {{\eta }^{2}}}}+
{[ {{T}_{42}}( 1,1 )+2{{T}_{42}}( 5,1 )+{{T}_{42}}( 2,1 ) )\frac{{{\partial }^{2}}{{w}^{b}}}{\partial {{\xi }^{2}}}}‎+
{[ {{T}_{42}}( 1,2 )+2{{T}_{42}}( 5,2 )+{{T}_{42}}( 2,2 ) ]\frac{{{\partial }^{2}}{{w}^{b}}}{\partial {{\eta }^{2}}}}+
{[ {{T}_{42}}( 1,3 )‎+ ‎2{{T}_{42}}( 5,3 )‎ +‎{{T}_{42}}( 2,3 ) ]\frac{{{\partial }^{2}}{{w}^{b}}}{\partial \xi \partial \eta }}+
{[ {{T}_{41}}( 1,1 )+2{{T}_{41}}( 5,1 )+{{T}_{41}}( 2,1 ) ]\frac{\partial {{w}^{b}}}{\partial \xi }}‎ +‎
{[ {{T}_{41}}( 1,1 )+2{{T}_{41}}( 5,1 )+{{T}_{41}}( 2,1 ) ]\frac{\partial {{w}^{b}}}{\partial \eta } -2\mu {{\tau }^{s}}}+
{[ {{T}_{44}}( 1,1 )‎+ ‎2{{T}_{44}}( 5,1 ) ‎+ ‎{{T}_{44}}( 2,1 ) ]\frac{{{\partial }^{4}}{{w}^{b}}}{\partial {{\xi }^{4}}}}+
{[ {{T}_{44}}( 1,2 ) +2{{T}_{44}}( 5,2 ) +‎{{T}_{44}}( 2,2 ) ]\frac{{{\partial }^{4}}{{w}^{s}}}{\partial {{\eta }^{4}}}}+
   {{T}_{44}}( 1,3 )
$\end{center}


\end{document}

或者使用breqn基本相同的输入产生

在此处输入图片描述

\documentclass[12pt]{book}

\usepackage{breqn}

\usepackage{lipsum}
\begin{document}‎
How can I write equation beatifull. I want all equation the same of text width‎
\lipsum[1]

\begin{dmath*}
{[ {{T}_{44}}( 1,2 ) +2{{T}_{44}}( 5,2 )+‎{{T}_{44}}( 2,2 ) ]\frac{{{\partial }^{4}}{{w}^{b}}}{\partial {{\eta }^{4}}}}+
{[ {{T}_{44}}( 1,3 ) +2{{T}_{44}}( 5,3 )‎‎+‎{{T}_{44}}( 2,3 ) ]\frac{{{\partial }^{4}}{{w}^{b}}}{\partial {{\xi }^{3}}\partial \eta }}+
{[ {{T}_{44}}( 1,4 )+2{{T}_{44}}( 5,4 )+{{T}_{44}}( 2,4 ) ]\frac{{{\partial }^{4}}{{w}^{b}}}{\partial \xi \partial {{\eta }^{3}}}}‎+
{[ {{T}_{44}}( 1,5 )+2{{T}_{44}}( 5,5 )+{{T}_{44}}( 2,5 ) ]\frac{{{\partial }^{4}}{{w}^{b}}}{\partial {{\xi }^{2}}\partial {{\eta }^{2}}}}+
{[ {{T}_{43}}( 1,1 ) +2{{T}_{43}}( 5,1 )‎+‎{{T}_{43}}( 2,1 ) ]\frac{{{\partial }^{3}}{{w}^{b}}}{\partial {{\xi }^{3}}}}+
{[ {{T}_{43}}( 1,2 )+2{{T}_{43}}( 5,2 )+{{T}_{43}}( 2,2 ) ]\frac{{{\partial }^{3}}{{w}^{b}}}{\partial {{\eta }^{3}}}}‎+
{[ {{T}_{43}}( 1,3 )+2{{T}_{43}}( 5,3 )+{{T}_{43}}( 2,3 ) ]\frac{{{\partial }^{3}}{{w}^{b}}}{\partial {{\xi }^{2}}\partial \eta }}+ 
{[ {{T}_{43}}( 1,4 ) +2{{T}_{43}}( 5,4 )‎+ ‎{{T}_{43}}( 2,4 ) ]\frac{{{\partial }^{3}}{{w}^{b}}}{\partial \xi \partial {{\eta }^{2}}}}+
{[ {{T}_{42}}( 1,1 )+2{{T}_{42}}( 5,1 )+{{T}_{42}}( 2,1 ) )\frac{{{\partial }^{2}}{{w}^{b}}}{\partial {{\xi }^{2}}}}‎+
{[ {{T}_{42}}( 1,2 )+2{{T}_{42}}( 5,2 )+{{T}_{42}}( 2,2 ) ]\frac{{{\partial }^{2}}{{w}^{b}}}{\partial {{\eta }^{2}}}}+
{[ {{T}_{42}}( 1,3 )‎+ ‎2{{T}_{42}}( 5,3 )‎ +‎{{T}_{42}}( 2,3 ) ]\frac{{{\partial }^{2}}{{w}^{b}}}{\partial \xi \partial \eta }}+
{[ {{T}_{41}}( 1,1 )+2{{T}_{41}}( 5,1 )+{{T}_{41}}( 2,1 ) ]\frac{\partial {{w}^{b}}}{\partial \xi }}‎ +‎
{[ {{T}_{41}}( 1,1 )+2{{T}_{41}}( 5,1 )+{{T}_{41}}( 2,1 ) ]\frac{\partial {{w}^{b}}}{\partial \eta } -2\mu {{\tau }^{s}}}+
{[ {{T}_{44}}( 1,1 )‎+ ‎2{{T}_{44}}( 5,1 ) ‎+ ‎{{T}_{44}}( 2,1 ) ]\frac{{{\partial }^{4}}{{w}^{b}}}{\partial {{\xi }^{4}}}}+
{[ {{T}_{44}}( 1,2 ) +2{{T}_{44}}( 5,2 ) +‎{{T}_{44}}( 2,2 ) ]\frac{{{\partial }^{4}}{{w}^{s}}}{\partial {{\eta }^{4}}}}+
   {{T}_{44}}( 1,3 )
\end{dmath*}


\end{document}

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