Thermodynamics - Problem in calculating a values

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The discussion revolves around calculating the heat flux (F) in a heat pump-house system, specifically the energy lost from the house to the atmosphere and the energy required to maintain a constant temperature. The user seeks guidance on determining F, which is derived from the difference between the heat lost from the house and the heat extracted by the heat pump. The coefficient of performance (COP) of the heat pump is noted as 2.5, which factors into the calculations. Clarifications are provided on how to calculate the outgoing heat flux (F_out) and the incoming heat flux (F_in), emphasizing that F represents the net heat flow into the house. The discussion highlights the complexity of accurately assessing the impact on the atmosphere, as it involves multiple variables beyond just heat flow.
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Hello, I am having difficulty in calculating F and was wondering if anyone could help.


F is the heat flux in W/m2 between the Heat Pump-House system from the Atmosphere.


Now I have the Energy 'lost' from the house walls into the atmosphere.
If we don't consider any other parameters, this energy would be the same
exact amount of energy that I need to add into the House to maintain a
constant temperature.


By looking at some of the Heat Pump specs and by knowing that the
Coefficient of performance is 2.5 I should be able to calculate the
energy heat has to transfer from the outside into the inside.


The difference between the heat flux lost from the House into the
atmosphere and what the heat pump extract from the atmosphere would give
me the NETT COOLING of the atmosphere due to the Heat Pump. Which is my
F in W/m2.


Now I'm a bit confused on how I go and do that really... I am fine with
the sentence before the bold text but then I just get lost...



Thanks

John
 
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If you know the rate that heat is leaving the house, then you divide that by the surface area of the house to get ##F_{out}##.

##F_{in}## will be a rating written on the heat pump or in it's documentation.

##F=F_{in}-F_{out}##
... would be the net heat flow into the house.
If this is a negative number, then heat flows to the outside and the atmosphere would warm up.

You problem is that the heat from the atmosphere may not all end up in the house right?
You also use energy in the heat pump which produces heat of it's own.

Of course the effect on the atmosphere depends on a lot more than just the heat flow through your house.
 
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