We have a five year old microwave at home and its spec is 1,000W output.
Without specialized instruments, it is not possible to directly measure the ERP of a microwave oven and I attempted to measure it with a simple calorimeter. I believe this should give a relatively accurate ERP if I know the microwave absorption coefficient of water.
These are my data. Could I change them for better accuracy?
Thermal mass: 1,500g of water and 107g of polyethylene container. Covered with Saran Wrap to minimize error from heat of vaporization and the air flow cooling the surface.
(1,500g x 4.186J/g°C) +(107g x 0.6176J/g°C)=thermal mass of the whole thing=
6345.08J/°C
Starting temp=16.3°C(after allowed to stabilize for two hours)
Temp after heating=42.9°C
Change in temperature=26.6°C
Duration of heating=200 seconds
Heat gain=thermal mass x delta T
6345.08J/C° x 26.6°C =1.69x10^5 Joules
1.69x10^5Joules/2.00x10^2 secs =845 Joules per second
Therefore 845W is turned into useful work.
The ERP must be (845W/coefficient of absorption)+conductive and radiant loss
Do the numbers look about right?
Without specialized instruments, it is not possible to directly measure the ERP of a microwave oven and I attempted to measure it with a simple calorimeter. I believe this should give a relatively accurate ERP if I know the microwave absorption coefficient of water.
These are my data. Could I change them for better accuracy?
Thermal mass: 1,500g of water and 107g of polyethylene container. Covered with Saran Wrap to minimize error from heat of vaporization and the air flow cooling the surface.
(1,500g x 4.186J/g°C) +(107g x 0.6176J/g°C)=thermal mass of the whole thing=
6345.08J/°C
Starting temp=16.3°C(after allowed to stabilize for two hours)
Temp after heating=42.9°C
Change in temperature=26.6°C
Duration of heating=200 seconds
Heat gain=thermal mass x delta T
6345.08J/C° x 26.6°C =1.69x10^5 Joules
1.69x10^5Joules/2.00x10^2 secs =845 Joules per second
Therefore 845W is turned into useful work.
The ERP must be (845W/coefficient of absorption)+conductive and radiant loss
Do the numbers look about right?