Nutzman
Mechanical
- Nov 2, 2020
- 57
Good day all,
There has been a lot of hype in the media of late regarding the use of heat pumps versus gas fired boilers. There are heaps of articles giving journalist "level" information. However on trying to put some numbers against each "technology" - heat pumps vs gas boiler, I'm coming up short.
I have applied the concept of fenestration, in which one calculates the heat loss/gain of a house, taking the material/design of the walls, glazing (single/double/triple, type of glass low e, type of window frames (wood, metal, plastic) etc. Percentage glazing area vs floor area per room. Insulation in the roof space, orientation of the house in previous projects (but not in the UK). (I would love the UK values, to put into my spreadsheet). The fenestration determines (theoretically) how much heat your house "leaks".
Then we have the radiator calculations to apply. Thanks to 2013 EN-442 EEC, this standard furnishes a load of info. The aforementioned spec, calls for the calc's to be done applying a DeltaT of 50 deg C.
However the gas fired boiler typically feed "heated" water at 60-70 deg C into the radiator (and works on a short sharp temp rise into the room). Whereas a heat pump typically works at 55 deg C and will most probably reach the radiators at 45 deg C. The heat pump works on a longer cycle at lower temperature in order to maintain the overall "desired" room temperature? However to add to the mix, a heat pump typically requires a "storage tank" to (The literature is talking of volumes of 200-300 liter). The heat pump maintains the volume of water at ~55 deg C and when the radiator is required to heat the room, it draws off the storage tank (recirculates).
The one issue I cannot find info on, is the fact that the radiator is sized for a DeltaT of 50 deg, but the heat pump is supplying water at a temperature's to achieve DeltaT of 30 deg C. This may mean that the (existing) radiator is now undersized. One may find that the current radiator may never get the room up to temperature, due to the "leakage" out the room/building.
Any values, formula, guidance would be appreciated.
Regards,
There has been a lot of hype in the media of late regarding the use of heat pumps versus gas fired boilers. There are heaps of articles giving journalist "level" information. However on trying to put some numbers against each "technology" - heat pumps vs gas boiler, I'm coming up short.
I have applied the concept of fenestration, in which one calculates the heat loss/gain of a house, taking the material/design of the walls, glazing (single/double/triple, type of glass low e, type of window frames (wood, metal, plastic) etc. Percentage glazing area vs floor area per room. Insulation in the roof space, orientation of the house in previous projects (but not in the UK). (I would love the UK values, to put into my spreadsheet). The fenestration determines (theoretically) how much heat your house "leaks".
Then we have the radiator calculations to apply. Thanks to 2013 EN-442 EEC, this standard furnishes a load of info. The aforementioned spec, calls for the calc's to be done applying a DeltaT of 50 deg C.
However the gas fired boiler typically feed "heated" water at 60-70 deg C into the radiator (and works on a short sharp temp rise into the room). Whereas a heat pump typically works at 55 deg C and will most probably reach the radiators at 45 deg C. The heat pump works on a longer cycle at lower temperature in order to maintain the overall "desired" room temperature? However to add to the mix, a heat pump typically requires a "storage tank" to (The literature is talking of volumes of 200-300 liter). The heat pump maintains the volume of water at ~55 deg C and when the radiator is required to heat the room, it draws off the storage tank (recirculates).
The one issue I cannot find info on, is the fact that the radiator is sized for a DeltaT of 50 deg, but the heat pump is supplying water at a temperature's to achieve DeltaT of 30 deg C. This may mean that the (existing) radiator is now undersized. One may find that the current radiator may never get the room up to temperature, due to the "leakage" out the room/building.
Any values, formula, guidance would be appreciated.
Regards,