SoL
2023-02-03 08:24:31
- #1
Just a question from the sidelines:
If the annual performance factor of a brine heat pump is 1 higher than that of an air-to-water heat pump (consumption database median 3.82 vs. 4.72) and a drilling costs €8,000, then it takes forever to make up for the drilling cost, right?
0.4€/kWh / 4.72 = 8.47 ct / kWh heating demand
0.4€/kWh / 3.82 = 10.47 ct / kWh heating demand
Thus, the difference per kWh heating demand is €0.02.
8,000€ / 0.02€ difference = 400,000 kWh heating demand before I am monetarily better off with the brine heat pump. For a house with a heating demand of 15,000 kWh, I would thus only break even on the drilling cost after 26.66 years?
Where is my flaw in reasoning?
If the annual performance factor of a brine heat pump is 1 higher than that of an air-to-water heat pump (consumption database median 3.82 vs. 4.72) and a drilling costs €8,000, then it takes forever to make up for the drilling cost, right?
0.4€/kWh / 4.72 = 8.47 ct / kWh heating demand
0.4€/kWh / 3.82 = 10.47 ct / kWh heating demand
Thus, the difference per kWh heating demand is €0.02.
8,000€ / 0.02€ difference = 400,000 kWh heating demand before I am monetarily better off with the brine heat pump. For a house with a heating demand of 15,000 kWh, I would thus only break even on the drilling cost after 26.66 years?
Where is my flaw in reasoning?