This Concrete Volume Calculator (Imperial) is designed for continuous use: pick an item, enter its dimensions, click Calculate, and watch it roll into your project total-no need to clear between entries. Each calculation adds a new line to your history and instantly updates the Running Totals in ft³, yd³ and m³. Keep adding footings, walls, columns, pads, pillars or slabs until your entire job is logged. Want to start over? Just hit Clear History to reset both the list and all totals to zero.
Need Metres and Millimetres Try the Multiple Calculations Tool - Imperial.
Result for Current ItemCubic feet: Cubic yards: Cubic metres: |
Running TotalsTotal ft³: Total yd³: Total m³ |
Calculation History |
\[ L = L_{ft} + \frac{L_{in}}{12}, \qquad W = W_{ft} + \frac{W_{in}}{12}, \qquad D = \frac{D_{in}}{12} \]
\[ V_{\text{footing}} = L\,W\,D \]
\[ L = L_{ft} + \frac{L_{in}}{12}, \quad H = H_{ft} + \frac{H_{in}}{12}, \quad T = \frac{T_{in}}{12} \]
\[ V_{\text{foundation}} = L\,H\,T \]
\[ D = \frac{D_{in}}{12}, \qquad H = H_{ft} + \frac{H_{in}}{12} \]
\[ V_{\text{column}} = \pi\left(\frac{D}{2}\right)^{2}H \]
\[ L = L_{ft} + \frac{L_{in}}{12}, \quad W = W_{ft} + \frac{W_{in}}{12}, \quad D = \frac{D_{in}}{12} \]
\[ V_{\text{pad}} = L\,W\,D \]
\[ L = \frac{L_{in}}{12}, \quad W = \frac{W_{in}}{12}, \quad H = H_{ft} + \frac{H_{in}}{12} \]
\[ V_{\text{pillar}} = L\,W\,H \]
\[ L = L_{ft} + \frac{L_{in}}{12}, \quad W = W_{ft} + \frac{W_{in}}{12}, \quad T = \frac{T_{in}}{12} \]
\[ V_{\text{slab}} = L\,W\,T \]
\[ V_{\text{col}} = L_{c}\,W_{c}\,H_{c}, \qquad V_{\text{pad}} = L_{p}\,W_{p}\,D_{p} \]
\[ V_{\text{total}} = n\,(V_{\text{col}} + V_{\text{pad}}) \]
\[ L_{c} = \frac{L_{c,in}}{12},\; W_{c} = \frac{W_{c,in}}{12},\; H_{c} = H_{c,ft} + \frac{H_{c,in}}{12} \]
\[ L_{p} = L_{p,ft} + \frac{L_{p,in}}{12},\; W_{p} = W_{p,ft} + \frac{W_{p,in}}{12},\; D_{p} = \frac{D_{p,in}}{12} \]
\[ D = \frac{D_{in}}{12}, \quad H = H_{ft} + \frac{H_{in}}{12}, \quad S = S_{ft} + \frac{S_{in}}{12}, \quad D_{p} = \frac{D_{p,in}}{12} \]
\[ V_{\text{col}} = \pi\left(\frac{D}{2}\right)^{2}H, \qquad V_{\text{pad}} = S^{2}D_{p} \]
\[ V_{\text{total}} = n\,(V_{\text{col}} + V_{\text{pad}}) \]
\[ d = \frac{d_{in}}{12},\; h = \frac{h_{in}}{12},\; w = \frac{w_{in}}{12},\; t = \frac{t_{in}}{12} \]
\[ A_{\text{curb}} = d\,h ,\qquad A_{\text{flag}} = (d+w)\,t \]
\[ V_{\text{curb\&gutter}} = (A_{\text{curb}} + A_{\text{flag}})\,L_{ft} \]