
Because wood sells by the cord, not the pound, you'll get best results burning the highest density (heaviest) wood that can be found in your
area. Here's why: let's say you can fit 2 cu.ft. of wood in your stove. That would be about 114 lbs. of Osage Orange, but only 54 lbs. of Willow.
Since all species of wood are presumed to contain the same heat value per pound, you're going to get twice the heat value out of each load of the
twice-as-heavy Osage Orange!| lbs/cu.ft. x (cu.ft./cord) = (lbs/cord) (lbs/cord) x (btu/lb) = (btu/cord) |
| 57 lbs/cu.ft. x (cu.ft./cord) = (lbs/cord) (lbs/cord) x (btu/lb) = (btu/cord) |
| 57 lbs/cu.ft. x 85 (cu.ft./cord) = 4845 (lbs/cord) 4845 (lbs/cord) x (btu/lb) = (btu/cord) |
![]() Oxygen Bomb Calorimeter | + | ![]() Wood at 0% Moisture Content | = | 8660 btu/lb (Absolute Heat Value of Fuel Wood) |
![]() 100% Efficient Stove | + | ![]() Fuel Wood at 20% Moisture Content | = | 6928 btu/lb (Theoretical Heat Value of Fuel Wood) |
![]() Real Stove w/ 350° Exhaust | + | ![]() Fuel Wood at 20% Moisture Content | = | 6200 btu/lb (Available Heat Value of Fuel Wood) |
| 57 lbs/cu.ft. x 85 (cu.ft./cord) = 4845 (lbs/cord) 4845 (lbs/cord) x 6200 (btu/lb) = 30 (mbtu/cord) |
| 27 lbs/cu.ft. x 85 (cu.ft./cord) = 2295 (lbs/cord) 2295 (lbs/cord) x 6200 (btu/lb) = 14.2 (mbtu/cord) |