Have been looking at the possibility of providing customers with an idea of the likely savings they can expect from using an immersun in conjunction with their PV system. This can then be added to the PVSol economic model as additional savings.
The following is a first stab at this. Unfortunately as far as I know it is not possible to upload an xls spreadsheet, so if anyone wants a copy, please pm me. The performance data (consumption requirement, energy from inverter & direct use of PV energy) is cut and pasted out of PVSol for a 4kW system where I live. This has been extrapolated to average daily values. The hot water heating requirement is extracted from draft SAP2012. The figure of 2400kWhrs is typical for a four person household.
The interesting bit is, what is the likely utilisation of available power especially during the summer months? The chart shows average daily outputs for a system. On how many days of the month due to poor weather will the PV system fail to produce sufficient energy to heat the water? The values put in are either logic (Nov-Feb) or guess-ology (rest of the year) Does anyone have more empirical evidence from monitoring equipment to give a more accurate figure?
From what is already there it is probably safe to say a 50% contribution is highly likely, but it could well be higher.
There are some other observations that can be made. The hot water cylinder needs to be of sufficient size to hold 24hours hot water use. As with solar thermal, auxiliary back up heating should only be added in the evening after maximum solar gain has occurred. If a new tank is fitted, there will be further energy saving due to reduced standing losses. If possible (ie if there is room), always fit a new-build Part L compliant tank as they come with 50mm of insulation rather than 35mm. Also ensure there is a 3kW immersion element fitted. In the summer months there may be times when the PV system is capable of delivering more energy than the capacity of a 2kW item.
Savings in kWhrs or money need to be divided by the Seasonal Performance Factor of the heating device from which energy is displaced by the use of the Immersun. eg for a modern condensing gas boiler this is 0.768 and for oil condensing 0.754. This increases the savings.
Interested to know what others think.
The following is a first stab at this. Unfortunately as far as I know it is not possible to upload an xls spreadsheet, so if anyone wants a copy, please pm me. The performance data (consumption requirement, energy from inverter & direct use of PV energy) is cut and pasted out of PVSol for a 4kW system where I live. This has been extrapolated to average daily values. The hot water heating requirement is extracted from draft SAP2012. The figure of 2400kWhrs is typical for a four person household.
The interesting bit is, what is the likely utilisation of available power especially during the summer months? The chart shows average daily outputs for a system. On how many days of the month due to poor weather will the PV system fail to produce sufficient energy to heat the water? The values put in are either logic (Nov-Feb) or guess-ology (rest of the year) Does anyone have more empirical evidence from monitoring equipment to give a more accurate figure?
From what is already there it is probably safe to say a 50% contribution is highly likely, but it could well be higher.
There are some other observations that can be made. The hot water cylinder needs to be of sufficient size to hold 24hours hot water use. As with solar thermal, auxiliary back up heating should only be added in the evening after maximum solar gain has occurred. If a new tank is fitted, there will be further energy saving due to reduced standing losses. If possible (ie if there is room), always fit a new-build Part L compliant tank as they come with 50mm of insulation rather than 35mm. Also ensure there is a 3kW immersion element fitted. In the summer months there may be times when the PV system is capable of delivering more energy than the capacity of a 2kW item.
Savings in kWhrs or money need to be divided by the Seasonal Performance Factor of the heating device from which energy is displaced by the use of the Immersun. eg for a modern condensing gas boiler this is 0.768 and for oil condensing 0.754. This increases the savings.
Interested to know what others think.
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