Propeller Pitch Calculator

Calculate propeller pitch speed, tip speed, tip Mach number, advance ratio, and pitch angle for RC, drone, aircraft, and boat propellers.

About the Propeller Pitch Calculator

Propeller pitch is the theoretical distance a propeller would advance in one revolution if there were no slip — like a screw threading into wood. A 12×6 propeller has 12 inches diameter and 6 inches pitch, meaning it theoretically advances 6 inches per revolution.

This calculator computes the theoretical pitch speed (MPH, knots, m/s), tip speed and Mach number, pitch angle at 75% radius, and advance ratio. Tip Mach number is critical — when the blade tips approach Mach 0.85-0.9, compressibility effects cause dramatic efficiency loss and noise.

Preset buttons cover RC model aircraft (2-blade 12×6), multirotors (10×4.5), full-scale Cessna (75×56), and boat propellers. The calculator handles both inch and millimeter inputs. A pitch selection guide helps choose the right pitch for hovering vs speed applications.

Whether you are selecting a propeller for a drone, tuning an RC racing plane, or analyzing a Cessna 172's constant-speed prop, this tool provides the key performance parameters.

Why Use This Propeller Pitch Calculator?

Propeller selection requires balancing pitch speed, tip Mach, thrust, and efficiency. This calculator provides the key parameters for informed selection.

It is indispensable for RC hobbyists, drone builders, and aircraft/marine engineers optimizing propeller performance. Keep these notes focused on your operational context. Tie the context to the calculator’s intended domain. Use this clarification to avoid ambiguous interpretation.

How to Use This Calculator

  1. Select units (inches or millimeters).
  2. Enter the propeller diameter and pitch.
  3. Enter the RPM and forward airspeed (0 for static).
  4. Enter the number of blades.
  5. Read the pitch speed, tip Mach, pitch angle, and advance ratio.
  6. Check that tip Mach is below 0.85 for efficient operation.

Formula

Pitch speed = Pitch × RPM (distance per minute). Tip speed = π × D × RPM / 60. Pitch angle at r: θ = atan(P / (2πr)). Advance ratio: J = V / (n × D). P/D ratio = Pitch / Diameter.

Example Calculation

Result: Pitch speed = 54.5 mph, tip speed = 128 m/s, Mach = 0.37

Pitch speed = 6/12 ft × 8000 = 4000 ft/min = 45.5 mph. Tip: π × 1ft × 8000/60 = 418 ft/s = 128 m/s. Mach = 128/343 = 0.37 (safe).

Tips & Best Practices

Practical Guidance

Use consistent units, verify assumptions, and document conversion standards for repeatable outcomes.

Common Pitfalls

Most mistakes come from mixed standards, rounding too early, or misread labels. Recheck final values before use. ## Practical Notes

Use concise notes to keep each section focused on outcomes. ## Practical Notes

Check assumptions and units before interpreting the number. ## Practical Notes

Capture practical pitfalls by scenario before sharing the result. ## Practical Notes

Use one example per section to avoid misapplying the same formula. ## Practical Notes

Document rounding and precision choices before you finalize outputs. ## Practical Notes

Flag unusual inputs, especially values outside expected ranges. ## Practical Notes

Apply this as a quality checkpoint for repeatable calculations.

Frequently Asked Questions

What is the difference between pitch and actual advance?

Pitch is the theoretical advance per revolution. Actual advance is less due to slip — typically 10-30% for aircraft props and 20-40% for boat props. Efficiency = actual advance / pitch.

How do I choose between high and low pitch?

Low pitch (like low gear): more thrust, less speed — good for hovering, climbing, heavy loads. High pitch (like high gear): less thrust, more speed — good for cruise, racing.

Why does tip speed matter?

When blade tips approach the speed of sound (Mach 0.85+), shock waves form, dramatically increasing drag and noise while reducing thrust. Keep tip Mach below 0.85.

What is advance ratio?

J = V/(nD) where V is airspeed, n is rev/sec, D is diameter. It determines the operating point on the propeller efficiency curve. Peak efficiency is typically at J = 0.5-0.9.

Is a bigger prop always better?

Larger diameter increases disk area and theoretical efficiency (momentum theory), but also increases tip speed, weight, and ground clearance requirements. The optimum balances these factors.

What does P/D ratio tell me?

P/D ratio compares pitch to diameter. Low P/D (0.3-0.5) = high thrust, low speed (tugboats, copters). High P/D (0.8-1.2) = low thrust, high speed (fast boats, cruise aircraft).

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