表格脚注长度问题

表格脚注长度问题

我不明白为什么我的表格脚注会自行选择一定的长度,并且不允许文本到达页面的右边距。也没有办法将它们与表格的左开头一起缩进。

在此处输入图片描述

\end{tabular}
\begin{tablenotes}\footnotesize
\item All results chosen here are on the Pareto Front in Figure~\ref{fig:ParetoSteffen}. 
\item Results labelled in letters A$\sim$J are from Table~\ref{table:StefResult} and are presented in bold font.
\end{tablenotes}
\end{table}

我不想要下面三行。我想要一整行。这个表被旋转了,但我认为这不会影响事情。

在此处输入图片描述

\bottomrule[0.06em]
\end{tabular}
\begin{tablenotes}\footnotesize
\item All results chosen here are on the Pareto Front in Figure~\ref{fig:ParetoGenSteffen}. Results labelled in letters B$\sim$K are from Table~\ref{table:StefGenData} and are presented in bold font.
\end{tablenotes}
\end{table}
\end{landscape}

我的最后一张桌子毫无理由地就好了,如下所示!

在此处输入图片描述

\bottomrule[0.06em]
\end{tabular}
\begin{tablenotes}[flushleft]\footnotesize
\item All results chosen here are on the Pareto Front in Figure~\ref{fig:ParetoTachi}. Results labelled in letters A$\sim$F are from Table~\ref{table:2TetraResult} and are presented in bold font.
\end{tablenotes}
\end{threeparttable}
\label{table:2TetraResultAppen}
\end{table}
\end{landscape}

编辑:

\documentclass[a4paper,12pt,times,numbered,print,index]{Classes/PhDThesisPSnPDF}
\ifsetCustomMargin
  \RequirePackage[left=37mm,right=30mm,top=35mm,bottom=30mm]{geometry}
  \setFancyHdr % To apply fancy header after geometry package is loaded
\fi

\usepackage{threeparttable}
\usepackage{array}
\newcolumntype{+}{>{\global\let\currentrowstyle\relax}}
\newcolumntype{^}{>{\currentrowstyle}}
\newcommand{\rowstyle}[1]{\gdef\currentrowstyle{#1}#1\ignorespaces}

\usepackage[]{mcode}
\ifsetCustomFont

\RequirePackage[labelsep=space,tableposition=top]{caption}
\renewcommand{\figurename}{Fig.} %to support older versions of captions.sty
\usepackage{subcaption}

% ********************************** Tables ************************************
\usepackage{booktabs} % For professional looking tables
\usepackage{multirow}
\usepackage{listings}
\usepackage{color} %red, green, blue, yellow, cyan, magenta, black, white
\definecolor{mygreen}{RGB}{28,172,0} % color values Red, Green, Blue
\definecolor{mylilas}{RGB}{170,55,241}

% *********************************** SI Units *********************************
\usepackage{siunitx} % use this package module for SI units

\newenvironment{romanpages}{
  \setcounter{page}{1}
  \renewcommand{\thepage}{\roman{page}}}
{\newpage\renewcommand{\thepage}{\arabic{page}}}
% ******************************* Thesis Appendix B ********************************

\chapter{Data of Pareto optimised flexible polyhedra}
\sisetup{detect-all}
\begin{table}
\caption{Data of Pareto optimals of symmetrical Steffen flexible polyhedra}
\centering \label{table:StefResultAppen}
\begin{tabular}{+l^c^c^l^c^c^c^c^c^c}
\toprule[0.06em] 
& Result&\multicolumn{2}{c}{Objectives}&\multicolumn{5}{c}{Parameters} & \\
& Index&$\Theta$ & \multicolumn{1}{c}{$R$} & $a$ & $b$ & $c$ & $d$ & $e$ & \\ \midrule
\rowstyle{\bfseries}& B&\ang{52.5} & 0.013 & 5.5899 & 5.5464 & 0.1218 & 3.9489& 8.5 & \\
& 2&\ang{52.3} & 0.02  & 5.6033 & 5.5366 & 0.1871 & 4.0039& 8.5 & \\
& 3&\ang{52.0} & 0.03  & 5.6318 & 5.5308 & 0.2829 & 4.0878& 8.5 & \\
& 4&\ang{51.6} & 0.04  & 5.6517 & 5.5165 & 0.3793 & 4.1685& 8.5 & \\
\rowstyle{\bfseries}& C&\ang{51.2}& 0.05& 5.6666& 5.4959& 0.480& 4.2500& 8.5\\
& 5&\ang{50.8} & 0.06  & 5.6880 & 5.4828 & 0.5785 & 4.3314& 8.5 & \\
& 6&\ang{50.4} & 0.07  & 5.7097 & 5.4689 & 0.6792 & 4.4146& 8.5 & \\
& 7&\ang{49.9} & 0.08  & 5.7336 & 5.4554 & 0.7850 & 4.5020& 8.5 & \\
& 8&\ang{49.4} & 0.09  & 5.7647 & 5.4486 & 0.8893 & 4.5911& 8.5 & \\
\rowstyle{\bfseries}& D&\ang{48.8} & 0.1   & 5.7925 & 5.4370 & 0.9988 & 4.6816& 8.5\\
& 9 &\ang{48.2} & 0.11  & 5.7951 & 5.4053 & 1.1033 & 4.7562& 8.5 & \\
& 10&\ang{47.6} & 0.12  & 5.8162 & 5.3872 & 1.2155 & 4.8439& 8.5 & \\
& 11&\ang{47.0} & 0.1293& 5.8446 & 5.3757 & 1.3257 & 4.9330& 8.5 & \\
& 12&\ang{46.2} & 0.14  & 5.8486 & 5.3410 & 1.4451 & 5.0152& 8.5 & \\
& 13&\ang{45.4} & 0.15  & 5.8851 & 5.3316 & 1.5686 & 5.1149& 8.5 & \\
& 14&\ang{44.5} & 0.16  & 5.9069 & 5.3096 & 1.6929 & 5.2067& 8.5 & \\
\rowstyle{\bfseries}& E&\ang{44.6} & 0.17  & 6.5480 & 5.7564 & 1.8818 & 5.5754& 8.5\\
& 15&\ang{44.0} & 0.1785& 6.5513 & 5.7178 & 1.9933 & 5.6545& 8.5 & \\
& 16&\ang{41.4} & 0.18  & 7.9110 & 6.6602 & 2.3461 & 6.1127& 8.5 & \\
& 17&\ang{40.9} & 0.1904& 7.9907 & 6.6373 & 2.5317 & 6.2523& 8.5 & \\
\rowstyle{\bfseries}& F&\ang{40.5} & 0.2   & 8.0459 & 6.5934 & 2.7175 & 6.3879& 8.5\\
& 18&\ang{39.7} & 0.2091& 8.2124 & 6.6339 & 2.9133 & 6.5404& 8.5 & \\
\rowstyle{\bfseries}& A&\ang{27.4}& 0.2139& 6& 5& 2.5& 5.5 & 8.5 & \\
& 19&\ang{39.0} & 0.2205& 8.3712 & 6.6339 & 3.1730 & 6.7259& 8.5 & \\
& 20&\ang{38.2} & 0.2308& 8.3415 & 6.5354 & 3.3421 & 6.8473& 8.5 & \\
& 21&\ang{37.8} & 0.24  & 8.3858 & 6.4834 & 3.5275 & 6.9742& 8.5 & \\
\rowstyle{\bfseries}& G&\ang{37.0} & 0.25  & 8.5291 & 6.4675 & 3.7932 & 7.1545& 8.5\\
& 22&\ang{36.1} & 0.2627& 8.4623 & 6.3160 & 4.0191 & 7.2875& 8.5 & \\
& 23&\ang{35.6} & 0.27  & 8.3734 & 6.2074 & 4.1202 & 7.3392& 8.5 & \\
& 24&\ang{34.6} & 0.2789& 8.4971 & 6.1757 & 4.3896 & 7.5070& 8.5 & \\
& 25&\ang{34.0} & 0.284 & 8.3534 & 6.0600 & 4.4253 & 7.5107& 8.5 & \\
& 26&\ang{33.1} & 0.29  & 8.3444 & 6.0028 & 4.5518 & 7.5882& 8.5 & \\
\rowstyle{\bfseries}& H&\ang{31.8} & 0.3   & 8.4308 & 5.9183 & 4.8679 & 7.7451& 8.5\\
\rowstyle{\bfseries}& I&\ang{21.7} & 0.33  & 8.8174 & 5.7959 & 5.9376 & 8.4761& 8.5\\
\rowstyle{\bfseries}& J&\ang{10.4} & 0.34  & 8.1383 & 5.7008 & 5.5161 & 8.5020& 8.5\\
\bottomrule[0.06em]
\end{tabular}
\begin{tablenotes}[para]\footnotesize
\item All results chosen here are on the Pareto Front in Figure~\ref{fig:ParetoSteffen}. 
\item Results labelled in letters A$\sim$J are from Table~\ref{table:StefResult} and are presented in bold font.
\end{tablenotes}
\end{table}

\begin{landscape}
\begin{table}
\caption{Data of Pareto optimals of generalised Steffen flexible polyhedra}
\centering\label{table:StefGenDataAppen}
\begin{tabular}{+c^c^l^c^c^c^c^c^c^c^c^c^c}
\toprule[0.06em]
Index&$\Theta$&\multicolumn{1}{c|}{$R$}&$a_1$&$a_2$&$a_3$&$a_4$&$b_1$&$b_2$&$c_1$&$c_2$&$d$&$e$\\ \midrule
1&\ang{12.9}& 0.001& 5.8917& 5.4722& 10.1370& 9.3713& 9.2850& 5.4178& 1.0036& 0.0913& 5.8856& 8.5\\
2&\ang{53.1}& 0.009& 5.9480& 5.4139& 10.1791& 9.4598& 9.3032& 5.3384& 1.0637& 0.2212& 5.9105& 8.5\\
\rowstyle{\bfseries}B&\ang{58.9}& 0.0192& 5.9227& 5.4879& 10.0019& 9.5044& 9.2819& 5.3377& 0.9650& 0.3593& 6.2461& 8.5\\
\rowstyle{\bfseries}C&\ang{56.2}& 0.05& 6.02& 4.91& 10.36& 9.36& 8.67& 4.42& 2.46& 0.98& 6.55& 8.5\\
3&\ang{51.7}& 0.098& 6.4884& 7.6698& 7.4790& 6.3414& 6.6011& 6.7556& 1.3540& 1.3959& 9.4283& 8.5\\
4&\ang{50.5}& 0.12& 6.4685& 7.6568& 7.7282& 6.5150& 6.6675& 6.6311& 1.6560& 1.6267& 9.2408& 8.5\\
5&\ang{0}& 0.13& 8.7900& 8.0600& 8.0400& 8.7800& 5.8800& 5.8900& 6.0100& 6.0100& 8.5300& 8.5\\
6&\ang{49.6}& 0.136& 6& 6& 6& 6& 5& 5& 2.5& 2.5& 5.5& 8.5\\
\rowstyle{\bfseries}E&\ang{48.9}& 0.15& 6.5758& 7.6357& 7.6935& 6.6053& 6.5079& 6.4881& 1.9570& 1.9313& 8.6839& 8.5\\
\rowstyle{\bfseries}F&\ang{46.8}& 0.18& 6.6682& 7.7787& 7.6742& 6.6295& 6.3525& 6.3576& 2.3232& 2.3817& 8.4972& 8.5\\
7&\ang{45.4}& 0.19& 7.0737& 8.0746& 8.0935& 7.0823& 6.5396& 6.5335& 2.6379& 2.6289& 8.6351& 8.5\\
8&\ang{0}& 0.2& 6.58& 7.64& 7.69& 6.61& 6.51& 6.49& 1.96& 1.93& 8.68& 8.5\\
9&\ang{0}& 0.21& 8.98& 9.10& 9.11& 8.98& 5.85& 5.85& 5.96& 5.96& 8.46& 8.5\\
\rowstyle{\bfseries}G&\ang{43.6}& 0.213& 7.0674& 8.0777& 8.0787& 7.0675& 6.3761& 6.3777& 2.9517& 2.9505& 8.5583& 8.5\\
10&\ang{0}& 0.22& 7.07& 8.08& 8.08& 7.07& 6.38& 6.38& 2.95& 2.95& 8.56& 8.5\\
11&\ang{41.8}& 0.23& 6.9942& 8.0400& 8.0241& 6.9892& 6.2078& 6.2085& 3.2099& 3.2185& 8.5134& 8.5\\
12&\ang{39.1}& 0.25& 7.0497& 8.0988& 8.0872& 7.0442& 6.0672& 6.0748& 3.6012& 3.6055& 8.5370& 8.5\\
13&\ang{0}& 0.26& 6.58& 7.64& 7.69& 6.61& 6.51& 6.49& 1.96& 1.93& 8.68& 8.5\\
\rowstyle{\bfseries}H&\ang{36.7}& 0.27& 7.62& 8.39& 8.39& 7.62& 6.11& 6.12& 4.11& 4.11& 8.49& 8.5\\
14&\ang{0}& 0.28& 5.92& 5.49& 10.00& 9.50& 9.28& 5.34& 0.97& 0.36& 6.25& 8.5\\
15&\ang{0}& 0.29& 6& 6& 6& 6& 5& 5& 2.5& 2.5& 5.5& 8.5\\
16&\ang{31.5}& 0.3& 8.8476& 9.1462& 9.1398& 8.8477& 6.1690& 6.1683& 5.3087& 5.3122& 8.4926& 8.5\\
17&\ang{28.4}& 0.31& 6.02& 4.91& 10.36& 9.36& 8.67& 4.42& 2.46& 0.98& 6.55& 8.5\\
\rowstyle{\bfseries}I&\ang{26.9}& 0.32& 8.9643& 9.0803& 9.0768& 8.9654& 5.8469& 5.8462& 5.9439& 5.9467& 8.4391& 8.5\\
18&\ang{20.3}& 0.33& 6.33& 7.65& 7.73& 6.41& 6.79& 6.62& 1.45& 1.51& 9.64& 8.5\\
\rowstyle{\bfseries}J&\ang{10.2}& 0.34& 8.2205& 8.1707& 8.1688& 8.2168& 5.7152& 5.7163& 5.5713& 5.5706& 8.5019& 8.5\\
19&\ang{1.9}& 0.346& 8.79& 8.06& 8.04& 8.78& 5.88& 5.89& 6.01& 6.01& 8.53& 8.5\\
\rowstyle{\bfseries}K&\ang{0.6}& 0.348& 6.67& 7.78& 7.67& 6.63& 6.35& 6.36& 2.32& 2.38& 8.50& 8.5\\
\bottomrule[0.06em]
\end{tabular}
\begin{tablenotes}\footnotesize
\item All results chosen here are on the Pareto Front in Figure~\ref{fig:ParetoGenSteffen}. Results labelled in letters B$\sim$K are from Table~\ref{table:StefGenData} and are presented in bold font.
\end{tablenotes}
\end{table}
\end{landscape}

\begin{landscape}
\begin{table}\small
\caption{Data of Pareto optimals of two-tetrahedron flexible polyhedra}
\begin{threeparttable}
\begin{tabular}{+c^c^l^r^r^c^c^c^c^c^c^c^c^c^c^c}
\toprule[0.06em] 
$\Theta$ &&\multicolumn{1}{c}{$R$}&\multicolumn{1}{c}{$a$}&\multicolumn{1}{c}{$b_1$}& $b_2$ & $b_3$ & $b_4$&$c_1$&$c_2$&$c_3$& $c_4$&$d_1$&$d_2$&$e_1$&$e_2$\\ \midrule
\rowstyle{\bfseries}A&\ang{79.4}& 0.016& 10.5575& 6.8962& 7.2996& 6.9266& 7.2709& 7.2757& 6.8598& 7.1846& 6.8196& 0.1728& 0.2493& 7.5& 7.5535\\
1&\ang{73.9}& 0.04& 10.1& 8.7& 7.5& 7.0& 7.9& 7.1& 7.8& 8.8& 7.3& 3.3& 3.3& 7.5& 8.1\\
2&\ang{74.6}& 0.05& 10.9& 7.8& 7.7& 7.7& 7.7& 7.9& 7.5& 7.9& 7.4& 2.2& 2.2& 7.5& 8.1\\
3&\ang{70.2}& 0.07& 10.2& 10.0& 7.9& 6.8& 7.7& 7.0& 7.9& 9.9& 7.7& 5.4& 5.6& 7.5& 8.2\\
4&\ang{60.8}& 0.09& 10.6& 6.9& 7.3& 6.9& 7.3& 7.3& 6.9& 7.2& 6.8& 0.2& 0.3& 7.5& 7.6\\
\rowstyle{\bfseries}B&\ang{69.2}& 0.1& 9.9& 7.0& 7.2& 7.0& 7.2& 7.2& 6.8& 7.2& 6.8& 1.1& 1.2& 7.5& 7.9\\
5&\ang{61.4}& 0.12& 10.9& 7.8& 7.7& 7.7& 7.7& 7.9& 7.5& 7.9& 7.4& 2.2& 2.2& 7.5& 8.1\\
6&\ang{65.3}& 0.14& 10.2& 10.0& 7.9& 6.8& 7.7& 7.0& 7.9& 9.9& 7.7& 5.4& 5.6& 7.5& 8.2\\
7&\ang{64.3}& 0.15& 9.8& 9.3& 7.6& 6.0& 6.2& 6.1& 6.4& 9.4& 7.6& 6.8& 7.0& 7.5& 7.6\\
\rowstyle{\bfseries}C&\ang{61.5}& 0.17& 10.7611& 7.8164& 7.7626& 7.6931& 7.7447& 7.8923& 7.4600& 7.9165& 7.4135& 2.1408& 2.1326& 7.5& 8.0839\\
8&\ang{61.7}& 0.18& 10.9& 7.8& 7.7& 7.7& 7.7& 7.9& 7.5& 7.9& 7.4& 2.2& 2.2& 7.5& 8.1\\
9&\ang{60.6}& 0.19& 10.1& 8.7& 7.5& 7.0& 7.9& 7.1& 7.8& 8.8& 7.3& 3.3& 3.3& 7.5& 8.1\\
10&\ang{59.6}& 0.2& 10.2& 10.0& 7.9& 6.8& 7.7& 7.0& 7.9& 9.9& 7.7& 5.4& 5.6& 7.5& 8.2\\
11&\ang{58.5}& 0.21& 9.8& 9.3& 7.6& 6.0& 6.2& 6.1& 6.4& 9.4& 7.6& 6.8& 7.0& 7.5& 7.6\\
12&\ang{56.6}& 0.22& 9.9& 7.0& 7.2& 7.0& 7.2& 7.2& 6.8& 7.2& 6.8& 1.1& 1.2& 7.5& 7.9\\
13&\ang{56.1}& 0.23& 10.9& 7.8& 7.7& 7.7& 7.7& 7.9& 7.5& 7.9& 7.4& 2.2& 2.2& 7.5& 8.1\\
14&\ang{54.9}& 0.24& 10.1& 8.7& 7.5& 7.0& 7.9& 7.1& 7.8& 8.8& 7.3& 3.3& 3.3& 7.5& 8.1\\
\rowstyle{\bfseries}D&\ang{53.1}& 0.25& 10.2& 10.0& 7.9& 6.8& 7.7& 7.0& 7.9& 9.9& 7.7& 5.4& 5.6& 7.5& 8.2\\
15&\ang{51.7}& 0.26& 9.8& 9.3& 7.6& 6.0& 6.2& 6.1& 6.4& 9.4& 7.6& 6.8& 7.0& 7.5& 7.6\\
16&\ang{50.4}& 0.27& 10.6& 6.9& 7.3& 6.9& 7.3& 7.3& 6.9& 7.2& 6.8& 0.2& 0.3& 7.5& 7.6\\
17&\ang{48.1}& 0.28& 9.9& 7.0& 7.2& 7.0& 7.2& 7.2& 6.8& 7.2& 6.8& 1.1& 1.2& 7.5& 7.9\\
18&\ang{45.3}& 0.3& 10.0765& 9.1387& 7.5620& 6.9263& 7.7037& 6.9299& 7.7408& 9.0451& 7.3500& 4.2529& 4.2287& 7.5& 8.0301\\
19&\ang{41.9}& 0.32& 9.8& 9.3& 7.6& 6.0& 6.2& 6.1& 6.4& 9.4& 7.6& 6.8& 7.0& 7.5& 7.6\\
\rowstyle{\bfseries}E&\ang{36.0}& 0.34& 10.2& 10.0& 7.9& 6.8& 7.7& 7.0& 7.9& 9.9& 7.7& 5.4& 5.6& 7.5& 8.2\\
20&\ang{33.7}& 0.35& 9.8& 9.3& 7.6& 6.0& 6.2& 6.1& 6.4& 9.4& 7.6& 6.8& 7.0& 7.5& 7.6\\
21&\ang{30.1}& 0.36& 9.8& 9.3& 7.6& 6.0& 6.2& 6.1& 6.4& 9.4& 7.6& 6.8& 7.0& 7.5& 7.6\\
22&\ang{24.1}& 0.37& 9.8& 9.3& 7.6& 6.0& 6.2& 6.1& 6.4& 9.4& 7.6& 6.8& 7.0& 7.5& 7.6\\
\rowstyle{\bfseries}F&\ang{18.9}& 0.38& 9.8248& 9.3041& 7.6191& 6.0042& 6.2360& 6.1191& 6.3792& 9.3612& 7.5745& 6.7780& 6.9647& 7.5& 7.5570\\
\bottomrule[0.06em]
\end{tabular}
\begin{tablenotes}[flushleft]\footnotesize
\item All results chosen here are on the Pareto Front in Figure~\ref{fig:ParetoTachi}. Results labelled in letters A$\sim$F are from Table~\ref{table:2TetraResult} and are presented in bold font.
\end{tablenotes}
\end{threeparttable}
\label{table:2TetraResultAppen}
\end{table}
\end{landscape}

\end{document}

答案1

在您编辑问题之后,它实际上变成了新问题:如何正确摆放餐桌...因此有了新的答案。

您的表格设计有问题,而不是tablenotes。它仅在threeparttable环境中正常工作,而不是tabular在您使用它们时正常工作。下面是姆韦根据您的意见,我考虑/更改以下内容:

  • threeparttable所有表的环境都是严格的
  • 除第一列外,所有列均使用S列类型
  • 行决定粗体字体的概念被每个单元格单独决定的粗体所取代
  • 定义的列数等于使用的列数
  • 最后一张桌子稍微有点大,缩小了\tabcolsep
  • 表格已在编辑器中设置,因此列很明显
  • 从您的表格中,我只考虑前几行,其他行很容易采用序言中提出的解决方案,仅考虑建议的表格设置所需的包。

\documentclass[a4paper]{book}

\usepackage{array, booktabs, multirow, threeparttable}
\usepackage[labelsep=space,tableposition=top]{caption}

\usepackage{siunitx} % use this package module for SI units
\usepackage{etoolbox}                       % <-- new
\newcommand{\BF}{\fontseries{b}\selectfont} % <--
\robustify\BF                               % <--

\usepackage{pdflscape}

\begin{document}
    \begin{table}
\caption{Data of Pareto optimals of symmetrical Steffen flexible polyhedra}
\label{table:StefResultAppen}
    \centering
\begin{threeparttable}
\begin{tabular}{c     S[detect-weight,
                       mode=text,
                       table-format=2.1]<{$^\circ$}
                *{5}{S[detect-weight,
                       mode=text,
                       table-format=1.4]}
                     S[detect-weight,
                       mode=text,
                       table-format=1.1]
                }
    \toprule
Result      &   \multicolumn{2}{c}{Objectives}
                                        &   \multicolumn{5}{c}{Parameters}      \\
    \cmidrule(lr){2-3}
    \cmidrule(lr){4-8}
Index       & $\Theta$   & {$R$}        & {$a$}         & {$b$}
                         & {$c$}        & {$d$}         & {$e$}                 \\
    \midrule
\textbf{B}  &\BF 52.5   & \BF 0.013    & \BF 5.5899    & \BF 5.5464
                        & \BF 0.1218   & \BF 3.9489    & \BF 8.5                                              \\
2           & 52.3      & 0.02  & 5.6033 & 5.5366 & 0.1871 & 4.0039    & 8.5   \\
3           & 52.0      & 0.03  & 5.6318 & 5.5308 & 0.2829 & 4.0878    & 8.5   \\
4           & 51.6      & 0.04  & 5.6517 & 5.5165 & 0.3793 & 4.1685    & 8.5   \\
\textbf{C}  &\BF 51.2   & \BF 0.05     & \BF 5.6666    & \BF 5.4959
                        & \BF 0.480    & \BF 4.2500    & \BF 8.5               \\
    \bottomrule
\end{tabular}
\begin{tablenotes}[para]\footnotesize
\item All results chosen here are on the Pareto Front in Figure~\ref{fig:ParetoSteffen}.
\item Results labelled in letters A$\sim$J are from Table~\ref{table:StefResult} and are presented in bold font.
\end{tablenotes}
\end{threeparttable}
\end{table}

\begin{landscape}
\begin{threeparttable}
\caption{Data of Pareto optimals of generalised Steffen flexible polyhedra}
\centering\label{table:StefGenDataAppen}
\begin{tabular}{c    S[detect-weight,
                       mode=text,
                       table-format=2.1]<{$^\circ$}
               *{10}{S[detect-weight,
                       mode=text,
                       table-format=1.4]}
                     S[detect-weight,
                       mode=text,
                       table-format=1.1]
                }
\toprule[0.06em]
Index   & $\Theta$  & \multicolumn{1}{c|}{$R$}
        & {$a_1$}   & {$a_2$}   & {$a_3$}   & {$a_4$}
        & {$b_1$}   & {$b_2$}   & {$c_1$}   & {$c_2$}
        & {$d$}     & {$e$}                                 \\
        \midrule
1           & 12.9  & 0.001     & 5.8917    & 5.4722    & 10.1370
                    & 9.3713    & 9.2850    & 5.4178    & 1.0036
                    & 0.0913    & 5.8856    & 8.5           \\
2           & 53.1  & 0.009     & 5.9480    & 5.4139    & 10.1791
                    & 9.4598    & 9.3032    & 5.3384    & 1.0637
                    & 0.2212    & 5.9105    & 8.5           \\
\textbf{B}  &\BF 58.9
                    &\BF 0.0192 &\BF 5.9227 &\BF 5.4879 &\BF 10.0019
                    &\BF 9.5044 &\BF 9.2819 &\BF 5.3377 &\BF 0.9650
                    &\BF 0.3593 &\BF 6.2461 &\BF 8.5        \\
\textbf{C}  & 56.2  &\BF 0.05   &\BF 6.02   &\BF 4.91   &\BF 10.36
                    &\BF 9.36   &\BF 8.67   &\BF 4.42   &\BF 2.46
                    &\BF 0.98   &\BF 6.55   &\BF 8.5        \\
3           & 51.7  & 0.098     & 6.4884    & 7.6698    & 7.4790
                    & 6.3414    & 6.6011    & 6.7556    & 1.3540
                    & 1.3959    & 9.4283    & 8.5           \\
4           & 50.5  & 0.12      & 6.4685    & 7.6568    & 7.7282
                    & 6.5150    & 6.6675    & 6.6311    & 1.6560
                    & 1.6267    & 9.2408    & 8.5           \\
5           & 0     & 0.13      & 8.7900    & 8.0600    & 8.0400
                    & 8.7800    & 5.8800    & 5.8900    & 6.0100
                    & 6.0100    & 8.5300    & 8.5           \\
6           & 49.6  & 0.136     & 6         & 6         & 6
                    & 6         & 5         & 5         & 2.5
                    & 2.5       & 5.5       & 8.5           \\
\textbf{E}  &\BF 48.9
                    &\BF 0.15   &\BF 6.5758 &\BF 7.6357 &\BF 7.6935
                    &\BF 6.6053 &\BF 6.5079 &\BF 6.4881 &\BF 1.9570
                    &\BF 1.9313 &\BF 8.6839 &\BF 8.5        \\
    \bottomrule
\end{tabular}
\begin{tablenotes}\footnotesize
\item All results chosen here are on the Pareto Front in Figure~\ref{fig:ParetoGenSteffen}. Results labelled in letters B$\sim$K are from Table~\ref{table:StefGenData} and are presented in bold font.
\end{tablenotes}
\end{threeparttable}
\end{landscape}

\begin{landscape}
    \small
    \setlength\tabcolsep{0pt}
\begin{threeparttable}
\caption{Data of Pareto optimals of two-tetrahedron flexible polyhedra}
\begin{tabular*}{\linewidth}{@{\extracolsep{\fill}}
                 c  S[detect-weight,
                      mode=text,
                      table-format=2.1]<{$^\circ$}
              *{12}{S[detect-weight,
                      mode=text,
                      table-format=1.4]}
                    S[detect-weight,
                      mode=text,
                      table-format=1.1]
                    S[detect-weight,
                      mode=text,
                      table-format=1.4]
                }
    \toprule
$\Theta$    & {$R$}     & {$a$}     & {$b_1$}   & {$b_2$}   & {$b_3$}
                        & {$b_4$}   & {$c_1$}   & {$c_2$}   & {$c_3$}
                        & {$c_4$}   & {$d_1$}   & {$d_2$}   & {$e_1$}
                        & {$e_2$}   &   ?                               \\
    \midrule
\textbf{A}  &\BF 79.4   &\BF 0.016  &\BF 10.5575&\BF 6.8962 &\BF 7.2996
                        &\BF 6.9266 &\BF 7.2709 &\BF 7.2757 &\BF 6.8598
                        &\BF 7.1846 &\BF 6.8196 &\BF 0.1728 &\BF 0.2493
                        &\BF 7.5    &\BF 7.5535                         \\
1           & 73.9      & 0.04      & 10.1      & 8.7       & 7.5
            & 7.0       & 7.9       & 7.1       & 7.8
            & 8.8       & 7.3       & 3.3       & 3.3
            & 7.5       & 8.1                               \\
2           & 74.6      & 0.05      & 10.9      & 7.8       & 7.7
            & 7.7       & 7.7       & 7.9       & 7.5
            & 7.9       & 7.4       & 2.2       & 2.2
            & 7.5       & 8.1                               \\
3           & 70.2      & 0.07      & 10.2      & 10.0      & 7.9
            & 6.8       & 7.7       & 7.0       & 7.9
            & 9.9       & 7.7       & 5.4       & 5.6
            & 7.5       & 8.2                               \\
4           & 60.8      & 0.09      & 10.6      & 6.9       & 7.3
            & 6.9       & 7.3       & 7.3       & 6.9
            & 7.2       & 6.8       & 0.2       & 0.3
            & 7.5       & 7.6                               \\
\textbf{B}  &\BF 69.2   &\BF 0.1    &\BF 9.9    &\BF 7.0    &\BF 7.2
                        &\BF 7.0    &\BF 7.2    &\BF 7.2    &\BF 6.8
                        &\BF 7.2    &\BF 6.8    &\BF 1.1    &\BF  1.2
                        &\BF 7.5    &\BF 7.9\\
    \bottomrule
\end{tabular*}
\begin{tablenotes}[flushleft]\footnotesize
\item All results chosen here are on the Pareto Front in Figure~\ref{fig:ParetoTachi}. Results labelled in letters A$\sim$F are from Table~\ref{table:2TetraResult} and are presented in bold font.
\end{tablenotes}
\end{threeparttable}
\label{table:2TetraResultAppen}
\end{landscape}
\end{document}

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现在tablenotes就像我在第一个答案中所展示的那样。

答案2

您的表格注释正是您所需要的。为了强调这一点,我写了以下内容姆韦有三种使用场景tablenotes

\documentclass{article}
\usepackage{pdflscape}
\usepackage{threeparttable}
\usepackage{lipsum}

\begin{document}
\begin{landscape}
\begin{threeparttable}
\caption{my wide table}
\begin{tabular*}{\linewidth}{*{2}{p{\dimexpr0.5\linewidth-2\tabcolsep}}}
\lipsum*[11]       &   \lipsum*[11] \\
    \hline
\end{tabular*}
\begin{tablenotes}\footnotesize           % <--- first case
\item[\textbullet] All results chosen here are on the Pareto Front in Figure~\ref{fig:ParetoSteffen}.
\item[\textbullet] Results labelled in letters A$\sim$J are from Table~\ref{table:StefResult} and are presented in bold font.
\item[\textbullet] \lipsum*[11]
\end{tablenotes}
\medskip
\begin{tablenotes}[para]\footnotesize     % <--- second case
\item[\textbullet] All results chosen here are on the Pareto Front in Figure~\ref{fig:ParetoSteffen}.
\item[\textbullet] Results labelled in letters A$\sim$J are from Table~\ref{table:StefResult} and are presented in bold font.
\item[\textbullet] \lipsum*[11]
\end{tablenotes}
\medskip
\begin{tablenotes}[para]\footnotesize     % <--- third case
\item   All results chosen here are on the Pareto Front in Figure~\ref{fig:ParetoSteffen}.
\item   Results labelled in letters A$\sim$J are from Table~\ref{table:StefResult} and are presented in bold font.
\item   \lipsum*[11]
\end{tablenotes}
\end{threeparttable}
\end{landscape}
\end{document}

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