How to Use the Calculator
- Enter the jump distance in meters (the horizontal distance from the cliff edge to your landing point).
- Enter the jump angle in degrees (the angle at which you'll jump relative to the horizontal).
- The calculator will automatically calculate the cliff height using the formula h = d × tan(θ) and the fall time using t = sqrt(2h/g).
- Review the results and ensure they make sense for your planned jump.
Working Principle
The calculator uses basic trigonometry to calculate the cliff height based on your jump distance and angle. The formula h = d × tan(θ) relates the horizontal distance (d) to the vertical height (h) when jumping at a specific angle (θ). The fall time calculation considers the height and gravity to estimate how long you'll be in freefall.
Important Notes
- This calculator provides theoretical calculations and should not replace professional judgment or training.
- Always assess wind conditions, water depth (for cliff diving), and other environmental factors before attempting a jump.
- The jump angle should be between 10-90 degrees for realistic calculations. Angles too close to 0 degrees would result in a jump that doesn't clear the cliff edge, while angles near 90 degrees would represent a vertical drop.
- For safety, start with smaller jumps and gradually increase difficulty as you gain experience.