Last weekend, 1/9 - 1/11, my perception was that for some reason my shop was losing more heat than it did in the past because storage was pretty much fully exhausted as it went from 190F to 100F over a 48 hour period. Last weekend had daytime high temp of +3 and low of -24F. This weekend, 1/16 - 1/18, a repeat with daytime high temp of -6 low of -23F. Then I did the math: btu loss from 1000 gal of storage from 190 to 100 = 8340 lbs x 90 = 754,200 btus / 48 hours = 15,712 btu/hr. Right in the ballpark of past experience for temps in this range, and not too bad for a 1500 sq ft shop with 12' ceiling.
This also means that I'm headed to burn about 152 lbs of wood to recharge the storage: 754,200 btus / 6050 btu/lb of wood = 125 lbs of wood / 81% approx burn efficiency boiler btu to water = 154 lbs of wood. Monday again will be a busy day of burning.
The backup heat in the shop is resistance electric. If I had used electric heat vs wood for this space heating, the cost would have been: 15,712 btu/hr x 3412 btu/kWh = 4.6 kW/hr x $0.115 kWh = $0.53/hr x 48 = $25.42 for two days.
Currently I'm burning almost 100% red pine, about 2900 lbs/cord. 154 lbs of wood is 0.05 cords. At a market rate of about $150/cord of red pine, 0.05 cords = $7.50, less than 1/3 the cost of electric.
My faulty perception has been corrected. Shop heat loss is about right where past experience placed it. Conclusion: my creeping aging process also is creeping out my perception. Return to logic: it's all about the math.
This also means that I'm headed to burn about 152 lbs of wood to recharge the storage: 754,200 btus / 6050 btu/lb of wood = 125 lbs of wood / 81% approx burn efficiency boiler btu to water = 154 lbs of wood. Monday again will be a busy day of burning.
The backup heat in the shop is resistance electric. If I had used electric heat vs wood for this space heating, the cost would have been: 15,712 btu/hr x 3412 btu/kWh = 4.6 kW/hr x $0.115 kWh = $0.53/hr x 48 = $25.42 for two days.
Currently I'm burning almost 100% red pine, about 2900 lbs/cord. 154 lbs of wood is 0.05 cords. At a market rate of about $150/cord of red pine, 0.05 cords = $7.50, less than 1/3 the cost of electric.
My faulty perception has been corrected. Shop heat loss is about right where past experience placed it. Conclusion: my creeping aging process also is creeping out my perception. Return to logic: it's all about the math.