Hi Jerzy,

On 14 February 2012 16:03, Jerzy Karczmarczuk wrote:
> Andrea Gavana :
>> after some great help from the Numpy users list, I have managed to
>> create "parallel curves".
>>
>>
>> But I can't really do that with the set of data I have, as the X and Y
>> variables have different order of magnitude and I need a single
>> subplot on the figure to have rectangular axes (not square).
> (...)
>> So, my question would be: how do I scale the
>> X and Y vectors so that the parallels look parallel to the main curve
>> even if the axes are not square and the X and Y variables have
>> different data-ranges/magnitudes?
> Andrea, you have TWO problems.
>
> The first is to scale your offset according to your axes range. This can
> be done using ax.get_data_ratio(). In your case you will get 5, and this
> factor should enhance your vertical offset wrt. the horizontal.
> (Or, use .get_xlim() and .get_ylim() and do the computations yourself).

Thank you for your answer, I have implemented this and it looks a bit
better (on the real X/Y pairs I have).

> The second problem is that your FIGURE scales your plot visually,
> independently of your axes, so without special scaling it will have
> different aspects according to your manipulation. An arbitrary affine
> transform will keep straight lines parallel, but no chance with
> arbitrary curves.  You may play with fig.get_figwidth(), etc., but here
> my digging stops.

Will this argument still stand if I am only interested in a single
figure size (maximized window on my screen, plus set_size_inches(20,
12)) and fixed axes positions (set by figure.subplots_adjust)? If not,
should the further scaling simply be the ratio between the x-axis
extent and y-axis extent (in pixels)? Or am I missing something
(again)?

Thank you in advance for your suggestions.


Andrea.

"Imagination Is The Only Weapon In The War Against Reality."
http://xoomer.alice.it/infinity77/

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