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the end of the curve joins smoothly with the beginning.Ī cubic spline function is calculated from the input table with x and y data, e. OCURVE is similar to CURVE, but for a closed curve - i.e. The actual drawing on the computer screen, printer or whatever is done by 'movto' and 'linto' which are procedures elsewhere in the software. The number of short lines used to fill in the curve is 'nsteps', so by making nsteps reasonably large a close approximation to a smooth curve is achieved.
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So, for each segment between two points CURVE calculates coefficients represented by arrays a and b and passes these coefficients to the SPLINE procedure which uses these coefficients to draw a series of short lines following the required smooth curve.
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Taking CURVE first, arrays x and y define a series of points and it is required to fill the gap between each pair of points with a smooth curve. Sorry the attached listing has no useful comment statements - only too common with my amateur programming efforts! But I think the important part is in the procedures SPLINE and CURVE.
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I guess your VBA will have some similarity to the attached code? I found the attached Pascal file from something I was doing in the '80s, although I think I would have later done much the same thing with object orientated C++. However I have looked back over some old files to find out how I used to implement cubic splines in software.
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I havn't done any programming for several years, other than just a few simple bits of Python code to program Arduino and similar microprocessor boards, so I am a bit rusty with this kind of thing. Maybe this is something we could include in Catalyst? You could email me your VBA file to j_perry AT btinternet DOT com, although I am not familiar with VBA files. Page Size 54.84Kb Code to Text Ratio 15.21% (Text size 8.34Kb and Code size 46.5Kb) Http Header HTTP/1.Hi Helmfried - Sorry I cant immediately advise on uploading files to this forum - I am not the one running the website.
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