Community Tip - Need to share some code when posting a question or reply? Make sure to use the "Insert code sample" menu option. Learn more! X
Hi,
First time posting on these forums, been reading around for a couple of years though.
I would like to create a plot of 4 functions (let's say it's different pressures depending on a variable, h). I've done this in the appended example.
However, I would now like to plot only 2 of the functions if a variable, say "condition", is =1.
How can I do this?
I have tried adding an "if" statement on the y-axis of the plot itself, like this:
----
f.1(h) if condition=1
----
, but I get a critical error when doing that, and the plot goes blank.
I'm using MathCad 15.
Any suggestions are appreciated,
Thank you,
Hampus
Solved! Go to Solution.
NaN (non a number) is very useful when you want something to not show on a plot. It works for either entire plots, or individual points.
NaN (non a number) is very useful when you want something to not show on a plot. It works for either entire plots, or individual points.
Richard,
Thank you, that worked perfectly!
Richard Jackson wrote:
NaN (non a number) is very useful when you want something to not show on a plot. It works for either entire plots, or individual points.
Nice trick that Richard
Mike Armstrong wrote:
Richard Jackson wrote:
NaN (non a number) is very useful when you want something to not show on a plot. It works for either entire plots, or individual points.
Nice trick that Richard
Yes!
Wish 3D plots could handle NaN's as well! (its a bit better in Prime but not sufficently)
Wish 3D plots could handle NaN's as well! (its a bit better in Prime but not sufficently)
I wish that could be said about other capabilities of 3D plots in Prime
Richard Jackson wrote:
Wish 3D plots could handle NaN's as well! (its a bit better in Prime but not sufficently)
I wish that could be said about other capabilities of 3D plots in Prime
I must have missed something - Plots in Prime have capabilities?
Depeding on your needs it might be convenient to use a wrapper function based on Richards solution.
See attached.
Nifty! That's a keeper, thanks