Plaster calculator

How much dry mix a wall needs at a given layer thickness.

Inputs

Plaster calculator

5 fields

Check the measurement units shown in or near the field.

Results are reference estimates. Verify the inputs before making important decisions.

Fill in the fields and the result will appear here automatically.

Calculates dry mix from wall area, layer thickness and your consumption per 1 mm. Enter area directly or derive it from length and height. The default 8.5 is a hypothetical user consumption, not a typical gypsum-plaster rate: a manufacturer value for a 10 mm layer must first be divided by 10.

FAQ
4 questions
Freshness
formula-based

How it works

Formula and logic

A = length·height or supplied area; mass = A·t·c, with A in m², t in mm and c in kg/m²/mm. Bags = ⌈mass/bag mass⌉; consumption per m² = t·c. Active dimensions, thickness, consumption and bag mass are positive and finite. Upward bag rounding uses decimal values without deleting a small positive remainder.

Example

With the retained hypothetical c = 8.5 kg/m²/mm, 20 m² at 10 mm gives 1700 kg and 57 bags of 30 kg. This is not the KNAUF Rotband rate. Its stated approximate 8.5 kg/m² at 10 mm means c = 0.85, giving 170 kg and 6 such bags, estimated from that stated consumption.

Fields and units

  • How to give the area — list option
  • Wall area — m²
  • Wall length — m
  • Wall height — m
  • Layer thickness — mm
  • Consumption — kg/m²/mm
  • Bag weight — kg

How to use

  • — Choose supplied area or positive wall length and height.
  • — Enter thickness in mm and convert the packaging consumption specifically to 1 mm.
  • — Enter bag mass; account for openings, reveals and chosen allowance in the area or a separate budget.

Method and limitations

Calculation method
Formula and logic
Limitation
The default 8.5 is a hypothetical user consumption, not a typical gypsum-plaster rate: a manufacturer value for a 10 mm layer must first be divided by 10.

FAQ

Where does the consumption figure come from?

Use the specific product instructions and the thickness to which the figure applies. If c₀ kg/m² is given for t₀ mm, enter c₀/t₀.

Why is 8.5 at 10 mm different from 8.5 per 1 mm?

The unit basis differs by a factor of ten. This field requires consumption per 1 mm. The retained 8.5 is hypothetical; the calculator neither selects a product nor corrects it automatically.

How should I choose layer thickness?

Use measurements and the selected product limits. Averaging the smallest and largest gap does not guarantee the area-weighted mean thickness.

Are openings and reveals included?

Not automatically. Subtract opening areas and add reveals; primer, reinforcement and process losses are not separately calculated.