RC Boat Speed Calculator

Professional Speed Calculator for RC Electric & Nitro Boat Models

Our advanced RC boat speed calculator helps you instantly compute prop slip, propeller speed and top speed (MPH/Km/h). This comprehensive tool functions as both an RC boat prop speed and scale speed calculator, supporting brushless electric and nitro/gas boats with slip adjustment for real‑world accuracy.

Key Marine Considerations:
  • RC boat prop speed calculator - Calculate propeller efficiency and thrust
  • RC boat scale speed calculator - Determine realistic scale performance
  • Multi-motor configurations - Support for 1-4 motor setups with synchronized thrust
  • Hull type coefficients - From 0.8 (displacement hulls) to 1.5 (high-speed hydroplanes)
  • Propeller physics - Accounts for diameter, pitch and cavitation effects
  • Real-world water conditions - Calibration for both calm and choppy waters
  • Nitro/Gas specific factors - Fuel mixture ratios and cooling requirements
  • Slip calibration - Use GPS speed data to back-calculate and tune slip for future predictions

Developed with input from international RC boat competitors, our algorithms have been tested across various hull types including deep-V, catamarans, and hydroplanes. The calculator adapts to your specific configuration whether you're running a scale model or competition racer.

"Understanding boat speed calculation is essential for competitive racing. This calculator provides the precision needed for professional performance tuning."
- Professional RC Boat Racer

RC Boat Speed Calculator Tool

Discover the secrets of RC boat speed - start here! Enter your boat parameters now to get personalized calculation results!

RPM/V
V
inches
%

For RC boats, slip can be significant (30-45%)

Need help finding values? See how to get these parameters

Bookmark this useful calculator for quick access

Estimated Speed:

0
km/h

How to Calculate RC Boat Speed

RC Electric Boat Calculation Examples:

Motor KV Voltage Prop Pitch Slip Speed (MPH/Km/h)
1500KV 11.1V (3S) 1.4" 30% 15.5 / 24.9
2200KV 7.4V (2S) 1.2" 30% 12.9 / 20.8
1200KV 14.8V (4S) 1.6" 30% 18.8 / 30.3

RC Brushless Boat Speed Chart Table


RC Brushless Boat Speed Calculation Formula:

Speed(MPH) = Prop pitch(inches) × Motor kV × Battery Voltage × (1- Slip) ÷ 1056

Prop Speed Calculation: Prop Speed = Motor RPM × Propeller Pitch × (1 - Slip Factor)

Scale Speed Calculation: Scale Speed = Actual Speed ÷ Scale Factor (e.g., 1/10 scale = ÷10)


Example 1: 1500KV Motor with 3S Battery

  • Motor KV: 1500
  • Battery Voltage: 11.1V (3S)
  • Propeller Pitch: 1.4 inches
  • Slip Factor: 30%

Step-by-step calculation:

  1. Motor RPM = 1500 × 11.1 = 16,650 RPM
  2. Effective Pitch = 1.4 × (1 - 0.3) = 0.98 inches
  3. Prop Speed = 16,650 × 0.98 = 16,317 inches/minute
  4. Speed (MPH) = 16,317 ÷ 1056 = 15.45 MPH
  5. Speed (Km/h) = 15.45 × 1.609344 = 24.86 Km/h

Result: 15.45 MPH / 24.86 Km/h

Example 2: 1200KV Motor with 4S Battery

  • Motor KV: 1200
  • Battery Voltage: 14.8V (4S)
  • Propeller Pitch: 1.6 inches
  • Slip Factor: 30%

Step-by-step calculation:

  1. Motor RPM = 1200 × 14.8 = 17,760 RPM
  2. Effective Pitch = 1.6 × (1 - 0.3) = 1.12 inches
  3. Prop Speed = 17,760 × 1.12 = 19,891 inches/minute
  4. Speed (MPH) = 19,891 ÷ 1056 = 18.84 MPH
  5. Speed (Km/h) = 18.84 × 1.609344 = 30.32 Km/h

Result: 18.84 MPH / 30.32 Km/h



How to find these parameters? (Brushless Electric Boat)

  • Motor KV: Check the motor can label, spec sheet, or product page.
  • Battery Voltage: Use nominal LiPo voltage (2S ≈ 7.4V, 3S ≈ 11.1V, 4S ≈ 14.8V).
  • Prop Pitch (inches): Find on propeller model number/spec, or manufacturer’s chart.
  • Slip Factor (%): Start with 30–45% for boats; refine from GPS test data.

Tip: Record real GPS speed and back-calculate slip to tune future predictions.


RC Nitro/Gas Boat Calculation Examples:

Engine RPM Prop Pitch Speed (MPH/Km/h)
25,000 1.4" 33.1 / 53.3
28,000 1.5" 39.8 / 64.0
30,000 1.2" 34.1 / 54.9
32,000 1.6" 48.5 / 78.0
35,000 1.4" 46.4 / 74.7

RC Nitro/Gas Boat Speed Chart Table


RC Nitro/Gas Car Speed Calculation Formula:

Speed (MPH) = (Motor RPM × Propeller Pitch) ÷ 1056


Example 1: .21 Engine with 1.4" Prop

  • Engine RPM: 25,000
  • Propeller Pitch: 1.4 inches

Step-by-step calculation:

  1. Prop Speed = 25,000 × 1.4 = 35,000 inches/minute
  2. Speed (MPH) = 35,000 ÷ 1056 = 33.14 MPH
  3. Speed (Km/h) = 33.14 × 1.609344 = 53.33 Km/h

Result: 33.14 MPH / 53.33 Km/h

Example 2: .28 Engine with 1.6" Prop

  • Engine RPM: 32,000
  • Propeller Pitch: 1.6 inches

Step-by-step calculation:

  1. Prop Speed = 32,000 × 1.6 = 51,200 inches/minute
  2. Speed (MPH) = 51,200 ÷ 1056 = 48.48 MPH
  3. Speed (Km/h) = 48.48 × 1.609344 = 78.02 Km/h

Result: 48.48 MPH / 78.02 Km/h


How to find these parameters? (Nitro/Gas Boat)

  • Engine RPM: Refer to engine specs or measure with an optical/tachometer app after warm-up.
  • Propeller Pitch (inches): Printed in prop model or listed by manufacturer/vendor.

Tip: Nitro performance varies with tune, temperature and fuel; measure after a consistent warm-up.


How to Use This Calculator:

  1. Enter your brushless motor's KV rating
  2. Input battery voltage (e.g. 11.1V for 3S LiPo)
  3. Enter prop size in millimeters
  4. Provide hull type factor (1.0-2.0)
  5. Get instant speed estimation

Pro Tips from Top Racers:

  • "Understanding boat speed calculation starts with prop selection - a well-matched prop will give better performance than maximum speed." - RC Boat Champion
  • "Use our RC boat speed calculator to validate manufacturer's recommended prop size, then adjust based on water conditions." - Professional RC Boater
  • Lower KV motors (1000-2000) work better with larger props (40-60mm)
  • Actual speed is typically 10-20% lower than calculated due to water resistance and hull drag
  • For racing, target motor/engine temps of 60-70°C for optimal performance
  • Always use an RC boat prop speed calculator to determine optimal propeller efficiency
  • Regular speed calculations help identify performance issues and optimize your RC boat setup
  • Scale speed calculations are essential for realistic performance in scale competitions