S
Sawney Beane
For years I have used the watt-hour meter at the service entrance to
measure the rate of power consumption. I'd switch off all circuits
except a known load, such as incandescent bulbs or a water heater, then
time the on the meter disk to determine the constant in the relationship
between speed and watts.
Turning everything off requires resetting digital devices. If a year
later I wanted to check wattage and couldn't remember the constant, I'd
have to go through the procedure again. I couldn't be certain that my
test load was using exactly the watts I thought, and a constant found
for one watt-hour meter wouldn't necessarily apply to another.
Today I read that on most meters, Kh is the watt-hours per revolution.
(I wonder what Kh stands for.) Aha! You read the Kh, multiply by 3600,
and divide that constant by the seconds per revolution to get watts.
My Kh is marked 7.2. The time for 1/10 revolution was 41 seconds. That
came out to 63 Watts, right?
The house was running a computer in sleep mode, hooked up to an external
drive, an external modem, and a boom box. I switched that all off,
leaving only the power supply for the computer clock. There was a night
light. I switched it off. Otherwise, there was standby power for
various digital items: microwave, tv, vcr, radio, answering machine, and
furnace controller.
I timed the disk. Still 41 seconds. How could turning off my computer
equipment and the night light not have reduced power consumption? I
went out and timed it again. Still 41.
The third time, it had slowed way down. I don't know of anything in the
house that would have switched off since my last check.
Over the years I've seen that with other watt-hour meters. When a load
is turned on, there can be a long pause before the disk suddenly speeds
up. When the load is reduced nearly to zero, the disk may continue
spinning, then suddenly come nearly to a stop. What could account for
these delays in electromechanical watt-hour meters?
measure the rate of power consumption. I'd switch off all circuits
except a known load, such as incandescent bulbs or a water heater, then
time the on the meter disk to determine the constant in the relationship
between speed and watts.
Turning everything off requires resetting digital devices. If a year
later I wanted to check wattage and couldn't remember the constant, I'd
have to go through the procedure again. I couldn't be certain that my
test load was using exactly the watts I thought, and a constant found
for one watt-hour meter wouldn't necessarily apply to another.
Today I read that on most meters, Kh is the watt-hours per revolution.
(I wonder what Kh stands for.) Aha! You read the Kh, multiply by 3600,
and divide that constant by the seconds per revolution to get watts.
My Kh is marked 7.2. The time for 1/10 revolution was 41 seconds. That
came out to 63 Watts, right?
The house was running a computer in sleep mode, hooked up to an external
drive, an external modem, and a boom box. I switched that all off,
leaving only the power supply for the computer clock. There was a night
light. I switched it off. Otherwise, there was standby power for
various digital items: microwave, tv, vcr, radio, answering machine, and
furnace controller.
I timed the disk. Still 41 seconds. How could turning off my computer
equipment and the night light not have reduced power consumption? I
went out and timed it again. Still 41.
The third time, it had slowed way down. I don't know of anything in the
house that would have switched off since my last check.
Over the years I've seen that with other watt-hour meters. When a load
is turned on, there can be a long pause before the disk suddenly speeds
up. When the load is reduced nearly to zero, the disk may continue
spinning, then suddenly come nearly to a stop. What could account for
these delays in electromechanical watt-hour meters?