Tikz - increase the spacing between 2 nodes of a stencil

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4















I want to increase the spacing between 2 nodes of a stencil. The original design of the stencil comes from this question.



stencil



documentclass[a4paper, 12pt]book
usepackagepgfplots, tikz

newcommandstencilptbig[4]node[circle,draw,inner sep=0.1em, outer sep=0pt, minimum size=0.7cm,font=normalfont,#1] at (#2) (#3) #4
begindocument

begincenter
begintikzpicture
stencilptbig -1,1 i-1 $frac-1h^2_t$;
stencilptbig 0,1 i $frac-2h^2_t+frac2h^2_x$;
stencilptbig 0,0 ij-1 $frac1h^2_t$;
stencilptbig 0,2 ij+1 $frac1h^2_t$;
stencilptbig 1,1 i+1 $frac-1h^2_t$;
draw
(i-1) -- (i)
(i) -- (i+1)
(i) -- (ij-1)
(i) -- (ij+1);
endtikzpicture
endcenter
enddocument


I also tried newcommandstencilptbig[4]node[circle,draw,inner sep=0.1em, outer sep=0pt, minimum size=0.7cm,font=normalfont,#1, node distance=2cm] at (#2) (#3) #4 according to that question but it didn't work



By the way: If there is an easier way to draw the whole thing, please let know.










share|improve this question




























    4















    I want to increase the spacing between 2 nodes of a stencil. The original design of the stencil comes from this question.



    stencil



    documentclass[a4paper, 12pt]book
    usepackagepgfplots, tikz

    newcommandstencilptbig[4]node[circle,draw,inner sep=0.1em, outer sep=0pt, minimum size=0.7cm,font=normalfont,#1] at (#2) (#3) #4
    begindocument

    begincenter
    begintikzpicture
    stencilptbig -1,1 i-1 $frac-1h^2_t$;
    stencilptbig 0,1 i $frac-2h^2_t+frac2h^2_x$;
    stencilptbig 0,0 ij-1 $frac1h^2_t$;
    stencilptbig 0,2 ij+1 $frac1h^2_t$;
    stencilptbig 1,1 i+1 $frac-1h^2_t$;
    draw
    (i-1) -- (i)
    (i) -- (i+1)
    (i) -- (ij-1)
    (i) -- (ij+1);
    endtikzpicture
    endcenter
    enddocument


    I also tried newcommandstencilptbig[4]node[circle,draw,inner sep=0.1em, outer sep=0pt, minimum size=0.7cm,font=normalfont,#1, node distance=2cm] at (#2) (#3) #4 according to that question but it didn't work



    By the way: If there is an easier way to draw the whole thing, please let know.










    share|improve this question


























      4












      4








      4


      0






      I want to increase the spacing between 2 nodes of a stencil. The original design of the stencil comes from this question.



      stencil



      documentclass[a4paper, 12pt]book
      usepackagepgfplots, tikz

      newcommandstencilptbig[4]node[circle,draw,inner sep=0.1em, outer sep=0pt, minimum size=0.7cm,font=normalfont,#1] at (#2) (#3) #4
      begindocument

      begincenter
      begintikzpicture
      stencilptbig -1,1 i-1 $frac-1h^2_t$;
      stencilptbig 0,1 i $frac-2h^2_t+frac2h^2_x$;
      stencilptbig 0,0 ij-1 $frac1h^2_t$;
      stencilptbig 0,2 ij+1 $frac1h^2_t$;
      stencilptbig 1,1 i+1 $frac-1h^2_t$;
      draw
      (i-1) -- (i)
      (i) -- (i+1)
      (i) -- (ij-1)
      (i) -- (ij+1);
      endtikzpicture
      endcenter
      enddocument


      I also tried newcommandstencilptbig[4]node[circle,draw,inner sep=0.1em, outer sep=0pt, minimum size=0.7cm,font=normalfont,#1, node distance=2cm] at (#2) (#3) #4 according to that question but it didn't work



      By the way: If there is an easier way to draw the whole thing, please let know.










      share|improve this question
















      I want to increase the spacing between 2 nodes of a stencil. The original design of the stencil comes from this question.



      stencil



      documentclass[a4paper, 12pt]book
      usepackagepgfplots, tikz

      newcommandstencilptbig[4]node[circle,draw,inner sep=0.1em, outer sep=0pt, minimum size=0.7cm,font=normalfont,#1] at (#2) (#3) #4
      begindocument

      begincenter
      begintikzpicture
      stencilptbig -1,1 i-1 $frac-1h^2_t$;
      stencilptbig 0,1 i $frac-2h^2_t+frac2h^2_x$;
      stencilptbig 0,0 ij-1 $frac1h^2_t$;
      stencilptbig 0,2 ij+1 $frac1h^2_t$;
      stencilptbig 1,1 i+1 $frac-1h^2_t$;
      draw
      (i-1) -- (i)
      (i) -- (i+1)
      (i) -- (ij-1)
      (i) -- (ij+1);
      endtikzpicture
      endcenter
      enddocument


      I also tried newcommandstencilptbig[4]node[circle,draw,inner sep=0.1em, outer sep=0pt, minimum size=0.7cm,font=normalfont,#1, node distance=2cm] at (#2) (#3) #4 according to that question but it didn't work



      By the way: If there is an easier way to draw the whole thing, please let know.







      tikz-pgf graphics nodes






      share|improve this question















      share|improve this question













      share|improve this question




      share|improve this question








      edited Jan 1 at 22:09







      ecjb

















      asked Jan 1 at 19:28









      ecjbecjb

      1956




      1956




















          1 Answer
          1






          active

          oldest

          votes


















          9














          Same comments as in my previous answer apply here. ;-)



          documentclass[a4paper, 12pt]book
          usepackagetikz
          usetikzlibrarypositioning
          begindocument
          begintikzpicture[stencilptbig/.style=circle,draw,inner sep=0.1em, outer
          sep=0pt, minimum size=0.7cm,font=scriptsize,
          node distance=2mm]
          node[stencilptbig] (i) $frac-2h^2_t+frac2h^2_x$;
          node[stencilptbig,left=of i] (i-1) $frac-1h^2_t$;
          node[stencilptbig,right=of i] (i+1) $frac-1h^2_t$;
          node[stencilptbig,above=of i] (ij+1) $frac1h^2_t$;
          node[stencilptbig,below=of i] (ij-1) $frac1h^2_t$;
          draw
          (i-1) -- (i)
          (i) -- (i+1)
          (i) -- (ij-1)
          (i) -- (ij+1);
          endtikzpicture
          enddocument


          enter image description here



          You may also draw the lines with



          draw (i) edge (i-1) edge (i+1) edge (ij-1) edge (ij+1);


          Depending on what you really want to achieve in the end, you may want to use chains or other tricks. And almost certainly someone will want use a matrix here. I guess that what is most elegant can only decided when it is clear what the full picture is.






          share|improve this answer

























          • many thanks again @marmot. That was indeed a similar question ;n)

            – ecjb
            Jan 1 at 19:48










          Your Answer








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          1 Answer
          1






          active

          oldest

          votes








          1 Answer
          1






          active

          oldest

          votes









          active

          oldest

          votes






          active

          oldest

          votes









          9














          Same comments as in my previous answer apply here. ;-)



          documentclass[a4paper, 12pt]book
          usepackagetikz
          usetikzlibrarypositioning
          begindocument
          begintikzpicture[stencilptbig/.style=circle,draw,inner sep=0.1em, outer
          sep=0pt, minimum size=0.7cm,font=scriptsize,
          node distance=2mm]
          node[stencilptbig] (i) $frac-2h^2_t+frac2h^2_x$;
          node[stencilptbig,left=of i] (i-1) $frac-1h^2_t$;
          node[stencilptbig,right=of i] (i+1) $frac-1h^2_t$;
          node[stencilptbig,above=of i] (ij+1) $frac1h^2_t$;
          node[stencilptbig,below=of i] (ij-1) $frac1h^2_t$;
          draw
          (i-1) -- (i)
          (i) -- (i+1)
          (i) -- (ij-1)
          (i) -- (ij+1);
          endtikzpicture
          enddocument


          enter image description here



          You may also draw the lines with



          draw (i) edge (i-1) edge (i+1) edge (ij-1) edge (ij+1);


          Depending on what you really want to achieve in the end, you may want to use chains or other tricks. And almost certainly someone will want use a matrix here. I guess that what is most elegant can only decided when it is clear what the full picture is.






          share|improve this answer

























          • many thanks again @marmot. That was indeed a similar question ;n)

            – ecjb
            Jan 1 at 19:48















          9














          Same comments as in my previous answer apply here. ;-)



          documentclass[a4paper, 12pt]book
          usepackagetikz
          usetikzlibrarypositioning
          begindocument
          begintikzpicture[stencilptbig/.style=circle,draw,inner sep=0.1em, outer
          sep=0pt, minimum size=0.7cm,font=scriptsize,
          node distance=2mm]
          node[stencilptbig] (i) $frac-2h^2_t+frac2h^2_x$;
          node[stencilptbig,left=of i] (i-1) $frac-1h^2_t$;
          node[stencilptbig,right=of i] (i+1) $frac-1h^2_t$;
          node[stencilptbig,above=of i] (ij+1) $frac1h^2_t$;
          node[stencilptbig,below=of i] (ij-1) $frac1h^2_t$;
          draw
          (i-1) -- (i)
          (i) -- (i+1)
          (i) -- (ij-1)
          (i) -- (ij+1);
          endtikzpicture
          enddocument


          enter image description here



          You may also draw the lines with



          draw (i) edge (i-1) edge (i+1) edge (ij-1) edge (ij+1);


          Depending on what you really want to achieve in the end, you may want to use chains or other tricks. And almost certainly someone will want use a matrix here. I guess that what is most elegant can only decided when it is clear what the full picture is.






          share|improve this answer

























          • many thanks again @marmot. That was indeed a similar question ;n)

            – ecjb
            Jan 1 at 19:48













          9












          9








          9







          Same comments as in my previous answer apply here. ;-)



          documentclass[a4paper, 12pt]book
          usepackagetikz
          usetikzlibrarypositioning
          begindocument
          begintikzpicture[stencilptbig/.style=circle,draw,inner sep=0.1em, outer
          sep=0pt, minimum size=0.7cm,font=scriptsize,
          node distance=2mm]
          node[stencilptbig] (i) $frac-2h^2_t+frac2h^2_x$;
          node[stencilptbig,left=of i] (i-1) $frac-1h^2_t$;
          node[stencilptbig,right=of i] (i+1) $frac-1h^2_t$;
          node[stencilptbig,above=of i] (ij+1) $frac1h^2_t$;
          node[stencilptbig,below=of i] (ij-1) $frac1h^2_t$;
          draw
          (i-1) -- (i)
          (i) -- (i+1)
          (i) -- (ij-1)
          (i) -- (ij+1);
          endtikzpicture
          enddocument


          enter image description here



          You may also draw the lines with



          draw (i) edge (i-1) edge (i+1) edge (ij-1) edge (ij+1);


          Depending on what you really want to achieve in the end, you may want to use chains or other tricks. And almost certainly someone will want use a matrix here. I guess that what is most elegant can only decided when it is clear what the full picture is.






          share|improve this answer















          Same comments as in my previous answer apply here. ;-)



          documentclass[a4paper, 12pt]book
          usepackagetikz
          usetikzlibrarypositioning
          begindocument
          begintikzpicture[stencilptbig/.style=circle,draw,inner sep=0.1em, outer
          sep=0pt, minimum size=0.7cm,font=scriptsize,
          node distance=2mm]
          node[stencilptbig] (i) $frac-2h^2_t+frac2h^2_x$;
          node[stencilptbig,left=of i] (i-1) $frac-1h^2_t$;
          node[stencilptbig,right=of i] (i+1) $frac-1h^2_t$;
          node[stencilptbig,above=of i] (ij+1) $frac1h^2_t$;
          node[stencilptbig,below=of i] (ij-1) $frac1h^2_t$;
          draw
          (i-1) -- (i)
          (i) -- (i+1)
          (i) -- (ij-1)
          (i) -- (ij+1);
          endtikzpicture
          enddocument


          enter image description here



          You may also draw the lines with



          draw (i) edge (i-1) edge (i+1) edge (ij-1) edge (ij+1);


          Depending on what you really want to achieve in the end, you may want to use chains or other tricks. And almost certainly someone will want use a matrix here. I guess that what is most elegant can only decided when it is clear what the full picture is.







          share|improve this answer














          share|improve this answer



          share|improve this answer








          edited Jan 1 at 19:43

























          answered Jan 1 at 19:36









          marmotmarmot

          91.4k4105199




          91.4k4105199












          • many thanks again @marmot. That was indeed a similar question ;n)

            – ecjb
            Jan 1 at 19:48

















          • many thanks again @marmot. That was indeed a similar question ;n)

            – ecjb
            Jan 1 at 19:48
















          many thanks again @marmot. That was indeed a similar question ;n)

          – ecjb
          Jan 1 at 19:48





          many thanks again @marmot. That was indeed a similar question ;n)

          – ecjb
          Jan 1 at 19:48

















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