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Wheelchair Ramp Slope Calculator

Last updated: 03 Jan 2025 | Author: Brij | Review By: Irshad
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This calculator helps you determine the slope and length of a wheelchair ramp. Simply enter the Rise (vertical height) and Run (horizontal length) of the ramp

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Result
Degree

Formula for Slope Angle

To calculate the slope angle, the formula is:

Slope Angle (°)=arctan⁡(RiseRun)×180π\text{Slope Angle (°)} = \arctan\left(\frac{\text{Rise}}{\text{Run}}\right) \times \frac{180}{\pi}Slope Angle (°)=arctan(RunRise​)×π180​

Where:

  • Rise: The vertical height of the ramp.
  • Run: The horizontal distance of the ramp.

Formula for Ramp Length

The ramp length is calculated using the Pythagorean theorem:

Ramp Length=Rise2+Run2\text{Ramp Length} = \sqrt{\text{Rise}^2 + \text{Run}^2}Ramp Length=Rise2+Run2​

Where:

  • Rise: The vertical height of the ramp.
  • Run: The horizontal distance of the ramp.

Example Calculation

Imagine a ramp with:

  • Rise: 3 feet
  • Run: 12 feet

Step 1: Calculate the Slope Angle

Slope Angle (°)=arctan⁡(312)×180π=arctan⁡(0.25)×57.2958=14.04∘\text{Slope Angle (°)} = \arctan\left(\frac{3}{12}\right) \times \frac{180}{\pi} = \arctan(0.25) \times 57.2958 = 14.04^\circSlope Angle (°)=arctan(123​)×π180​=arctan(0.25)×57.2958=14.04∘

The slope angle is 14.04°.

Step 2: Calculate the Ramp Length

Ramp Length=32+122=9+144=153=12.37 feet\text{Ramp Length} = \sqrt{3^2 + 12^2} = \sqrt{9 + 144} = \sqrt{153} = 12.37 \, \text{feet}Ramp Length=32+122​=9+144​=153​=12.37feet

The ramp length is 12.37 feet.

FAQ

What is the recommended slope for a wheelchair ramp, and why is it important?

The recommended slope for a wheelchair ramp is 1:12. This means for every 1 inch of vertical rise, you need 12 inches of horizontal run (length). This ratio creates a gentle slope that most wheelchair users can navigate safely and independently.

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