If you have a lamp rated 60 watts that normally operates on 240 volts, what would be the current draw if it operates on 120 volts?
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Whatever math I did was wrong.
This is the best I could come up with.
I'll stick to doing things how I know.Last edited by Speedy Petey; 03-26-2008, 06:11 AM.
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The POWER represented by P never changes. P=EI - The E or voltage is a variable and I the current is variable.
60 divided by 240 equals a quarter amp. 60 divided by 120 equals a half amp. Because you are operating the 240 bulb at half its rated voltage the amperage is double its normal operating amperage. Therefore the bulb operates at a half amp.
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SO then why did you ask?
Was this some sort of test?
I always knew a lamp worked at half wattage at half voltage, so I did the math to see if I my thinking was correct and came up different. I was wrong because I did the wrong math. I thought into it too much.
I should have stuck to my instinct.
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Just to make sure I have this straight, the 60 watt lamp at 240 volts glows at 60 watts (naturally), so at 120 volts it would glow at only 15 watts a 1/4 of it's rated output with 1/2 of the power supply ?Little about a lot and a lot about a little.
Every day is a learning day.
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No, no test. Just a problem for discussion. All the incandescent nightlights I have in my house are 240 volt 6S6 bulbs. I put these in - in the year 2000 and they are still working. The 6S6 bulb has a base like the old Xmas tree bulbs. The 60 watt bulb operating at 240 volts draws a quarter amp. If you operate it at 120 volts the wattage reduces by one-half. The current is the same a quarter amp. 60 divided by 240 = .25. 30 divided by 120 = .25.
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1 conductor(s) per phase utilizing a 12 AWG Copper conductor will limit the voltage drop to 2.43% or less when supplying 11.2 amps for 150 feet on a 240 volt system.
For Engineering Information:
* 20 Amps Rated ampacity of selected conductor
* 1.9029 Ohms Resistance (Ohms per 1000 feet)
* 0.054 Ohms Reactance (Ohms per 1000 feet)
* 7.2 volts maximum allowable voltage drop at 3%
* 5.83 Actual voltage drop loss at 2.43% for the circuit
* 0.9 Power Factor
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