Hay Bale Yield Calculator

JJ Ben-Joseph headshot JJ Ben-Joseph

Introduction: why a bale count is three different numbers

Asking "how many bales will this field make" sounds like one question and is really three, because a bale is not a fixed quantity of anything. The number that decides how many trailer loads you need is the as-baled weight, water included. The number that decides whether your cattle get through the winter is the dry matter, which is the only part of a bale that feeds anything. And the number you actually end up feeding is the dry matter that survives storage, which on unprotected round bales stored outside can be a quarter less than what came off the field.

A calculator that multiplies acres by tons and divides by bale weight answers none of those three cleanly, because it silently assumes the yield figure and the bale weight are on the same moisture basis. They usually are not. A yield estimate from an extension bulletin is normally dry matter; a bale weight from your baler's scale is as-baled, water and all. Dividing one by the other is a unit error that quietly inflates the bale count by roughly the moisture percentage.

This page keeps the three numbers separate. You say which basis your yield figure is on, what moisture the hay was baled at, how much of the standing crop the machinery actually picks up, and how the bales will be stored. It then reports the bale count you will haul, the dry matter you will own, and the dry matter you will still have at feeding time — and if you tell it about the herd, whether that is enough.

How to use the hay bale yield calculator

  1. Choose your units first. Everything switches together: acres and US tons and pounds, or hectares and tonnes and kilograms. The "Scaling to Different Units" advice on the old version of this page told you to convert by hand; you no longer have to.
  2. Say which basis your yield figure uses. Extension yield tables and forage-testing labs report dry matter. A wagon-scale figure from a previous cut is as-baled. Picking the wrong one shifts the answer by the moisture percentage, which for baleage is enormous.
  3. Enter the bale weight as it comes off the baler, wet. That is the number your scale reads and the number the trailer has to carry. The calculator converts it to dry matter internally using the moisture you enter, so you do not have to do the arithmetic the old page asked you to do in your head.
  4. Set harvest efficiency honestly. Mowing, raking, tedding and baling all leave forage in the field. Ninety percent is a reasonable default for grass hay in decent conditions; alfalfa handled dry loses more to leaf shatter, and a rained-on windrow can lose far more.
  5. Pick a storage method. This is the input people leave out and it is often the largest single loss in the whole chain. Inside storage is a few percent; outside on the ground with no cover is routinely 25% or worse.
  6. Add the herd if you are planning feed. Head count, average body weight, dry matter intake as a percentage of body weight, and the number of feeding days turn the bale count into the answer you actually wanted: enough, or not enough, and by how much.

The formula, kept on one moisture basis throughout

Let A be area, Y yield per unit area, e harvest efficiency, W the as-baled bale weight, m bale moisture as a fraction, and s the storage loss fraction. Everything is converted to dry matter first, because dry matter is the only quantity that is conserved through the chain:

DMfield=AYek k={1yield already dry matter1myield as-baled

A single bale carries W(1m) of dry matter, so the bale count and the weight you have to move are:

N=DMfieldW(1m) Mhauled=NW

and what is left to feed after the stack has sat through the winter is:

DMfeedable=DMfield(1s)

Herd demand is the mirror image, and is naturally in dry matter because intake is always quoted that way:

DMneeded=nBWid

Plain-text formula: dmField = area * yield * efficiency * (yieldIsAsBaled ? 1 - moisture : 1); dmPerBale = baleWeight * (1 - moisture); bales = dmField / dmPerBale; dmFeedable = dmField * (1 - storageLoss); dmNeeded = head * bodyWeight * intakePct * days, with area, yield and weight all in one unit system.

Two consequences of writing it this way are worth pulling out. First, N is larger when moisture is higher, not smaller, because each bale carries less feed — the opposite of the intuition that wet hay makes heavy bales and therefore fewer of them. Second, the bale count is rounded up for hauling and storage, because a partial bale still occupies a slot on the trailer and a square foot of the barn.

Worked example: 25 acres, 3 tons of dry matter per acre

A 25-acre grass field expected to yield 3 tons of dry matter per acre, cut with a round baler making 1,100 lb bales at 15% moisture, with 90% harvest efficiency and the bales stored outside under a tarp (about 6% storage loss).

  1. Standing dry matter: 25 × 3 = 75.00 tons, or 150,000 lb.
  2. After 90% harvest efficiency: 67.50 tons, or 135,000 lb of dry matter in the windrow.
  3. Dry matter per bale: 1,100 × (1 − 0.15) = 935 lb. This is the step the old calculator skipped.
  4. Bale count: 135,000 ÷ 935 = 144.4, so 145 bales.
  5. Weight to haul: 145 × 1,100 = 159,500 lb, or 79.75 tons across the scale.
  6. After 6% storage loss: 63.45 tons of dry matter, or 126,900 lb, actually available to feed.

The naive calculation — 150,000 lb divided by 1,100 lb — gives 136 bales. The correct figure is 145, because the naive version divides dry-matter pounds by a wet bale weight. That is a 6.6% undercount, and it points the wrong way: it tells you that you need fewer trailer loads and less barn space than you actually do.

Now add a herd of 25 cows averaging 1,300 lb, eating 2.2% of body weight in dry matter per day, over a 150-day feeding period. That is 715 lb of dry matter a day and 53.63 tons over the winter — against 63.45 tons available, a surplus of 9.82 tons, or about 21 bales. Feed the same herd from bales left uncovered on the ground at a 25% storage loss and the available dry matter falls to 50.63 tons, and the same field that comfortably covered the winter is now 3 tons short. Nothing about the crop changed; only where the bales sat.

The same 25-acre field under three storage methods, feeding 25 cows for 150 days
Storage Typical dry matter loss Feedable dry matter Against 53.63 t needed
Inside a barn3%65.48 tons+11.85 tons surplus
Outside, covered6%63.45 tons+9.82 tons surplus
Outside, on the ground, uncovered25%50.63 tons−3.00 tons short

Reference figures for the inputs

Typical as-baled weights by bale format for dry hay
Bale type Approximate weight (lb)
Small square 2×3×4 ft40 – 70
Round 4×4 ft500 – 700
Round 5×5 ft800 – 1,200
Large square 3×3×8 ft800 – 1,000
Large square 4×4×8 ft1,200 – 1,400

Moisture. Dry hay is normally baled at 15–18% moisture; large packages need the lower end of that band because they shed heat poorly. Baleage is wrapped at 40–60%. Bale too wet and the stack heats, moulds and in the worst case catches fire; bale too dry and legume leaves shatter off in the field, which is where the feed value is.

Storage loss. This is the input with the widest range and the largest effect. Inside storage loses very little. Round bales stored outside but covered with plastic or canvas typically lose about 5–7% of dry matter. Unprotected round bales sitting on the ground outside routinely lose 25–30%, and losses can go higher in wet climates or over a long storage period, because the bottom of the bale wicks moisture out of the soil.

Dry matter intake. A mature beef cow eats roughly 2.0–2.1% of her body weight in dry matter per day when dry, and about 2.3% when lactating, on average-quality forage. Higher-quality forage is eaten in larger quantities, not smaller, because it passes through faster. The 2.2% default here sits between the two.

Limitations and assumptions

Yield is assumed uniform across the field. Soil fertility, drainage and topography all vary within a paddock, and the estimate is an average that no individual acre may match. Splitting a variable field into zones and running each separately is more work and gives a better answer.

Bale weight is assumed constant. Baler settings, windrow density, ground speed and operator technique all move bale weight, often by 10% or more within a single field. If you have a scale, weigh several bales and use the average rather than the machine's nominal figure.

Storage loss is applied as a single percentage to the whole stack. Real losses are concentrated in the outer few inches of a round bale and in the bales at the bottom and the outside of a stack, so the average conceals a wide spread. A bale in the middle of a covered stack may lose almost nothing while the one under it is half spoiled.

Feeding losses are not included. The demand figure is what the animals eat, not what leaves the barn. Feeding a round bale on the ground without a ring can waste a further 20–40% through trampling and refusal; a well-designed feeder cuts that to single digits. If you feed without a ring, raise the intake percentage or add days to compensate.

Quality is not modelled at all. Dry matter is a mass, not a nutrient. A ton of mature, stemmy grass hay and a ton of early-cut alfalfa are the same number here and completely different feeds. Where the ration matters, a forage test and a nutritionist replace this page.

It is a planning estimate. Weather during curing, an unexpected cut, a broken baler or a wet autumn will all move the real number. Run the calculation with a pessimistic yield and a pessimistic storage loss as well as your expected case, and plan against the pessimistic one.

Common questions about estimating bale counts

Why does wetter hay give me more bales, not fewer?

Because the crop is a fixed amount of dry matter and water only changes how it is packaged. A 1,100 pound bale at 15 percent moisture carries 935 pounds of dry matter, while the same bale at 25 percent moisture carries only 825 pounds. Dividing the same field dry matter by a smaller number per bale gives more bales, each of them heavier to handle per unit of feed. This is also why moisture must be entered rather than assumed.

Is my yield figure dry matter or as-baled?

Extension yield tables, forage testing laboratories and variety trial data almost always report dry matter. A figure you worked out yourself by weighing a wagon load is as-baled, water included. Getting this wrong shifts the whole answer by the moisture percentage, which is a few percent for dry hay and more than half for baleage, so the calculator asks rather than guessing.

How much does storage method really change the answer?

More than almost any other input. Bales stored inside lose a few percent of dry matter. Round bales stored outside but covered with plastic or canvas typically lose about 5 to 7 percent. Unprotected round bales on the ground outside routinely lose 25 to 30 percent, and more in a wet climate or over a long winter, because the bottom of the bale wicks moisture up out of the soil. On the worked example on this page that single choice is the difference between a 10 ton surplus and a 3 ton shortfall.

How much hay does a beef cow need for the winter?

A mature beef cow eats roughly 2.0 to 2.1 percent of her body weight in dry matter per day when dry, and about 2.3 percent when lactating, on average-quality forage. A 1,300 pound cow at 2.2 percent eats about 28.6 pounds of dry matter a day, or a little over two tons across a 150 day feeding period. Remember that this is what she eats, not what you put out: feeding round bales without a ring can waste a further 20 to 40 percent.

Should I round the bale count up or down?

Up, for anything physical. A partial bale still takes a slot on the trailer, a square foot of barn floor and a wrap of net. The calculator reports the exact fractional count as well, because that is the honest figure when you are comparing scenarios or working out cost per ton, but the headline count is rounded up because that is the number you order trucking and tarps against.

Sources and assumptions. Dry matter intake figures are the standard extension guidance for mature beef cows: roughly 2.0 to 2.1 percent of body weight per day for a dry cow and about 2.3 percent for a lactating cow on average-quality forage, with total intake ranging from about 1 to 3 percent of body weight depending on forage quality, breed, size and energy demand. Storage loss ranges are those reported by university extension services for large round bales: a few percent inside, roughly 5 to 7 percent outside under plastic or canvas, and commonly 25 to 30 percent for unprotected bales stored outside on the ground, with higher losses in wet climates and over long storage periods. Bale weight ranges and the 15 to 18 percent moisture band for dry hay, and 40 to 60 percent for baleage, are conventional industry figures; actual weights depend on baler settings, windrow density and operator technique. Harvest efficiency is a user assumption, not a published constant. Unit conversions are exact: 1 hectare = 2.4710538 acres, 1 metric tonne = 1,000 kg = 2,204.6226 lb, 1 US ton = 2,000 lb. This page performs arithmetic on the figures you supply, stores nothing, and is a planning estimate rather than a nutritional or agronomic recommendation.

Optional: feed demand
Enter field size, yield, and bale weight.

Status messages will appear here.

Status messages will appear here.

Arcade Mini-Game: Hay Bale Yield Calculator Calibration Run

Catch the four facts that keep a hay estimate honest and dodge the four shortcuts that make a winter look better supplied than it is.

Score: 0 Timer: 30s Best: 0

Start the game, then use your pointer or arrow keys to catch useful inputs and avoid bad assumptions.