I have several different microwave ovens I use on a regular basis, both vintage and modern. I have noticed marked performance differences between them. So I wanted to attempt to measure the actual output power of each oven.
Its actually a simple procedure to just measure the heating of a known quantity of water in a defined amount of time. Years ago a calorimetric power test like this was done to measure transmitter power on UHF and higher frequencies where availability of accurate meters was limited.
The math to derive wattage is actually pretty simple, here is the formula:
Power(watts) = Vol of H2O(ml) x Temp Rise(C) x 4.187 / Time(sec)
For the curious the 4.187 constant is the conversion from calories to watt seconds. One calorie is needed to raise a ml of water 1 degree Celsius.
Here is a photo if the 1984 Whirlpool microwave used for this test. The next couple posts will show the simple process.

Its actually a simple procedure to just measure the heating of a known quantity of water in a defined amount of time. Years ago a calorimetric power test like this was done to measure transmitter power on UHF and higher frequencies where availability of accurate meters was limited.
The math to derive wattage is actually pretty simple, here is the formula:
Power(watts) = Vol of H2O(ml) x Temp Rise(C) x 4.187 / Time(sec)
For the curious the 4.187 constant is the conversion from calories to watt seconds. One calorie is needed to raise a ml of water 1 degree Celsius.
Here is a photo if the 1984 Whirlpool microwave used for this test. The next couple posts will show the simple process.
