Undergrad Any sources on how to generate a nomogram?

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Generating a nomogram for calculating RPM based on part diameter and feed speed is a practical application of analog computing. While existing nomograms for this specific use may not be readily available online, creating one could be a valuable exercise. MATLAB or its clone Freemat can be utilized to plot the nomogram, and a Java tool is also available for this purpose. Initial planning may involve determining the appropriate scale type and orientation, which could be done using pencil and paper before finalizing the design in software like AutoCAD. This approach combines both theoretical and practical aspects of nomography in a useful way.
jasc15
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I've been very interested in analog computers lately, and a simple application of one has come up at work where I simply need to solve for RPM given a part diameter and feed (tangential) speed. It's simple enough to do the calculation in each instance, but I think it would be useful for the machine operators to refer to a nomogram for this purpose. A table would work too, but that would be rather large and cumbersome. I'm sure a nomogram for this exact application has been made before, but I can't seem to find one on the web, and I think it would be a good exercise to generate one myself.
 
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I have some MATLAB experience, but none in Python. I was thinking of going the pencil and paper route to determine if the scales should be linear or log (pretty sure linear in this case), and what their spacing/orientation should be, then draw the nomograph in AutoCAD or something. I might try MATLAB (freemat), though my experience with it might not be relevant to this type of task.
 
jasc15 said:
I have some MATLAB experience, but none in Python. I was thinking of going the pencil and paper route to determine if the scales should be linear or log (pretty sure linear in this case), and what their spacing/orientation should be, then draw the nomograph in AutoCAD or something. I might try MATLAB (freemat), though my experience with it might not be relevant to this type of task.

There was that Java app that I mentioned earlier that might help.
 
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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