答案1
您在问下一个问题时能否提供一些 MWE?您会发现自己尝试这些东西(而不是依赖他人)会更有趣。
\documentclass[tikz,border=3.14mm]{standalone}
\usetikzlibrary{positioning,calc,arrows.meta}
\begin{document}
\begin{tikzpicture}[bullet/.style={draw,circle,minimum width=3mm,inner sep=0pt,
fill=cyan!50}]
\node[bullet,label={[yshift=-2mm]below:$R_1$}] (R1){};
\node[right=2cm of R1,bullet,label={[yshift=-2mm]below:$R_2$}] (R2){};
\node[right=2cm of R2,yshift=6mm,bullet,label={[yshift=2mm]above:$R_3$}] (R3){};
\node[right=2cm of R3,yshift=-6mm,bullet,label={[yshift=-2mm]below:$R_4$}] (R4){};
\node[right=2cm of R4,bullet,label={[yshift=-2mm]below:$R_5$}] (R5){};
\foreach \X [evaluate=\X as \Y using {int(\X+1)}] in {1,...,4}
{\draw[thick,-latex,cyan!50] (R\X) -- (R\Y);}
%
\draw[thick,red,-latex] let \p1=($(R3)-(R2)$), \p2=($(R4)-(R3)$),
\n1={atan2(\y1,\x1)},\n2={atan2(\y2,\x2)} in
([yshift=-1mm]R2.south) to[out=\n1,in=180,looseness=0.5] ([yshift=-1mm]R3.south)
to[out=0,in=\n2-180,looseness=0.5] ([yshift=-1mm]R4.south);
%
\draw[thick,red,{Circle}-latex,dashed] let \p1=($(R2)-(R1)$), \p2=($(R3)-(R2)$),
\n1={atan2(\y1,\x1)},\n2={atan2(\y2,\x2)} in
([yshift=1mm]R1.north) to[out=\n1,in=180,looseness=0.5] ([yshift=1mm]R2.north)
to[out=0,in=\n2-180,looseness=0.5] ([yshift=1mm,xshift=-2mm]R3.north);
%
\draw[thick,{Circle}-latex,dashed] let \p1=($(R4)-(R3)$), \p2=($(R5)-(R4)$),
\n1={atan2(\y1,\x1)},\n2={atan2(\y2,\x2)} in
([yshift=1mm,xshift=2mm]R3.north) to[out=\n1,in=180,looseness=0.5]
([yshift=1mm]R4.north)
to[out=0,in=\n2-180,looseness=0.5] ([yshift=1mm]R5.north);
\end{tikzpicture}
\end{document}