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Metalworking (rec.crafts.metalworking) Discuss various aspects of working with metal, such as machining, welding, metal joining, screwing, casting, hardening/tempering, blacksmithing/forging, spinning and hammer work, sheet metal work. |
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#1
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Awl--
Is this normal? I know the wild leg has a higher *leg-to-leg* voltage than the non-generated leg-to-leg voltages (the three leg-to-leg voltages measure 240 (incoming), 250, 265, approx), but wow, I thought *to ground* it might be 140 V or so, but not a full 230!!! W/ a good load on it, like a 1,000 watt heater, it drops to 195 V, but damn!!! Fortuitously, from my 3-phase panel, I did not connect any single (or double pole) breakers to the wild leg, simply to lighten the load on the rotary, but I was not aware of the above little ditty!! Any thoughts? ---------------------------- Mr. P.V.'d formerly Droll Troll |
#2
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Careful, "Procto", you're going to keep fooling around with that volt meter
until you hurt yourself. Bob Swinney "Proctologically Violated©®" wrote in message ... Awl-- Is this normal? I know the wild leg has a higher *leg-to-leg* voltage than the non-generated leg-to-leg voltages (the three leg-to-leg voltages measure 240 (incoming), 250, 265, approx), but wow, I thought *to ground* it might be 140 V or so, but not a full 230!!! W/ a good load on it, like a 1,000 watt heater, it drops to 195 V, but damn!!! Fortuitously, from my 3-phase panel, I did not connect any single (or double pole) breakers to the wild leg, simply to lighten the load on the rotary, but I was not aware of the above little ditty!! Any thoughts? ---------------------------- Mr. P.V.'d formerly Droll Troll |
#3
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Yep, I calculate 231 V, So 230 Would be about right, assuming your
240 is a standard center ground 120/240 single phase system. Do the math, it is a simple calculation. "Proctologically Violated©®" wrote: Awl-- Is this normal? I know the wild leg has a higher *leg-to-leg* voltage than the non-generated leg-to-leg voltages (the three leg-to-leg voltages measure 240 (incoming), 250, 265, approx), but wow, I thought *to ground* it might be 140 V or so, but not a full 230!!! W/ a good load on it, like a 1,000 watt heater, it drops to 195 V, but damn!!! Fortuitously, from my 3-phase panel, I did not connect any single (or double pole) breakers to the wild leg, simply to lighten the load on the rotary, but I was not aware of the above little ditty!! Any thoughts? ---------------------------- Mr. P.V.'d formerly Droll Troll jk |
#4
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jk wrote:
Yep, I calculate 231 V, So 230 Would be about right, assuming your 240 is a standard center ground 120/240 single phase system. Do the math, it is a simple calculation. Hmm, I come up with 208 V (207.846 actually) The math is sin (60 degrees) * 240 V or tan (60 degrees) * 120 V both give 208 V. This is the voltage from the center of the 240 V single phase source (neutral) to the generated phase. But, it really isn't a useful reading, as the motor never sees this voltage. All it sees are the L-L voltages. Jon |
#5
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I learned the hard way that it don't work to have something running between
the wild leg and ground. Burned up the servo feed on my bridgeport. i didn't know this was how it was wired, just hooked up the three phase and truned it on. Now I know to spend serious time finding were to put the "wild" leg. Karl |
#6
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![]() Jon Elson wrote: jk wrote: Yep, I calculate 231 V, So 230 Would be about right, assuming your 240 is a standard center ground 120/240 single phase system. Do the math, it is a simple calculation. Hmm, I come up with 208 V (207.846 actually) The math is sin (60 degrees) * 240 V or tan (60 degrees) * 120 V both give 208 V. This is the voltage from the center of the 240 V single phase source (neutral) to the generated phase. But, it really isn't a useful reading, as the motor never sees this voltage. All it sees are the L-L voltages. Jon Nope. IF! the voltage was 240 all the way around you would be correct. Draw the triangle out. THe neutral point is the mid point of the 240 v side. Approximate the 250-265 v as 260 V. THe N to "hot leg" voltage is sqrt((260^2)-(120^2)). jk |
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