The wife seems to think so. I just put my order in for another 12 cord at $100 per cord, up from $95 last year. The wife figures it's not worth it to burn wood at those prices.
So, if I burn 6 cord a year, that's $600 over and above our current annual gas bill of $900. Mind you, the gas furnace supplements the wood and both hot water and cooking are included. My gas bill spikes to about $100/month Spring and Fall when we don't burn as much wood and drops to around $40/month in Summer.
I have no idea what our bill would be if we heated only with gas as we've always burned wood in the cold months. It's a well insulated 2100 sq ft house. If I divide the 114 cubic metres consumed (4025 cu ft) by the delivered price ($78) on a recent gas bill, it works out to around $1.46 (correction, 68.4 cents) per cubic metre.
I read somewhere that:
1 cu ft of gas is 1000 BTU
1 cu m of gas is 35,000 BTU
1 cord of Black Ash produces 13,370,000 BTU based on average efficiency stove
By my calculation, a cord of ash is roughly equivalent to 382 cu m of gas or $557.72 (correction, $261) worth of gas. Am I really saving $966 ($1566 - $600)) per year? Anyone care to to check my math or otherwise dispute my assumptions?
So, if I burn 6 cord a year, that's $600 over and above our current annual gas bill of $900. Mind you, the gas furnace supplements the wood and both hot water and cooking are included. My gas bill spikes to about $100/month Spring and Fall when we don't burn as much wood and drops to around $40/month in Summer.
I have no idea what our bill would be if we heated only with gas as we've always burned wood in the cold months. It's a well insulated 2100 sq ft house. If I divide the 114 cubic metres consumed (4025 cu ft) by the delivered price ($78) on a recent gas bill, it works out to around $1.46 (correction, 68.4 cents) per cubic metre.
I read somewhere that:
1 cu ft of gas is 1000 BTU
1 cu m of gas is 35,000 BTU
1 cord of Black Ash produces 13,370,000 BTU based on average efficiency stove
By my calculation, a cord of ash is roughly equivalent to 382 cu m of gas or $557.72 (correction, $261) worth of gas. Am I really saving $966 ($1566 - $600)) per year? Anyone care to to check my math or otherwise dispute my assumptions?