Is it possible to store the variable width of a node and use that width to calculate the text width of another node in TikZ?


I have a list of similar nodes side-by-side (inline, not overlaid). Let's call the left column of nodes "A" and the right column of nodes "B". Column A nodes contain a number (counter variable, which means the node gets wider at each digit carry-over). Column B nodes should have some text width minus the text width of the corresponding node in column A.

  • get width of node A = \fontsize{50}{60}\selectfont\countervalue{}

  • text width of node B = (\textwidth) - (width of node A)

I think the answer I am looking for is hidden somewhere in this answer.


Did I understand correctly?


\foreach\j in {1,10,100}{
\node[outer sep=0] (a-\j) at (0,{-7*log10(\j)}) {\j};
\path let \p1=($(a-\j.east)-(a-\j.west)$) 
  node[anchor=west,text width=\textwidth-\x1] (b-\j) at (a-\j.east) 

enter image description here

  • Hey yes sort of... I was hoping to learn from this how to derive \x in your example, but I am still unsure of what \x is and where it came from. I expected to see the width of the first node being set somewhere (like in a pgf variable). – Jonathan Komar Feb 8 '15 at 21:55
  • 2
    @macmadness86: The width of node A is the distance between its west and east anchors. In the example above, the point \p1 is calculated by subtracting A.west from A.east (@percusse used the a-\j as node name instead of A, but the idea is the same). To refer to the x-coordinate of point \p1, you can use \x1, which is equal to the x-coordinate of A.east minus the x-coordinate of A.west. This difference is exactly the width of node A. – Herr K. Feb 8 '15 at 22:21

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