TeX - LaTeX Asked by Luca Benatti on May 11, 2021
It is possible to align the baseline of two nodes in different tikzpictures. I have a tikz in an align
environment as in the following example code
begin{align}
&tikz[remember picture]{node(I){};} to Delta r leq frac{r}{n-1}
&toDelta r - frac{r}{n-2} leq 0
end{align}
and another tikz after this as the following one
tikz[overlay,remember picture]{node at(I){$Delta r to frac{r}{n-1}$};}
How can I make the baseline of the two nodes aligned without messing up the alignment in the align
environment?
Edit 1: Minimal (not) working example
documentclass[]{beamer}
usepackage[english]{babel}
usepackage{tikz}
begin{document}
begin{frame}
begin{align*}
&tikz[remember picture]{node(I){};} to Delta r leq frac{r}{n-1}
&toDelta r - frac{r}{n-2} leq 0
end{align*}
visible<2->{tikz[overlay, remember picture]{node[anchor=east] at(I.west){$Delta r to frac{r}{n-1}$};}}
end{frame}
end{document}
In this example, the arrows are not aligned both vertically and horizontally.
The vertical alignment problem is because your TikZ node, although void, has a size different from zero. The second one can be solved by the base
anchors.
Anyway, you should look at the tikzmark
library.
documentclass[]{beamer}
usepackage[english]{babel}
usepackage{tikz}
begin{document}
begin{frame}
begin{align*}
&tikz[remember picture]{node[inner sep=0pt, outer sep=0pt](I){};} toDelta r leq frac{r}{n-1}
&toDelta r - frac{r}{n-2} leq 0
end{align*}
visible<2->{tikz[overlay, remember picture]{node[anchor=base east] at(I.base){$Delta r to frac{r}{n-1}$};}}
end{frame}
end{document}
Still is not perfect though --- some extra space is added by tikz
. Better using overlay
:
documentclass[]{beamer}
usepackage[english]{babel}
usepackage{tikz}
begin{document}
begin{frame}
begin{align*}
&tikz[remember picture, overlay]{node(I){};}toDelta r leq frac{r}{n-1}
&toDelta r - frac{r}{n-2} leq 0
end{align*}
visible<2->{tikz[overlay, remember picture]{node[anchor=base east] at(I.base){$Delta r to frac{r}{n-1}$};}}
end{frame}
end{document}
Correct answer by Rmano on May 11, 2021
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