Goalie Positioning Calculator
Optimal cage position from shooter angle.
Inputs
Results
Shooting angle (°)
29.3
Optimal distance out (m)1.75
Lateral position (m)0.65
Horizontal coverage (%)94.9
Vertical coverage (%)55.6
Overall coverage (%)72.6
Reaction time available (sec)0.18
Near post gap (m)0.55
Far post gap (m)1.4
How to Use This Calculator
- Enter the shooter's distance from the goal line in meters — penalty shots are from 5 m.
- Set the shooter's lateral offset in meters from the center of the goal (positive = right side).
- Input the goalie's arm span in cm (fingertip to fingertip) for horizontal coverage calculations.
- Enter the goalie's water height in cm — how high they rise above the surface when fully set.
- Read Optimal Distance Out from the goal line and Lateral Position for the goalie's ideal starting spot on the angle bisector.
- Check Overall Coverage % and Near/Far Post Gaps to identify the most vulnerable zones the goalie must protect.
How the result changes with Shooter distance from goal (m)
| Shooter distance from goal (m) | Shooting angle (°) |
|---|---|
| 3.3 | 38.1 |
| 6.55 | 23.8 |
| 10 | 16.4 |
| 14 | 12 |
What each input means
- Shooter distance from goal (m)
- How far the shooter is from the goal line. Penalty shots are from 5m.
- Shooter lateral offset (m)
- Horizontal offset from center of goal. 0 = dead center, positive = right side.
- Goalie arm span (cm)
- Goalie's fingertip-to-fingertip arm span. Larger span = more horizontal coverage.
- Goalie water height (cm)
- How high the goalie rises above the water surface when set. Goal is 90cm tall.
What each result means
- Shooting angle (°)
- The angle of the goal visible to the shooter — wider angle = harder to save.
- Optimal distance out (m)
- How far the goalie should position in front of the goal line.
- Lateral position (m)
- Goalie's optimal horizontal offset from center (on the angle bisector).
- Horizontal coverage (%)
- Percentage of the apparent goal width covered by the goalie's arm span.
- Vertical coverage (%)
- Percentage of goal height covered by the goalie's water height.
- Overall coverage (%)
- Combined coverage score (geometric mean of horizontal and vertical).
- Reaction time available (sec)
- Time from shot release to ball reaching the goalie at average shot speed (~18 m/s).
- Near post gap (m)
- Open gap at the near post — the most vulnerable spot.
- Far post gap (m)
- Open gap at the far post.
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersShooter distance from goal (m) = 5, Shooter lateral offset (m) = 2, Goalie arm span (cm) = 185, Goalie water height (cm) = 50 = 4 input(s) provided
- Calculate Shooting angleShooting angle = abs(leftPostAngle - rightPostAngle) * (180 / π)29.3 = 29.3
- Calculate Optimal distance outOptimal distance out = shooterDistM * comeOutRatio1.75 = 1.75
- Calculate Lateral position0.65 = 0.65
Engine last updated .
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