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Cylinder Capacity Calculator

Last updated: 11 Mar 2025 | Author: Brij | Review By: Irshad
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Enter the radius of the cylinder and the cylinder height into the calculator to determine the cylinder capacity.

Result

Common Cylinder Capacity Conversions

Radius (inches) Height (inches) Volume (cubic inches) Volume (cubic feet)
3 10 282.74 0.164
4 15 753.98 0.44
5 12 942.48 0.55
6 18 2,034.51 1.18
8 20 4,021.24 2.33

Cylinders are commonly used in tanks, pipes, storage containers, and industrial applications. Knowing the capacity of a cylinder is essential for estimating liquid storage, fuel capacity, or construction materials.

A Cylinder Capacity Calculator helps determine the exact volume of a cylinder using its radius and height, ensuring accurate measurements for engineering, plumbing, and industrial use.

Understanding Cylinder Capacity

The capacity of a cylinder refers to the volume it can hold. Since a cylinder has a circular base, we use the cylinder volume formula to calculate its capacity.

Formula to Calculate Cylinder Capacity

V=π×r2×hV = \pi \times r^2 \times hV=π×r2×h

Where:

  • V = Volume (cylinder capacity)
  • r = Radius of the cylinder
  • h = Height of the cylinder
  • π (Pi) = 3.1416

This formula ensures accurate cylinder volume calculations for liquid storage, gas capacity, and solid material estimates.

Example Calculation

Let’s calculate the capacity of a cylinder with a radius of 5 inches and a height of 12 inches.

Step 1: Identify Given Values

  • r = 5 inches
  • h = 12 inches
  • π = 3.1416

Step 2: Apply the Formula

V=π×(5)2×12V = \pi \times (5)^2 \times 12V=π×(5)2×12

V=3.1416×25×12V = 3.1416 \times 25 \times 12V=3.1416×25×12

V=3.1416×300V = 3.1416 \times 300V=3.1416×300

V=942.48 cubic inchesV = 942.48 \text{ cubic inches}V=942.48 cubic inches

Thus, a cylinder with a 5-inch radius and a 12-inch height has a capacity of 942.48 cubic inches.

Conclusion

A Cylinder Capacity Calculator is an essential tool for anyone working with liquid storage, fuel tanks, water pipes, or cylindrical containers. By entering the radius and height, you can instantly determine the volume, ensuring efficient planning and resource management.

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