Concrete Driveway Cost Calculator
Material and labour cost for a poured driveway.
Concrete, Masonry & Stone
Enter the diameter, depth and number of round holes or forms to estimate the concrete you need in cubic feet and cubic yards, and how many bags to buy for piers, posts and footings.
Your result
Sample values1.15
Cubic yards
31.1
Cubic feet
52
80 lb bags
3.46
Cubic feet each
| Sold as | Quantity |
|---|---|
| 80 lb bags | 52 bags |
| 60 lb bags | 70 bags |
| Ready mix | 1.25 yd³ ordered |
| Pallets of 80 lb bags (42) | 2 pallets |
A concrete cylinder calculator helps you estimate how much concrete you need for cylindrical holes, concrete piers, fence posts, deck footings, and similar construction projects. By entering the cylinder diameter, depth, number of cylinders, measurement units, and preferred concrete packaging, you can calculate the required concrete volume and estimate how many bags or how much ready-mix to order.
Accurate volume calculations help prevent material shortages, reduce waste, and simplify construction planning. Whether you are pouring a few fence post holes or preparing multiple cylindrical foundation piers, understanding the relationship between diameter, depth, and volume makes it easier to estimate concrete requirements before starting work.
A concrete cylinder calculator is a construction estimating tool that calculates the volume of concrete required to fill a cylindrical space. It uses the cylinder’s diameter and depth to determine the volume, multiplies that quantity by the number of cylinders, and applies a waste allowance when specified.
The calculator can estimate requirements for different concrete purchasing options, including:
A concrete calculator for cylinder-shaped forms is useful for residential construction, landscaping, fencing, deck installations, and foundation work.
Common applications include:
The result is an estimate based on the dimensions provided. Actual requirements may vary because of irregular excavation walls, over-excavation, form dimensions, spillage, and the specified concrete mix.
The calculator uses the geometry of a cylinder to determine the amount of space that concrete must fill.
The diameter is the distance across the circular opening, measured through its centre. For a cylindrical hole, measure the intended hole diameter rather than its circumference.
For example, a hole with a diameter of 12 inches has a radius of 6 inches. The radius is half the diameter:
r = d ÷ 2
Use the inside diameter of the form when calculating the concrete volume inside a cylindrical form. If the excavation is wider than the form, use the dimensions corresponding to the space you intend to fill with concrete.
Measure the vertical depth of the cylindrical hole or form. If the hole is 4 feet deep, enter 4 feet or convert the measurement into the calculator’s supported unit.
For sloping or irregular holes, a single diameter and depth may not represent the actual shape accurately. Such excavations may require separate estimates or a more detailed volume calculation.
Enter the number of identical holes or forms you plan to fill. The calculator multiplies the volume of one cylinder by the total number.
For example, if one pier requires 2 cubic feet of concrete and you need six identical piers, the total volume before waste is 12 cubic feet.
If the cylinders have different dimensions, calculate each group separately and add their volumes.
Choose the appropriate bag size or ready-mix option. Bagged concrete is typically estimated using the manufacturer’s stated yield per bag, while ready-mix quantities are commonly expressed in cubic yards.
Enter a suitable waste percentage to account for handling losses and small differences between the calculated and actual volume required.
The calculator then estimates the adjusted concrete volume and the corresponding number of bags or ready-mix quantity.
The volume of a cylinder is calculated using the area of its circular base multiplied by its height.
V = π × r² × h
When diameter and depth are both measured in feet, the result is in cubic feet. Because the radius is half the diameter, the formula can also be written as:
V = π × d² × h ÷ 4
This version is useful when you measure the diameter directly.
Ready-mix concrete is commonly ordered in cubic yards in the United States. Since one cubic yard equals 27 cubic feet:
V (yd³) = V (ft³) ÷ 27
For multiple identical cylinders:
V total = V one × N
Where N is the number of cylinders.
V adjusted = V total × (1 + W ÷ 100)
Here, W is the waste allowance percentage.
For example, a base requirement of 10 cubic feet with a 10% allowance becomes 11 cubic feet. The allowance should reflect the project conditions rather than an arbitrary assumption.
The following table explains the information used to estimate cylindrical concrete requirements.
| Input | Description | Purpose |
|---|---|---|
| Cylinder diameter | Width across the circular section | Determines the base area |
| Depth | Vertical height of the cylinder | Determines the volume |
| Number of cylinders | Quantity of identical forms or holes | Calculates total volume |
| Measurement units | Supported length units | Keeps calculations consistent |
| Bag size | 80 lb, 60 lb, 50 lb, or ready-mix | Determines the purchasing quantity |
| Waste allowance | Additional percentage | Adjusts the estimated requirement |
The calculator outputs the total concrete volume, estimated bag count or ready-mix quantity, and adjusted requirements after applying the waste allowance.
Bag estimates depend on the concrete product’s yield. Typical planning values are approximately 0.60 cubic feet per 80 lb bag, 0.45 cubic feet per 60 lb bag, and 0.375 cubic feet per 50 lb bag. Actual yields vary by product, so verify the bag label before purchasing.
Suppose you are installing four cylindrical concrete piers, each measuring 12 inches in diameter and 4 feet deep. You want to include a 10% waste allowance and purchase bagged concrete.
12 ÷ 12 = 1 ft
r = 1 ÷ 2 = 0.5 ft
π × (0.5)² × 4 ≈ 3.142 cu ft
3.142 × 4 = 12.568 cu ft
12.568 × 1.10 = 13.825 cu ft
13.825 ÷ 27 ≈ 0.512 cu yd
The estimated requirement is approximately 13.83 cubic feet, or 0.512 cubic yards.
| Calculation item | Result |
|---|---|
| Number of cylinders | 4 |
| Diameter per cylinder | 12 inches |
| Depth per cylinder | 4 feet |
| Base concrete volume | 12.57 cu ft |
| Waste allowance | 10% |
| Adjusted concrete volume | 13.83 cu ft |
| Ready-mix equivalent | 0.512 cu yd |
| Estimated 80 lb bags at 0.60 cu ft each | 24 bags |
The bag count is rounded up to the next whole bag. These figures assume the stated dimensions represent the actual concrete-filled space and use an illustrative bag yield. Check the selected product’s stated yield before ordering.
Once you know the adjusted volume, converting it into a purchasing quantity is straightforward.
Divide the adjusted volume by the yield per bag:
Bags Required = V adjusted ÷ Y bag
Where Y bag is the stated yield in cubic feet per bag.
Always round up to a whole bag. For instance, if the calculation produces 22.3 bags, you need at least 23 bags to meet the estimated volume.
Divide the adjusted volume in cubic feet by 27 to convert it to cubic yards.
Ready-mix suppliers may have minimum order quantities, delivery fees, or short-load charges. A calculated requirement of less than one cubic yard does not guarantee that a supplier will deliver that exact amount at a proportional price.
For small projects, compare the total cost of bagged concrete with ready-mix delivery before choosing a purchasing method.
Several factors influence the accuracy of your estimate.
For better results, measure the forms carefully, use consistent units, and verify product yields before ordering concrete.
Avoid these errors when using a concrete cylinder calculator:
A concrete cylinder calculator makes material planning faster and more consistent for homeowners, contractors, and construction professionals.
For construction projects, the calculator provides a useful quantity estimate, but it does not determine whether the footing dimensions, reinforcement, concrete strength, or foundation design are structurally appropriate. Those requirements should be established separately.
Questions
Keep going
Material and labour cost for a poured driveway.
Grout or concrete needed to fill block cores.
Hole depth, diameter and concrete per post.
Block, mortar and rebar counts for a wall.