I'm still trying to estimate how much wood i'm going to use this year. I looked at my gas bill from last year and I used 70 MCF of gas. I know that's not alot, but I kept my house at 60° except for the two rooms I heated with the space heater. 1MCF is a thousand cubic feet. I got that from the back of my gas bill. So I went online searching for BTU output of different types of wood. I found two charts. Let's use red oak for the calculations. Chimneysweeponline's chart says red oak has 24 million BTUs per cord. They define a cord as 85 cubic feet at 20% moisture. They take out 43 cubic from the cord as air space between the logs. Daviddarling's site has red oak as 24 million BTUs or 16.8 milllion recoverable. 16.8 million is 70% of 24 million. Am I correct in assuming he is counting recoverable as the amount of heat you get out of a 70% efficient stove? Anyway, my furnace is 45 years old and it was only 80% efficient to begin with and I doubt if it's that high now, plus I know I loose alot of heat from the uninsulated duct work that runs throught the unheated basement and crawl space. So my summit is 72.5% efficient and I'm guessing that's better than what I'm getting from my furnace. So let's go with the 24 million BTU number unless any of you on here disagree with it.
http://www.daviddarling.info/encyclopedia/W/AE_wood_heat_value_BTU.html
(broken link removed)
From looking online I came up with the BTU output of natural gas as being 1000 BTUs a cubic foot from one site and 1,031,000 BTUs from 1 MCF from another. So check my math here.
24 million divided by 1,031,000 = 23.78 MCF in a cord of red oak. Is this right?
70 MCF divided by 23.78 = 2.94 cords of wood to keep my house the same temperature as last year. Does this sound right?
I realize I'm going to be keeping the whole house warmer this year than last year, because I'm not going to be closing off two rooms and heating them with a space heater. I'm just trying to judge how much wood I will actually go through and I know I will still use the furnace some. My goal is to keep the house warmer, like 70° instead of 60° and still spend less on natural gas. I'm going to do some insluating this year as well but that's another thread.
Is my math correct and am I using the correct figures?
http://www.daviddarling.info/encyclopedia/W/AE_wood_heat_value_BTU.html
(broken link removed)
From looking online I came up with the BTU output of natural gas as being 1000 BTUs a cubic foot from one site and 1,031,000 BTUs from 1 MCF from another. So check my math here.
24 million divided by 1,031,000 = 23.78 MCF in a cord of red oak. Is this right?
70 MCF divided by 23.78 = 2.94 cords of wood to keep my house the same temperature as last year. Does this sound right?
I realize I'm going to be keeping the whole house warmer this year than last year, because I'm not going to be closing off two rooms and heating them with a space heater. I'm just trying to judge how much wood I will actually go through and I know I will still use the furnace some. My goal is to keep the house warmer, like 70° instead of 60° and still spend less on natural gas. I'm going to do some insluating this year as well but that's another thread.
Is my math correct and am I using the correct figures?