# Tank Volume Calculator

Select the style of tank and its dimensions to calculate the capacity. Optionally, enter the filled depth to calculate the volume of liquid in a tank.

## Calculate Horizontal Cylinder Tank Volume

## Calculate Vertical Cylinder Tank Volume

## Calculate Horizontal Oval Tank Volume

## Calculate Vertical Oval Tank Volume

## Calculate Horizontal Capsule Tank Volume

## Calculate Vertical Capsule Tank Volume

## Calculate Rectangular Tank Volume

## Calculate Sphere Tank Volume

## Tank Volume Estimate:

### Filled Volume

## How to Calculate The Volume of a Tank

The volume or capacity of a tank can be found in a few easy steps. Of course, the calculator above is the easiest way to calculate tank volume, but follow along to learn how to calculate it yourself.

### Step One: Measure the Tank

The first step is to measure the key dimensions of the tank. For round tanks find the diameter and length or height. For rectangular or cubes, find the length, width, and height.

### Step Two: Find the Tank Volume Formula

In order to calculate a tank’s capacity a formula for volume will be needed. The volume formula varies by the style of tank being measured. See the formulas below and select the one for your style.

#### Cylinder Tank Formula

tank volume = π × r^{2} × l

r = radius (diameter ÷ 2)

l = length (or height for a vertical tank)

#### Oval Tank Formula

area = ((h – w) × w) + (π × r^{2})

tank volume = area × l

r = radius (tank width ÷ 2)

w = width

l = length

h = height

#### Capsule Tank Formula

cylinder volume = π × r^{2} × l

sphere volume = 4/3 π × r^{3}

tank volume = cylinder volume + sphere volume

r = radius (diameter ÷ 2)

l = length (or height for a vertical tank)

#### Rectangular Tank Formula

tank volume = l × w × h

l = length

w = width

h = height

Not finding a formula for the shape of your tank? Find even more volume formulas.

### Step Three: Solve the Volume Formula

When you have the tank dimensions and the appropriate formula to solve for volume, simply enter the dimensions into the formula and solve.

**For example**, let’s find the volume of a cylinder tank that is 36″ in diameter and 72″ long.

radius = 36″ ÷ 2

radius = 18″

tank volume = π × 18^{2} × 72

tank volume = 73,287 cu in

Thus, the capacity of this tank is 73,287 cubic inches.

### Step Four: Convert Volume Units

The resulting tank volume will be in the cubic form of the initial measurements. For instance, if the initial tank measurements were in inches, then the volume measurement will be in cubic inches. Often other forms of volume, such as gallons or liters, are needed.

Thus, the final step is to convert from one volume measurement to the desired unit of the result. Try our volume conversion calculators to convert the results.