• Escaping special characters into titles/axis labels

    From Martin Brown@21:1/5 to All on Fri Mar 19 16:13:07 2021
    I'm new to gnuplot and find it very powerful but there are a couple of
    fairly simple things that I just can't see how to do.

    One is to escape in the greek symbol "alpha", "beta","theta" or "pi" or equivalently to tell the axis scaling logic that I would like an axis to
    scaled in fractions of pi. I can rename the variables but pi is well pi!

    The compromise I have settled on for now is to plot the results on the
    range -1 to 1 and label the axis as theta/pi since I don't know and
    can't figure out how to escape it in. I tried \pi a la TeX.

    I have also tried various suggestions I found online {/Symbol p} and I
    do get an unprintable character displayed as a "?" but nothing more
    terminal type is "qt" enhanced.

    Thanks for any enlightenment on how to show Greek letters on graphs.

    I was initially confused by the distinction when in mono mode between
    set mono linetype and set linetype. It all worked OK once I remembered
    to explicitly specify set mono linetype.

    A few more distinct defined mono linetypes wouldn't go amiss in the
    default distribution. 5 seems a bit mean given that they are a bit
    tricky to alter. Seems to me when terminal is in mono mode the "mono"
    linetype settings should be the ones that get changed by set linetype.

    --
    Regards,
    Martin Brown

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  • From Karl Ratzsch@21:1/5 to All on Fri Mar 19 20:59:31 2021
    Am 19.03.2021 um 17:13 schrieb Martin Brown:
    I'm new to gnuplot and find it very powerful but there are a couple
    of fairly simple things that I just can't see how to do.

    One is to escape in the greek symbol 'alpha', 'beta','theta' or 'pi'
    or equivalently to tell the axis scaling logic that I would like an
    axis to scaled in fractions of pi. I can rename the variables but pi
    is well pi!


    The most straightforward method is to set all tics explicitly

    set xtics pi ('pi/2' pi/2, 'pi' pi, '3pi/2' 3*pi/2, \
    '2pi' 2*pi, '5pi/2' 5*pi/2, '3pi' 3*pi)
    set grid
    plot [0:3*pi] sin(x)

    , you might use a "do for" loop to create the tics/labels as a macro
    string. Alternatively you can just scale everything

    set xtics .5 format '%hpi'
    set grid
    plot [0:3] sin(x*pi) title 'sin(x)'

    . It could be nice to be able to add a piece of math containing the
    axis variable to the format string, like with gprintf(). You can
    post a feature request on gnuplot.sf.net

    Use utf8 encoding ("set encoding utf8") to put in the pi symbol
    (copy the greek symbols from a web page), or use one of the latex
    terminals.

    Hth!
    Karl

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  • From Martin Brown@21:1/5 to Karl Ratzsch on Sun Mar 21 09:32:37 2021
    On 19/03/2021 19:59, Karl Ratzsch wrote:
    Am 19.03.2021 um 17:13 schrieb Martin Brown:
    I'm new to gnuplot and find it very powerful but there are a couple of
    fairly simple things that I just can't see how to do.

    One is to escape in the greek symbol 'alpha', 'beta','theta' or 'pi'
    or equivalently to tell the axis scaling logic that I would like an
    axis to scaled in fractions of pi. I can rename the variables but pi
    is well pi!


    The most straightforward method is to set all tics explicitly

        set xtics pi ('pi/2' pi/2, 'pi' pi, '3pi/2' 3*pi/2, \
                  '2pi' 2*pi, '5pi/2' 5*pi/2, '3pi' 3*pi)
        set grid
        plot [0:3*pi] sin(x)

    , you might use a "do for" loop to create the tics/labels as a macro
    string. Alternatively you can just scale everything

        set xtics .5 format '%hpi'
        set grid
        plot [0:3] sin(x*pi) title 'sin(x)'

    . It could be nice to be able to add a piece of math containing the axis variable to the format string, like with gprintf(). You can post a
    feature request on gnuplot.sf.net

    Use utf8 encoding ("set encoding utf8") to put in the pi symbol (copy
    the greek symbols from a web page), or use one of the latex terminals.

    Thank you for your very helpful explanation of how to do it.

    --
    Regards,
    Martin Brown

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