Ball-Flight Apex (+Descent Angle) Calculator

Curious how high your shots really climb and how steeply they return to earth? The Ball-Flight Apex Finder gives you quick, physics-based estimates of peak height and descent angle from three numbers you probably already track on the launch monitor—ball speed, launch angle, and spin rate.

Ball – Flight Apex Finder

Estimate the peak height (yards) and descent angle (°) of any shot using speed, launch angle and spin.


Why Peak Height & Descent Angle Matter

Peak height (or apex) and descent angle tell you how well a shot can stop on the green, fly over trouble, or maximize carry distance. A towering 9-iron that lands at a 50-degree angle will bite quickly, while a low, shallow-angle long iron may run out 30 yards.

Parameter“Soft” Green-Holding“Hot” Roll-Out
Peak Height> 30 yd (90 ft)< 15 yd (45 ft)
Descent Angle> 45°< 30°

Understanding these numbers helps you fit equipment, tweak trajectory, and attack pins with confidence.


What the Apex Finder Calculates

Output FieldMeaningFormula (simplified)
Estimated Peak HeightVertical distance from turf to the ball’s apex.H = ½·(V·1.4667)²·sin²θ ÷ g × (1 + ω/2000)
Estimated Descent AngleAngle at which the ball re-enters near the landing zone.θ_descent = θ + 0.006·ω

Legend

  • V = Ball speed (mph)
  • θ = Launch angle (degrees)
  • ω = Spin rate (rpm)
  • g = 32.174 ft·s⁻² (gravity)

Step-by-Step Instructions

  1. Enter ball speed – read it off your launch monitor or simulator.
  2. Enter launch angle – usually shown alongside ball speed.
  3. Enter spin rate – total back-spin in rpm.
  4. Review the results – peak height in yards, descent angle in degrees.
  5. (Optional) Hit Reset to start a new shot.

Practical Example

Scenario

  • Ball speed: 155 mph
  • Launch angle: 14°
  • Spin rate: 2700 rpm

Results

  • Peak height: ≈ 36.8 yd (110 ft)
  • Descent angle: ≈ 30.2°

Tips for Interpretation

  • Approach shots – Aim for ≥45° descent for quick-stopping mid-irons.
  • Driver fitting – Peak heights of 30–40 yd usually maximize carry without ballooning.
  • Wind management – Lower both launch and spin in a headwind to shrink peak height.

Limitations & Assumptions

  • The model is a first-order estimate—real-world aerodynamics are far more complex.
  • Lift multiplier and descent coefficient are calibrated for solid-core modern balls at sea level; results vary with altitude, dimple pattern, and wind.
  • Does not account for slope, temperature, or direct aerodynamic drag reduction.

Use the Apex Finder as a quick benchmarking tool, then validate with actual launch monitor data for precision fitting.