patrick_g
Elite Member
Does changing the voltage ONLY change the watts and not the volts????????
Look at the formulas some of us posted?
Especially those for power such as:
P = I*E or P = E*E/R Where P is watts, E is Volts, I is in amps, and R is resistance.
For a simple example to make a point and ignoring the small change in resistance with change in temperature and any other minor effects...
Lets look at two simple examples with the same resistance (load device) but different voltages and see what the amps and watts do, OK?
How much power is dissipated in a circuit with 12 volts and 24 ohms?
P = 12*12/24 or 144/24 or 6 watts
I = E/R so I = 12/24 or 1/2 We get 0.5 amps.
Now we increase the voltage to 120...
I = 120/24 = 5 amps P = 120*120/24 = 600 watts.
Looks to me that when the voltage went up by a factor of 10 so did the amps AND the watts.
By the way the typically quoted voltage of an AC circuit (120 for exapmpe) is root mean square voltage and with a resistive load (lights or heater element or...) so that the current to voltage phase angle is 0 degrees (power factor of unity) the AC voltage quoted is the voltage that is equivalent to a DC voltage of 120 volts.
It DOES NOT matter that the voltage is a time varying value or that the actual peak voltage you can measure is about 169.68 volts. in a 120 vac circuit. Use the RMS voltage and the listed equations and you will get the right results.
The two legs of a 240 VAC circuit do not take take turns supplying voltage. The instantaneous voltage difference measured between the two legs varies in a sinusoidal manner at the rate of 60Hz and if your meter could follow the rapid changes AND our eyes and our brains could see and interpret the meter fluctuations we'd see the voltage between the two 240 volt legs vary smoothly from about +339.36 to about -339.36 and all values in between. (Easy to see with an oscilloscope.)The current in the two legs is at all times equal in a 240 vac circuit (sans malfunction) and each "half" of a double pole breaker sees the same current (again sans malfunction such as a short to ground or whatever.
Hope some of this helps some of us.
Pat
Look at the formulas some of us posted?
Especially those for power such as:
P = I*E or P = E*E/R Where P is watts, E is Volts, I is in amps, and R is resistance.
For a simple example to make a point and ignoring the small change in resistance with change in temperature and any other minor effects...
Lets look at two simple examples with the same resistance (load device) but different voltages and see what the amps and watts do, OK?
How much power is dissipated in a circuit with 12 volts and 24 ohms?
P = 12*12/24 or 144/24 or 6 watts
I = E/R so I = 12/24 or 1/2 We get 0.5 amps.
Now we increase the voltage to 120...
I = 120/24 = 5 amps P = 120*120/24 = 600 watts.
Looks to me that when the voltage went up by a factor of 10 so did the amps AND the watts.
By the way the typically quoted voltage of an AC circuit (120 for exapmpe) is root mean square voltage and with a resistive load (lights or heater element or...) so that the current to voltage phase angle is 0 degrees (power factor of unity) the AC voltage quoted is the voltage that is equivalent to a DC voltage of 120 volts.
It DOES NOT matter that the voltage is a time varying value or that the actual peak voltage you can measure is about 169.68 volts. in a 120 vac circuit. Use the RMS voltage and the listed equations and you will get the right results.
The two legs of a 240 VAC circuit do not take take turns supplying voltage. The instantaneous voltage difference measured between the two legs varies in a sinusoidal manner at the rate of 60Hz and if your meter could follow the rapid changes AND our eyes and our brains could see and interpret the meter fluctuations we'd see the voltage between the two 240 volt legs vary smoothly from about +339.36 to about -339.36 and all values in between. (Easy to see with an oscilloscope.)The current in the two legs is at all times equal in a 240 vac circuit (sans malfunction) and each "half" of a double pole breaker sees the same current (again sans malfunction such as a short to ground or whatever.
Hope some of this helps some of us.
Pat