【latex学习资料】latex制表模板 下载

2012-12-03 12:28 阅读 1,255 次 评论关闭

\documentclass[a4,10pt]{article}

\usepackage{graphicx}

\usepackage{amsmath}

\usepackage{amssymb}

\usepackage{amsthm}

\usepackage{amsfonts}

\usepackage{multicol}

\usepackage{multirow}

\newcommand{\tabincell}[2]{\begin{tabular}{@{}#1@{}}#2\end{tabular}}%

\begin{document}

 

\begin{table}

\renewcommand{\arraystretch}{1.3}

\caption{table}

\label{TA_}

\scalebox{0.7}{\parbox{0.5\textwidth}{

\begin{center}

\begin{tabular}{cccccccccc }

\hline

& \multicolumn {2}{c}{\tabincell{c}{Lattice constant\\ $(nm)$ }} &

\multicolumn {2}{c}{Effective mass} &

\multicolumn {2}{c}{\tabincell{c}{Piezoelectric\\ constant  $(C/m^{2})$ }} &

\multicolumn {2}{c}{\tabincell{c}{Elastic constant \\$10^{11}dyn/cm^2$}} \\

\hline

& a & c

& $m_{h}$&$ m_{e}$

&$ e_{31}$& $e_{33}$

& $C_{13}$& $C_{33}$\\

\hline

GaN & 0.3189& 0.5185& 1.75& 0.20& -0.2& 0.29& 11.4& 38.1\\

\hline

AlN & 0.311& 0.489& 3.53& 0.30& -0.48& 1.55 & 10.8& 40.5\\

\hline

$In_{x}Ga_{1-x}$&\tabincell{c}{$0.3189(1-x)$\\$+0.3548x$} &\tabincell{c}{$0.5185(1-x)$\\$+0.576x$}&

\tabincell{c}{1.1}&\tabincell{c}{0.2}&\tabincell{c}{$-0.2(1-x)$\\$-0.23x$}&\tabincell{c}{$0.29(1-x)$\\$+0.39x$}

&\tabincell{c}{$11.4(1-x)$\\$9.4x$}&\tabincell{c}{$38.1(1-x)$\\$20x$}\\

\hline

$Al_{y}Ga_{1-y}$&\tabincell{c}{$0.3189(1-y)$\\$+0.311y$} &\tabincell{c}{$0.5185(1-y)$\\$+0.489y$}&

\tabincell{c}{1.75(1-y)\\+3.53y}&\tabincell{c}{0.3y+\\0.2(1-y)}&\tabincell{c}{-0.6y-\\0.49(1-y)}

&\tabincell{c}{1.46y+\\0.73(1-y)}&\tabincell{c}{1.08y+\\10.3(1-y)}&\tabincell{c}{40.5+\\37.3(1-y)}\\

\hline

\hline

& \multicolumn {1}{c}{\tabincell{c}{Static dielectric\\ constant}} &

\multicolumn {2}{c}{\tabincell{c}{Electron dielectric\\ constant}} &

\multicolumn {3}{c}{\tabincell{c}{Band gap\\ $(eV)$ }} &

\multicolumn {2}{c}{\tabincell{c}{Spontaneous  \\polarzation $C/m^2$}} \\

\hline

GaN & 10.4& \multicolumn {2}{c}{\tabincell{c}{5.7}}& \multicolumn {3}{c}{\tabincell{c}{3.4}}

&\multicolumn {2}{c}{\tabincell{c}{-0.029}}\\

\hline

AlN &8.5 & \multicolumn {2}{c}{\tabincell{c}{4.77}}& \multicolumn {3}{c}{\tabincell{c}{6.2}}

&\multicolumn {2}{c}{\tabincell{c}{-0.081}}\\

\hline

$In_{x}Ga_{1-x}N$ &10.4&\multicolumn {2}{c}{\tabincell{c}{5.7(1-x)+8.4x}}& \multicolumn {3}{c}{\tabincell{c}{3.4(1-x)+1.9x-3.2x(1-x)}}

&\multicolumn {2}{c}{\tabincell{c}{-0.029(1-x)-0.032x}}\\

\hline

$Al_{y}Ga_{1-y}N$ &8.5&\multicolumn {2}{c}{\tabincell{c}{5.7(1-y)+4.77y}}& \multicolumn {3}{c}{\tabincell{c}{3.4(1-y)+6.2y+y(1-y)}}

&\multicolumn {2}{c}{\tabincell{c}{-0.081(1-y)-0.029y}}\\

\hline

\end{tabular}

\end{center}

}}

\end{table}

 

\begin{table}[tbp]

\begin{center}

\begin{tabular}{l|ccc|cc|cc}

\hline

& &b=0.5 & &\multicolumn{2}{c|} {a=0.5}  & \multicolumn{2}{c} {a=1,b=0 }  \\ \hline

&a=0.1 & a=0.5 & a=1& b=0.1 & b=1 & ours & Ref.[17] \\ \hline

c&1.07198&1.09585&1.45851&1.10248&1.08007&2.26089&2.433\\

$\gamma$&0.67240&0.69617&0.68004&0.69335&0.69629&0.13809&0.144\\ \hline

e&3.16730&3.04113&2.47238&2.85824&3.27478&2.34590&2.494\\

f& 0.90712&0.92320&1.00459&0.92473&0.91780&0.97562&0.929\\ \hline

\end{tabular}%

\end{center}

\caption{The values of the exponent $\gamma$ and coefficient $c, e, f$  of Eq.(31)(32)for different anisotropic parameters $a, b$.}

\end{table}

 

 

\end{document}

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