Recovery Point Load Calculator
Per-point load of a two-leg bridle from total pull force and leg angle.
- Load Per Point
- 5176 lb
- Total Pull
- 10000 lb
Calculator
Angle between bridle legs
Live statistics
5176 lb
10000 lb
Results
Load Per Point
5176lb
10000lb
Planning estimate from standard automotive formulas. Validate with dyno, timeslip or datalog data when precision matters.
Visualizations
Results overview
Load Per Point vs. Total Pull Force
Load Per Point
Formula
Splits the pull across two legs; wider leg angles lever extra tension into each point.
Alternative Form
Variables
| Symbol | Name | Unit | Description |
|---|---|---|---|
| b | Bridle angle | deg | Included angle between the two legs |
| P | Total pull | lb | Winch or strap tension at the apex |
Explanation
At 30 degrees each point sees ~52% of the pull; at 120 degrees each sees 100% — keep bridles narrow.
Step-by-Step Calculation
Follow each step to understand how the result is calculated from your inputs.
Record the inputs.
Apply the formula.
Read every derived output.
Worked Examples
See how the calculator works with different scenarios.
Scenario
Equalizer strap across two frame points.
Inputs
Calculation
Per point = 10,000 / (2 x 0.966) = 5,176 lb
Result
Each point carries ~5,176 lb.
Interpretation
Both points must be rated above 5,200 lb.
Understanding Your Result
Your Result: Load Per Point: 5176 lb
Typical range: 30-60 deg ideal; beyond 90 deg loads climb steeply.
What This Means
The tension each recovery point actually carries.
Why It Matters
Wide bridles multiply point load — factory tie-downs tear out when angles go wide.
Professional Interpretation
Treat the primary result as a planning estimate, then validate on a dyno, at the track, or with logged sensor data. If measured numbers disagree by more than ~10%, re-check inputs (units are the usual culprit) before changing parts.
Recommendations
- •Double-check units on every input before trusting the result
- •Compare against the worked example below to sanity-check magnitude
- •Validate with measured data (dyno, timeslip, datalog) when it matters
Learn — fuel economy, deeply
Two-leg bridles share load only when the angle stays narrow.
1 · Where the gallon goes (energy path)
Engine heat
60–70% lost
Coolant + exhaust carry most energy away. Hybrids recover some via Atkinson cycle + regen.
Driveline
5–15% lost
Transmission, differential, accessories. CVTs and 8–10 speed autos lose less.
Aero drag
∝ v²
Doubles from 55→78 mph. Roof boxes hurt more than trunks.
Rolling + brakes
10–20%
Tires, weight, stops. Regen braking (hybrid/EV) reclaims city braking energy.
4 · Measure like a pro (the 3-tank protocol)
- Fill to first click at the same pump, record the odometer (Tank 0).
- Drive normally for 2–3 tanks; always refill to first click at the same pump.
- MPG = total miles ÷ total gallons across all tanks — averaging kills pump-click noise.
- Cross-check with the trip computer; a persistent >10% gap means the computer needs calibration — or the car needs service.
- Log with an OBD-II dongle for per-trip MPG if you want to isolate commute vs. highway behavior.
Practical Tips
- •Keep bridle angles under 60 degrees
- •Use rated recovery points, not tie-downs
- •Equalize leg lengths so loads split evenly
Common Mistakes
Assumptions
This calculator makes the following assumptions to provide estimates:
Limitations
Be aware of these limitations when using this calculator:
Frequently Asked Questions
Answers to common questions about this calculator.
What bridle angle is safe?
Can I pull from one point instead?
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Related Guides
Deepen your understanding with these educational resources.
Glossary
Technical terms used in mortgage calculations explained in plain language.
- MPG
- Miles per gallon. Distance travelled per gallon of fuel; higher is better. US gallon = 3.785 L.
- L/100 km
- Litres consumed per 100 kilometres; lower is better. Standard metric efficiency unit.
- MPGe
- Miles per gallon-equivalent. EV metric: miles travelled on 33.7 kWh (energy of 1 gal of gasoline).
- CAFE
- Corporate Average Fuel Economy — US fleet-average efficiency standard enforced by NHTSA.
- Rolling resistance
- Energy lost deforming tires as they roll. Low-pressure or wide tires raise it.
- Aerodynamic drag
- Air resistance growing with the square of speed — why highway MPG falls fast above 60 mph.
- Hypermiling
- Driving techniques (coasting, steady speed, anticipation) that maximise real-world MPG.
- OBD-II
- On-board diagnostics port. Scanners and dongles read live MPG, fuel trim and fault codes.
Authoritative References
Trusted sources and standards referenced by this calculator.
Applicable Standards
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Page Information
2026-09-27
2.0.0
Free to use for educational and professional purposes.