Plot Intrinsic Equations Free with KmPLot and Maxima

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Users are seeking a free program to plot intrinsic equations, with KmPLot and Maxima suggested but found inadequate for Windows users. Origin is recommended as a powerful alternative, though it is not free, and users are struggling to find guidance on plotting intrinsic equations specifically. The intrinsic equation for a parabola is provided, but the user is unclear on how to implement it in Origin. They have explored the software's features and forums without finding satisfactory answers on treating equations as intrinsic rather than Cartesian or polar. The discussion highlights the need for clearer instructions or resources for plotting intrinsic equations in available software.
Fermat
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Anyone know of a program/application/applet that will plot/graph intrinsic equations ?
(preferably free)

I've already had suggestions for KmPLot and Maxima, but neither, it seems, can do the job.
KmPLot is mainly for Linux and I'm on Win XP. (also Vista)
 
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Try Origin, it's the best for this. But it is not free.
 
Thanks. I've downloaded the evaluation copy. But I can't find any reference to "intrinsic" in the help files.. There's nothing in the plot menu about intrinsic equations either.

The intrinsic equaion for the parabola is,

s = a tan(psi) sec(psi) + a log(tan(psi)+sec(psi)).

How would I use Origin to plot this?

TIA
 
create new graph
go to menu Graph/add function graph/then copy-paste your equations, or use the drop down menu to choose elementary functions to combine them into your formula.

And they have an excellent forum there http://www.originlab.com/forum/default.asp
 
Thanks for the input Trebmling, but I'm wondering if we have been talking at cross purposes.

An intrinsic equation, of the form s=f(psi), passes through the origin. s is the distance along the curve from the origin to a point of interest and psi (or tan(psi)) is the slope of the curve at the point of interest. (In other words, s and psi are not rectangular/Cartesian coordinates, or polar coordinates.)

I've been to the Origin forum and posted my query there - "how do I use Origin to plot an intrinsic equation?" - using the above description of an intrinsic eqn. I've had no responses.

I can go into Origin, create a new graph, and give a function, which will be F(x)=cos(x), say - a Cartesian equn. I can tell Origin to treat this as a polar eqn. But can I tell Origin to treat it as an intrinsic equation?

This is what I still can't get.
 
Here is a little puzzle from the book 100 Geometric Games by Pierre Berloquin. The side of a small square is one meter long and the side of a larger square one and a half meters long. One vertex of the large square is at the center of the small square. The side of the large square cuts two sides of the small square into one- third parts and two-thirds parts. What is the area where the squares overlap?

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