A firewood cord calculator that converts your stack dimensions into full cords, face cords, solid cubic feet and a total dollar value — then layers on BTU heat output by wood species and an appliance-efficiency-adjusted seasonal planner so you know exactly how much wood to buy before the first cold snap. Whether you are pricing a delivery, measuring a pile already in your yard, or planning next winter’s supply, this tool gives you every number in one place without any maths on your part.
How it works
The fundamental unit is the full cord: a stack 4 ft × 4 ft × 8 ft = 128 cubic feet of stacked wood. Every other measurement flows from that reference.
Full cords = (height ft × length ft × depth ft × number of stacks) / 128
Log depth is entered in inches and converted to feet internally. A 16-inch log gives a depth of 1.333 ft; a stack 4 ft × 8 ft × 1.333 ft holds 42.67 ft³ — exactly one-third of a full cord (one face cord).
Solid wood content applies a packing factor of 0.65: round, split logs typically fill about 65% of the stacked space with actual wood fibre; the rest is air. That gives you the true solid-wood volume, which drives BTU calculations.
BTU heat output is calculated as:
Usable BTU = Full cords × BTU per cord (species) × (efficiency / 100)
BTU-per-cord figures are for air-dried wood at roughly 20% moisture content — the standard for seasoned firewood. Green wood can have 30-50% more moisture, which steals a significant portion of the heat energy converting water to steam; always season wood at least 6-12 months before burning.
Seasonal planning inverts the formula. Given your estimated seasonal heat demand in million BTU:
Cords needed = Seasonal demand (BTU) / (BTU per cord × efficiency)
The calculator then multiplies by your price per cord to give the total cost to buy.
Worked example
You have three stacks each 4 ft tall × 8 ft long × 16 in deep, split White Oak, at $350 per cord. Your home needs an estimated 60 million BTU per season and you heat with a certified wood stove at 75% efficiency.
- Stacked volume: 4 × 8 × 1.333 × 3 = 128 ft³
- Full cords: 128 / 128 = 1.00 cord
- Face cords: 128 / (4 × 8 × 1.333) = 3.00 face cords
- Solid wood: 128 × 0.65 = 83.2 ft³
- Stack value: 1.00 × $350 = $350
- Gross BTU: 1.00 × 26,500,000 = 26.5 million BTU
- Usable BTU: 26,500,000 × 0.75 = 19.9 million BTU
- Cords needed for 60M BTU: 60,000,000 / (26,500,000 × 0.75) = 3.02 cords
- Estimated season cost: 3.02 × $350 = $1,057
So your three-stack pile covers roughly one-third of your winter — you would need to order two more cords to reach your seasonal demand.
| Species | BTU/cord (M) | Cords for 60M BTU at 75% eff. |
|---|---|---|
| Hickory | 27.7 | 2.89 |
| White Oak | 26.5 | 3.02 |
| Hard Maple | 25.5 | 3.14 |
| White Ash | 23.6 | 3.39 |
| Birch | 20.3 | 3.94 |
| White Pine | 17.1 | 4.68 |
Denser species require fewer cords for the same heat output; if hickory costs only 10% more than pine per cord but delivers 62% more usable heat, it is the far better value per BTU.
Formula note
The packing factor of 0.65 is a commonly cited industry average for stacked, split firewood. Tightly stacked small splits can reach 0.70-0.75; loosely thrown rounds may fall to 0.60 or below. The formula for solid-wood volume is:
Solid ft³ = (H × L × D) × 0.65
The BTU figures in this calculator assume air-dried hardwood at approximately 20% moisture content (MC). At 50% MC (green wood), effective BTU output can be 30-40% lower because a large fraction of combustion energy is consumed evaporating moisture. A moisture meter is the only reliable way to confirm your wood is actually ready to burn.