The Ramp Slope Calculator computes the rise, horizontal run and inclined length of a ramp from any known values: height, section length, slope ratio (1:x), percent grade, or angle. It works entirely in the metric system and supports straight ramps as well as layouts with 90° or 180° turns. Use it to plan accessible paths, wheelchair ramps and service ramps, and to convert between ratio, grade and angle without manual math.
100 × rise / run; ratio 1:x where x = run / rise; angle in degrees = arctan(rise / run); inclined length L = √(rise² + run²).| Preset ratio | Approx. grade, % | Approx. angle, ° | Typical use |
|---|---|---|---|
| 1:20 | ≈5 | ≈2.9 | Preferred universal access |
| 1:16 | ≈6.25 | ≈3.6 | Upper barrier-free limit |
| 1:12 | ≈8.33 | ≈4.8 | Short sections with landings |
| 2:12 | ≈16.7 | ≈9.5 | Assisted/technical |
| 3:12 | ≈25 | ≈14.0 | Technical only |
Enter any two values and the calculator will find the rest. Manually, use grade % = 100 × rise / run, or express the same slope as a ratio 1:x where x = run / rise. To get the angle, use angle = arctan(rise / run). This lets you convert between “ramp slope”, “ramp pitch” and “ramp angle” in one step.
For everyday independent use, a gentle ramp around 1:20 (≈5%) is widely preferred. About 1:16 (≈6%) is a common practical maximum for barrier-free routes; anything steeper, such as 1:12, should be short and include level landings. Choose the lowest slope that fits your site to improve comfort and safety.
Pick a ratio and multiply: for 1:x, run = height × x. The inclined length is then L = √(height² + run²). Example: height 50 cm at 1:20 needs a run of 10.0 m and an inclined length of about 10.01 m.
It means the ramp rises 1 cm for every 12 cm of horizontal run. That equals about 8.33% grade or an angle of roughly 4.8°. The calculator can convert between 1:12, percent grade and degrees instantly.
Yes. While the interface uses metres/centimetres and follows common European practice, it fully supports ADA-style ratios like 1:12 and can act as a wheelchair ramp slope calculator. Always check your local code requirements before building.