![]() |
||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
![]() | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
|
|
Factor in warm-up time to estimate new system’s savings Editor's note: The Energy Services Bulletin features real answers to real questions posed to our staff at the Energy Services Power Line. We hope you find it useful. Question: Answer: We calculated the savings by dividing the gas bill for each month by the cost of gas to obtain the number of Therms used. This number was then converted to thousands of BTU per month. Dividing mBTU/mo by the number of BTU per kWh (3,413) yielded total kWh/mo. Dividing kWh/mo by the SEER of the proposed heat pump gave an estimate for the monthly kWh using the proposed heat pump, expressed in the table below as HP kWh. Finally, the HP kWh was multiplied by 7.32 cents per kWh, your customer’s electricity cost, to get the new heat pump’s equivalent monthly heating cost, or Elect $:
This simple analysis ignores a very important difference between the systems: the heat pump’s lower capacity will extend warm-up times, especially during cold weather. Where the boiler system required three hours to bring the space up to temperature, the heat pump system will take at least three times as long. Heat pumps are normally equipped with electric resistance elements to add extra heat for warm-up and when the heat pump cannot meet the load using the compressor. Use of electric heat reduces the seasonal efficiency of the heat pump to a value approaching 1 under worse case conditions. It may be advisable to provide extra capacity. An additional 10 to 20 tons may be needed to accommodate the warm-up requirements and keep the SEER at high levels. If you need direct technical assistance or further research on this topic, contact the Power Line at 1-800-769-3756, or submit your request on-line.
|
|||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||