Imperial Concrete Slab Mix Calculator
The Imperial Concrete Slab Mix Calculator calculates the quantities of cement, sand, gravel, and water needed to pour a level slab when measurements are in feet, inches, and pounds. Enter the slab's length, width and depth, choose a three-part mix ratio (for example, 1 : 2 : 3) and specify the water-to-cement ratio by weight.
The tool:
- converts slab volume from cubic feet to cubic yards
- adds a 54 % allowance for the extra space taken by loose, uncompacted ingredients
- apportions that dry volume across cement, sand and gravel according to the mix ratio
- converts each component to weight using typical bulk densities (cement 2427 lb/yd³, sand 2589.84 lb/yd³, gravel 2679.99 lb/yd³)
- calculates batch water from the chosen w/c ratio, then reports it in pounds, US gallons and Imperial gallons
- returns the total batch weight so you can verify load limits or order ready-mix
Modelled initially on ACI field-batch charts adopted in North America in the 1940s, this workflow remains standard practice for on-site concrete work. Use the calculator to plan material deliveries, double-check supplier tickets, or fine-tune small-batch mixes.
Self-Mix Calculator - Slab
Calculator
- enter the cement, sand, and gravel mixing ratios
- the cement/water ratio for the mixture
- the length of the slab in feet
- the width of the slab in feet
- the depth of the slab in inches
Results
- the volume of the concrete in cubic feet and cubic yards
- dry volume of ingredients
- the cement volume in cubic yards, the weight in pounds
- sand volume in cubic yards and weight in pounds
- the gravel volume in cubic yards and weight in pounds
- required water in US gallons, pounds, and Imperial gallons
- the combined weight of all materials in pounds
Dry Volume:
This calculator helps estimate the materials needed to mix concrete for a slab, making it easy to plan construction projects.
Concrete Slab Mix - Calculation Formulas (Imperial)
$$V_{ft} = L\,W\,\frac{D}{12} \quad [\text{ft}^3]$$
$$V_{yd} = \frac{V_{ft}}{27}$$
$$V_{dry} = 1.54\,V_{yd}$$
$$P = c + s + g$$
$$V_c=\frac{c}{P}V_{dry},\quad
V_s=\frac{s}{P}V_{dry},\quad
V_g=\frac{g}{P}V_{dry}$$
$$M_c = 2427.199\,V_c,\;
M_s = 2589.83999\,V_s,\;
M_g = 2679.99975\,V_g$$
$$M_w = \left(\frac{w}{c}\right)M_c$$
$$G_{US} = \frac{M_w}{8.345},\qquad
G_{Imp} = 0.832674\,G_{US}$$
$$M_{\text{total}} = M_c + M_s + M_g + M_w$$
Worked example
Slab 12 ft * 10 ft * 4 in, mix 1 : 2 : 3, w/c = 0.60
Item | Result |
Finished volume \(V_{ft}\) | 40.0 ft³ |
Finished volume \(V_{yd}\) | 1.48 yd³ |
Dry volume \(V_{dry}\) | 2.28 yd³ |
Cement weight \(M_c\) | 964 lb |
Sand weight \(M_s\) | 2 360 lb |
Gravel weight \(M_g\) | 3 441 lb |
Batch water \(M_w\) | 579 lb (69.4 US gal) |
Total batch weight | 7 344 lb |
Concrete Self Mix Calculators