Calculating Treadmill Gradient

Exercise treadmills are very popular pieces of gym training equipment, as they are simple to use. Sometimes they are too simple, and the treadmill incline settings built into the treadmill may not be clear or may not be accurate. The treadmill % incline or grade is not the same as the angle.

Here I outline how to measure the incline in percentage gradient (the standard measure) and also the gradient angle. It does not matter which units you use, just make sure all measurement units are the same.

The treadmill grade is basically a measure of the height distance for every 100 horizontal distance. e.g. A one in 100 gradient = 1%, and a rise of 15 meters for every 100 meters is a 15 % grade.

Using Basic Trigonometry

First check that on the flat (zero) setting that the treadmill is in fact on the level. Take a measurement of the height of the roller or at the front and at the back. They should be the same.

Measure the distance between the front and the back roller, or the front and back edge of the treadmill. It does not matter which point you choose, but the longer the distance should mean a more accurate measurement. Call this 'D'.

Now set the treadmill incline to the level you wish to measure. Again measure the height at the back and front of the treadmill. The front should be higher. Calculate the difference in heights (call this H).treadmill runner

As the treadmill was raised, the length of the horizontal run (L) would be decreased. This measure can be calculated using Pythagoras' Theorem.

L= √ (D2 + H2)

The percentage gradient (grade) is the ratio of height distance (H) and the length distance (L):

% gradient = H/L x 100

To calculate the angle of inclination the formula is arcsin(H/D)


A level/flat treadmill will have a grade of 0 percent. A 45 degree angle, when both H and L are the same, is equal to a gradient of 100 percent. A completely vertical but impossible treadmill would have a grade of infinity!

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