High Jump Approach Calculator

Plan your High Jump Approach with precision. Enter your number of steps, stride length, foot angle, and your x/y distances to calculate the optimal takeoff foot position, lateral distance from the upright, and your curve start point. Designed for coaches and athletes working on the Fosbury Flop technique.

Typically 3–7 steps are taken on the curve portion of the approach.

cm

Average stride length on the curve in centimetres.

°

The angle of the takeoff foot relative to the bar. Typically 15°–35°.

cm

Horizontal distance of the takeoff foot from the near upright, measured parallel to the bar.

cm

Perpendicular distance of the takeoff foot from the bar.

Results

Estimated Curve Radius

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Lateral Distance from Upright (cm)

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Y-Distance of Takeoff Foot from Upright (cm)

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Curve Start X-Position (cm)

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Curve Start Y-Position (cm)

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Approach Angle at Takeoff (°)

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Approach Geometry Overview (cm)

Frequently Asked Questions

What is the high jump approach curve and why does it matter?

The approach curve is the curved arc an athlete runs during the final steps before takeoff in the Fosbury Flop. Running a J-shaped curve allows the athlete to lean inward, which helps convert horizontal momentum into vertical lift at takeoff. Getting the curve right is critical to clearing the bar efficiently.

How many steps should I take on the curve?

Most high jumpers use 3 to 7 steps on the curved portion of their approach. Beginners often start with 3–5 steps, while more advanced athletes may use 5–7. The key is consistency — the curve should feel natural and repeatable at competition speed.

What does the foot angle at takeoff mean?

The foot angle at takeoff (typically 15°–35°) describes how much the athlete's takeoff foot is turned toward the bar. A smaller angle means the foot points more directly at the bar, while a larger angle points it slightly away. The optimal angle helps maximise vertical force while maintaining the rotational mechanics needed to clear the bar.

What are the X and Y distances used in this calculator?

The X-distance is the horizontal measurement of the takeoff foot from the near upright, running parallel to the bar. The Y-distance is the perpendicular distance of the takeoff foot from the bar itself. Together these coordinates define exactly where the athlete plants their takeoff foot relative to the jumping structure.

What is the straight part of the approach and how does it connect to the curve?

The straight part of the approach precedes the curve and allows the athlete to build up speed. Athletes typically take 5–7 strides on the straight before entering the curved section. The transition point from straight to curve is calculated from the curve start coordinates this tool provides.

What is the lateral distance from the upright?

The lateral distance is how far to the side of the near upright the athlete's takeoff foot is positioned, measured along the line of the bar. This affects the angle of clearance over the bar and must be calibrated to the athlete's body rotation and bar clearance technique.

How do I use the curve start position on the track?

Once you have the curve start X and Y coordinates, mark that spot on the track with chalk or a cone during training. The athlete begins their curved running from this point, ensuring they arrive at the takeoff foot position with the correct momentum, lean, and angle.

Can this calculator be used for athletes of all levels?

Yes. The calculator works for junior beginners through to elite athletes. Simply adjust the stride length and step count to match the athlete's current ability. Coaches often iterate through multiple calculations to fine-tune the approach as the athlete's speed and technique develop.

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