Maximizing Heat Output from Electrical Energy: Heat Pumps vs Heaters

AI Thread Summary
Using 'W' Joules of electrical energy to heat a liquid results in a maximum heat output of W, while a heat pump can provide Q = [COP + 1] * W, indicating greater efficiency. This efficiency does not violate conservation of energy, as the heat pump transfers heat from one location to another rather than generating additional heat. The process involves extracting heat (Q1) from the atmosphere, performing work (W), and supplying heat to the sink as Q1 + W. Ultimately, the net thermal energy change remains equal to W, confirming that the system adheres to energy conservation principles. Thus, heat pumps are preferred for their efficiency without contradicting fundamental energy laws.
Sridhar96
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I have read that when we directly use 'W' Joules of electrical energy to heat a liquid,the maximum heat we can use to heat the liquid is W.
However, when we use a heat pump Q=[COP+1]*W , and that means Q > W. Hence heat pump is more efficient and is preferred over electrical heater. Doesn't this violate conservation of energy..i.e give W joules of work and get equivalent heat of More than W
 
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No. A heat pump doesn't "directly" heat something it just moves heat to where we want it from somewhere else. If you account for what happens on both ends, you'll see that the net thermal energy change is exactly equal to W.
 
So in a way it cause a minute change in temperature of the atmosphere right? (or from the source of heat). So we extract heat Q1 from atmosphere, do work W, hence heat we supply to sink is Q1+W?
 
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