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|    rec.crafts.metalworking    |    Metal working and metallurgy    |    215,367 messages    |
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|    Message 214,274 of 215,367    |
|    Jim Wilkins to All    |
|    Re: rod-mill project - "mains" electric     |
|    22 Apr 25 07:54:03    |
      From: muratlanne@gmail.com              "Richard Smith" wrote in message news:m1r01kwsh9.fsf@void.com...              P=power (Watts)       tau = torque (Newton.metres)       omega = rotation-rate (radians/s)       Latter makes total sense - well it does for me :-) Radian is where a       radius is wrapped around the circumference. Very often gives vast       simplifications (compared to working in angular Degrees or Revs Per       Minute, etc.).              ------------------------------------              I took night school classes to keep up with my day job. The analytic       geometry teacher gave many practical hints that made working with sines and       cosines simple, but in Degrees. For me learning advanced math from night       school teachers who used it as a tool in their day jobs was much easier than       from those in college who considered it an abstract art form. In night       school I aced calculus classes I'd barely squeaked through in college. I was       probably correct to take chemistry which I could pass instead of more       mathematical electrical engineering. DC isn't bad, AC requires advanced       calculus.              Phase modulation for digital radio employs similar trigonometry but in       Radians, expressed as a multiple of pi, 2*pi being a full circle. I       struggled to quickly mentally convert between 45 degrees and pi/4 etc, also       between decibels and voltage, when listening to explanations of what an       engineer wanted me to build or interpreting an instrument display.              https://en.wikipedia.org/wiki/Phase-shift_keying              That and especially the error correction schemes were among the most       difficult subjects I ever encountered, since I had lost my way while       studying Laplace Transforms in college. Segway motor drives used similar       math, based on the "imaginary" square root of -1 defining an orthogonal axis       for "imaginary" capacitive and inductive current and voltage. Complex       numbers that initially seemed useless to me are a perfect fit.              https://www.egr.msu.edu/~wierzba/steinmetz.pdf       "His paper on complex numbers revolutionized the analysis of ac circuits,       though it was said at the time that no one but       Steinmetz understood the method."              https://www.smithsonianmag.com/history/charles-proteus-steinmetz       the-wizard-of-schenectady-51912022/              --- SoupGate-Win32 v1.05        * Origin: you cannot sedate... all the things you hate (1:229/2)    |
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