How to Calculate Fabric Consumption
Fabric is usually the largest single cost in a garment, and consumption, how much fabric each piece uses, is the number that connects your design decisions to your unit price. This guide explains how factories calculate it, works through one example step by step, and gives you a calculator for your own figures.
- Weight per metre
- GSM × width (m) ÷ 1000
- Marker consumption
- Pattern weight ÷ marker efficiency
- Allowance
- Added on top of marker consumption
- Worked tee example
- About 0.270 kg (assumptions below)
Reviewed and updated 2026-10-25 by the Apparel Manufacturer Turkey production team in Istanbul, managing apparel production since 1995.
Quick answer
Fabric consumption is pattern area times fabric weight (GSM), divided by marker efficiency, plus an allowance added on top for lay ends, faults and shade splits. There is no single figure per garment type. In the worked example below, a size L tee pattern weighs 0.196 kg in 180 GSM jersey and, at an assumed 80 percent marker and 10 percent allowance, needs about 0.270 kg, or 0.83 m at 180 cm width.
Fabric consumption calculator
Enter the marker consumption per piece from your factory's marker or a sample cutting report. This tool does not estimate consumption from measurements. Starting values are the worked t-shirt example on this page, built on stated assumptions: replace them with your own. Nothing you type leaves your browser.
Per piece, with allowance
0.270 kg · 0.83 m
Before allowance 0.245 kg, 0.76 m converted
Order total, 300 pcs
80.9 kg · 249.5 m
449.2 m² of fabric bought
Weight per running metre
0.324 kg/m
3.09 m per kg
Fabric cost
Add your price
Fabric only; trims and sewing are separate
A 10.0% allowance added on top means 9.1% of the fabric you buy is not in the finished pieces.
How it is calculated. kg per metre = GSM × usable width (m) ÷ 1000. Per piece with allowance = consumption × (1 + allowance ÷ 100); metres and kilograms convert through kg per metre. Order total = per piece × quantity. Fabric area = metres × width. Cost = order total in your price unit × your price.
If you know a loss share instead (the part of bought fabric that is wasted), the allowance is loss ÷ (1 − loss): a 10% loss is an 11.1% allowance. Order a little above the total: rolls come in set lengths and the factory may add its own cutting allowance.
Why consumption is the number behind your price
When a factory quotes a knit garment, the calculation underneath is simple: fabric consumption in kilograms multiplied by fabric price per kilogram, plus trims, plus sewing cost, plus decoration, plus overhead and margin. Fabric is usually the largest single line in that sum, so a design change that adds fabric to every piece moves your price more than most negotiation ever will.
Knit fabrics are bought by weight, so consumption for tees, hoodies and joggers is expressed in kilograms per garment. Woven fabrics are bought by the metre, so shirts and trousers are quoted in metres per garment at a stated width. The two convert through the fabric's weight per running metre: GSM times usable width in metres, divided by 1,000.
The basic formula, and three terms to keep apart
Three numbers are easy to mix up. Pattern weight is the area of the pattern pieces times GSM: the fabric that ends up in the garment. Marker consumption is pattern weight divided by marker efficiency, because the pieces never cover the whole lay. Consumption with allowance is marker consumption plus a percentage added on top for selvedges, lay ends, faults and shade splits. When you compare your figure with a factory's, make sure you are comparing the same one of the three.
For a tee, a workable estimate of pattern area is: body length plus a few centimetres for seams and hem, times chest width plus allowance, doubled for front and back, plus the sleeves and the small pieces. Multiply square centimetres by GSM and divide by ten million to get kilograms.
The practical takeaway is proportionality: at the same pattern, consumption scales linearly with GSM, so a 240 GSM tee uses a third more fabric weight than a 180 GSM tee (240 ÷ 180 = 1.33). Size changes act on both length and width, so they grow area faster than either measurement alone.
Worked example: a size L t-shirt in 180 GSM jersey
A simplified illustration with stated assumptions, not a measured marker: a size L tee with 74 cm body length, 56 cm chest width and 22 cm sleeves, 4 cm added to each for seams and hem. Body panels: 78 × 60 × 2 = 9,360 sq cm. Sleeves, as two rectangles: 26 × 44 = 1,144 sq cm for the pair. Neck rib and bindings: about 400 sq cm, an assumption. Total pattern area: 10,904 sq cm, or 1.090 square metres.
Pattern weight at 180 GSM: 10,904 × 180 ÷ 10,000,000 = 0.196 kg. With an assumed marker efficiency of 80 percent, marker consumption is 0.196 ÷ 0.80 = 0.245 kg. With an assumed 10 percent allowance on top, consumption is 0.245 × 1.10 ≈ 0.270 kg per piece, 37 percent above the pattern weight.
In metres, at 180 cm usable width the fabric weighs 180 × 1.8 ÷ 1,000 = 0.324 kg per running metre, so 0.245 kg is 0.76 m and 0.270 kg is 0.83 m. For 300 pieces that is about 80.9 kg, 249.5 m, or 449.2 square metres of fabric bought. The calculator above starts from exactly these inputs; change any of them and the result follows.
The assumptions carry the result. With the same pattern, an 88 percent marker and an 8 percent allowance give 0.241 kg; a 75 percent marker and a 15 percent allowance give 0.301 kg. A wider chest grows it too: at 64 cm chest the body panels become 78 × 68 × 2 = 10,608 sq cm, 13 percent more than 9,360. This is why the only reliable consumption is the one taken from your own pattern and the factory's marker, or from a weighed sample.
Markers, lays and where the waste comes from
Factories do not cut garments one at a time. They make a marker: a cutting plan that nests the pattern pieces of multiple sizes across the full fabric width, then spread fabric in many layers and cut through the whole lay at once. Marker efficiency, the share of fabric area actually covered by pattern pieces, is commonly quoted at 75 to 88 percent for cut-and-sew knits depending on how well the shapes tessellate; your factory's own marker replaces that planning range.
The gaps between pieces are already inside marker consumption. What the allowance on top covers is the rest: edge losses at the selvedges and lay ends, fabric faults that must be cut around, shade splits between rolls, and shrinkage allowance if the fabric relaxes after spreading. Factories commonly quote 8 to 15 percent for knits, more for stripes and checks that need matching and for engineered or placement prints. Some factories quote one combined wastage figure instead; ask which one you are looking at.
- Marker gaps (inside marker consumption): 12-25% of the lay at 75-88% efficiency
- Selvedge and lay-end losses: part of the allowance
- Fault cut-outs and shade segregation: variable by fabric quality
- Stripe and check matching: a higher allowance than solids
- Placement and engineered prints: a higher allowance again
Getting a real consumption figure
This guide does not publish one consumption number per garment type, because the number depends on your pattern, size range, fit, GSM, usable width and the factory's marker, and a figure that ignores those is a guess. Three sources give a real one: the factory's marker for your graded pattern, stated as marker consumption and allowance separately; a cutting report from a sample or pilot run; or, as a check, a weighed finished sample, which shows the fabric in the garment (close to pattern weight, less seam trimmings) and therefore a floor under any quoted consumption.
Small pieces are not free: hoods, kangaroo pockets, cuffs and waistbands add pattern area and sewing operations, which is part of why a hoodie costs multiples of a tee. Add them to the pattern area rather than estimating a hoodie from a tee.
How to use consumption when negotiating price
Once you know the consumption, factory quotes become legible. Fabric cost per piece is consumption with allowance times your fabric price: in the worked example, 0.270 kg times your price per kilogram, or 0.83 m times your price per metre. With that number you can judge whether the rest of the quoted price is reasonable for sewing, trims and margin. When a quote looks high, asking which consumption figure was used is a far more productive question than asking for a discount, because it either reveals an error or teaches you what your design actually costs.
Consumption is also your lever for cost engineering. Shortening a body length by 2 cm across thousands of units, removing a chest pocket, switching a stripe to a solid, or accepting a slightly narrower fit each cut real kilograms. Conversely, be suspicious of a quote that undercuts everyone at the same GSM and fit: the easiest way to hit a magic price is to quietly shave GSM or shrink the pattern, and you will not see it until bulk arrives. Fixing composition, GSM with a tolerance, and the measurement chart in writing closes that door.
Wovens in brief: metres instead of kilograms
For woven garments, consumption is quoted in metres at a stated usable width. The same three terms apply: pattern area, marker consumption, and allowance on top, and the same drivers push metres up or down: bigger patterns, pattern matching and placement details up, better marker efficiency down.
Width matters in wovens in a way buyers sometimes miss: the same garment can need fewer running metres on wider fabric if the marker can use the extra width, so a price per metre only compares at the same width. To compare fabrics of different widths, convert to price per square metre: price per metre ÷ usable width in metres.
Worked example: size L tee, 180 GSM, assumptions stated
| Body panels, 78 × 60 × 2 | 9,360 sq cm |
|---|---|
| Sleeves, 26 × 44 (pair) | 1,144 sq cm |
| Neck rib and bindings (assumed) | 400 sq cm |
| Pattern area | 10,904 sq cm = 1.090 m² |
| Pattern weight at 180 GSM | 0.196 kg |
| Marker consumption at 80% efficiency (assumed) | 0.245 kg = 0.76 m |
| With 10% allowance on top (assumed) | ≈ 0.270 kg = 0.83 m |
| Weight per running metre at 180 cm usable width | 0.324 kg/m |
| 300 pieces, with allowance | 80.9 kg = 249.5 m = 449.2 m² |
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