Anti-Fouling Paint Calculator
Calculate antifouling paint quantity from hull surface area, target DFT, volume solids, and application method.
About this calculator
This calculator translates hull surface area and a target dry film thickness (DFT) into the volume of antifouling paint you actually need to buy, using the standard paint-industry spreading-rate formula: one liter of paint at a given volume-solids percentage theoretically covers (volume solids / 100 x 1000) square meters at 1 micron of dry film thickness, scaled down to your actual target DFT. That theoretical, zero-waste figure is then divided by a transfer efficiency percentage to get a practical, real-world volume, because no application method deposits 100% of the paint that leaves the container onto the hull -- roller and brush application typically lose only a small fraction, while airless spray, though much faster for large hulls, wastes a substantial share to overspray and bounce-back.
The calculator also reports wet film thickness (WFT), the thickness you need to apply the paint AT while it's still wet and full of solvent, since that's what you can actually measure with a wet-film gauge during application -- DFT can only be measured after the solvent evaporates and the film has fully dried. Because real coverage always comes in somewhat under the theoretical spreading rate (surface roughness, wind, spray pattern overlap, and coating technique all reduce actual yield versus the technical data sheet's stated figure), always confirm your transfer efficiency assumption and volume solids percentage against the specific paint's technical data sheet (TDS) rather than relying on this calculator's defaults for anything beyond a rough budgeting estimate.
Inputs
Results
Theoretical volume (L)
27.78
Cans to purchase
12
How to Use This Calculator
- Enter hull surface area (m²), target dry film thickness per coat (µm), and number of coats to apply.
- Enter volume solids (%) from the paint's technical data sheet and transfer efficiency (%) based on application method — roller ~95%, brush ~90%, airless spray ~65%.
- Enter can size (liters) to convert the required volume into a number of cans to purchase.
- Read theoretical volume (zero-waste requirement) and practical volume (adjusted for transfer efficiency losses) in liters.
- Read cans to purchase, total volume purchased, coverage rate (m²/L), and required wet film thickness per coat.
How the result changes with Volume solids (%)
| Volume solids (%) | Theoretical volume (L) | Cans to purchase |
|---|---|---|
| 23 | 54.35 | 23 |
| 34 | 36.76 | 16 |
| 68 | 18.38 | 8 |
| 100 | 12.5 | 6 |
What each input means
- Hull surface area (m²)
- Wetted hull area to be coated in square meters.
- Target DFT per coat (µm)
- Desired dry film thickness per coat in microns. Typical antifouling: 100–150 µm.
- Number of coats
- Number of coats to apply. Minimum 2 recommended for antifouling.
- Volume solids (%)
- Percentage of wet paint volume remaining after solvent evaporation (from TDS).
- Transfer efficiency (%)
- Paint reaching the surface. Roller ~95%, brush ~90%, airless spray ~65%.
- Can size (liters)
- Volume per paint can in liters for purchase calculation.
What each result means
- Theoretical volume (L)
- Paint volume needed with zero waste at target DFT.
- Practical volume (L)
- Adjusted for application transfer efficiency losses.
- Cans to purchase
- Number of cans to buy (rounded up).
- Volume purchased (L)
- Total paint purchased based on can count.
- Coverage rate (m²/L)
- Theoretical spreading rate at target DFT and volume solids.
- Wet film thickness (µm)
- Required WFT per coat to achieve target DFT: WFT = DFT / (vol. solids / 100).
How this is calculated
Worked example, using the default values
- Identify Input Parameters6 parametersHull surface area (m²) = 50, Target DFT per coat (µm) = 125, Number of coats = 2, Volume solids (%) = 45, Transfer efficiency (%) = 95, Can size (liters) = 2.5 = 6 input(s) provided
- Calculate Theoretical volumeTheoretical volume = theoreticalVolumePerCoat * coats27.78 = 27.78
- Calculate Cans to purchaseCans to purchase12 = 12
- Calculate Practical volumePractical volume = theoreticalVolumeTotal / (transferEfficiency / 100)29.24 = 29.24
- Calculate Volume purchasedVolume purchased = cansNeeded * canSize30 = 30
Engine last updated . Checked against 3 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.
Frequently Asked Questions
Why is the theoretical volume different from the practical volume I should actually buy?
Theoretical volume assumes zero paint waste -- every drop that leaves the can ends up on the hull at exactly the target thickness. In reality, no application method achieves 100% transfer efficiency: some paint is lost to overspray, drips, roller retention, or spray bounce-back. Practical volume divides the theoretical figure by your chosen transfer efficiency percentage, which is why it's always larger -- it's the real amount you need to purchase to actually achieve full coverage after accounting for that waste.
Why does transfer efficiency vary so much between roller, brush, and spray?
Roller and brush application put paint almost directly where you want it, with relatively little material lost -- typically around 90-95% transfer efficiency. Airless spray is much faster for large hull areas but inherently wastes more paint to overspray (paint that misses the target surface) and bounce-back off the surface, commonly landing closer to 65% transfer efficiency. The trade-off is speed and finish quality versus material efficiency, so the right method depends on your priorities for a given job.
What's the difference between wet film thickness and dry film thickness?
Dry film thickness (DFT) is the thickness of the coating after the solvent has fully evaporated and the paint has cured -- it's the figure that determines antifouling performance and lifespan, but it can only be verified after the paint dries. Wet film thickness (WFT) is the thickness of the paint immediately after application, while it's still full of solvent, and it's what you can actually check in real time with a wet-film gauge during application to confirm you're on track to hit your target DFT once it dries.
Why does higher volume solids reduce the amount of paint I need?
Volume solids is the percentage of the wet paint that remains as solid film after the solvent evaporates -- the rest evaporates away and contributes nothing to the final coating thickness. A paint with a higher volume-solids percentage packs more actual solid coating material into each liter of wet paint, so it takes less total wet volume to build the same dry film thickness across your hull compared to a lower-solids paint.
Why does antifouling paint typically need at least two coats?
A single coat is more prone to pinholes, thin spots, and inconsistent coverage from the underlying surface texture or minor application variation, any of which can leave small areas under-protected and vulnerable to fouling or corrosion. A second coat covers gaps the first coat missed and builds the coating up to the full target dry film thickness more reliably, which is why most antifouling paint manufacturers recommend a minimum of two coats regardless of how carefully the first one is applied.
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