FreeToolbox24

Self-Leveling Compound Calculator: How Many Bags Do I Need?

Enter the floor size, the average depth of the pour and the consumption from the data sheet. The calculator gives the dry powder weight, the bags to buy and the liquid volume you will be mixing.

m
m
mm
Average, not deepest point. 1/8 in = 0.125, 1/4 in = 0.25, 1/2 in = 0.5.
kg/m² per mm
On the bag or data sheet: usually 1.5–1.8 kg/m² per mm (about 7.8–9.4 lb/ft² per inch).

Includes the waste margin explained below. Check your product label for coverage and sizes.

How the self-leveling calculator works

Floor levelers are cement- or gypsum-based powders that flow like thick cream and find their own level. Makers state how much dry powder is used per square metre for each millimetre of depth, and that number, not the bag weight, is the key to an accurate order. The calculator multiplies the floor by the average depth and by that consumption, then adds 10% for the compound that runs into gaps, stays in the bucket and flows under door frames.

Powder = area × average depth × consumption × 1.10 · Bags = powder ÷ bag weight, rounded up

In metric, area in m² times depth in mm gives litres directly, which is also shown as the poured volume. In US units the consumption is given per inch of depth, so 1/4 in is entered as 0.25.

Finding the average depth

A floor that needs leveling is by definition uneven. Lay a long straightedge or use a laser, and measure the gap at a grid of points about every metre (3 ft). Add the readings and divide by their number. If a kitchen slopes steadily from 2 mm at one wall to 14 mm at the other, the average is 8 mm, and ordering for 14 mm everywhere would waste almost half the bags.

Worked example

A 4 m × 3.5 m kitchen is 14 m². With an average depth of 6 mm and a consumption of 1.6 kg/m² per mm, it takes 14 × 6 × 1.6 = 134.4 kg of powder, and 147.8 kg with the allowance. That is 5.9 bags of 25 kg, so six bags, making about 84 litres of mixed compound. In US units, a 13 ft × 11.5 ft room (149.5 ft²) at 1/4 in and 8.3 lb/ft² per inch needs 149.5 × 0.25 × 8.3 × 1.10 = 341 lb, which is seven 50 lb bags.

What one bag covers

BagDepthCovers about
25 kg3 mm5.2 m²
25 kg5 mm3.1 m²
25 kg10 mm1.6 m²
25 kg20 mm0.8 m²
50 lb1/8 in48 ft²
50 lb1/4 in24 ft²
50 lb1/2 in12 ft²

Figures assume 1.6 kg/m² per mm (8.3 lb/ft² per inch) and no waste.

Pouring tips

  • Prime first. Unprimed concrete sucks water out of the mix, causing pinholes and weak spots.
  • Respect the depth range. Most products work between about 2 and 30 mm per pour; deeper fills need a product rated for it, or added aggregate if the data sheet allows.
  • Measure the water exactly. Extra water makes it flow nicely but causes dusting and cracks.
  • Organise the team. Working time is often 15–30 minutes, so one person mixes while another pours and spreads with a gauge rake and spiked roller. Keep a wet edge.
  • Seal edges and gaps. Fit a foam strip at the walls and plug holes, or the liquid will disappear into the floor below. Timber subfloors usually need a fibre-reinforced product and metal lath; follow the maker.

Frequently asked questions

How many bags of self-leveling compound do I need?

Multiply the floor area by the average depth and the consumption. A 10 m² room at 5 mm needs about 80 kg plus 10%, so four 25 kg bags.

How much does a 50 lb bag of self-leveler cover?

Roughly 48 ft² at 1/8 in and 24 ft² at 1/4 in, based on a typical 8.3 lb per ft² per inch.

How thick can self-leveling compound be poured?

Most general-purpose levelers take 2–30 mm (about 1/16 to 1 1/4 in) per pour. Deeper areas need a deep-fill grade or a first layer to build up.

How do I calculate the average depth of an uneven floor?

Measure the gap under a straightedge or laser line at regular points across the room, add them together and divide by the number of readings.

How long before I can walk on self-leveling compound?

Many products take light foot traffic after 2–4 hours, but tiles or flooring usually wait from one day to several days depending on depth; check the bag.

Last reviewed: 2026-09-27 · How we calculate