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Doppler Shift Calculator

Calculate the received frequency shift for a moving transmitter or receiver. Used in radar, satellite communications, radio astronomy, and velocity measurement applications.

Calculate Doppler Frequency Shift

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Quick Reference

Doppler Shift Reference Table

Doppler shift at common radar frequencies for various target velocities (one-way, head-on approach, θ = 0°).

Velocity10 GHz (X-band)35 GHz (Ka-band)77 GHz (W-band)94 GHz
30 m/s (108 km/h)2.0 kHz7.0 kHz15.4 kHz18.8 kHz
100 m/s (360 km/h)6.7 kHz23.3 kHz51.3 kHz62.7 kHz
300 m/s (Mach 0.88)20.0 kHz70.0 kHz154 kHz188 kHz
1,000 m/s (Mach 2.9)66.7 kHz233 kHz513 kHz627 kHz
7,800 m/s (LEO orbit)520 kHz1.82 MHz4.0 MHz4.89 MHz
Understanding the Fundamentals

What Is the Doppler Effect?

The Doppler effect is the change in frequency of a wave as observed by a receiver moving relative to the source. When a source and receiver move toward each other, the received frequency increases (positive shift). When they move apart, the received frequency decreases (negative shift).

Formulas

One-Way Doppler (Communications):
fd = (v / c) × f0 × cos(θ)

Two-Way Doppler (Radar):
fd = (2v / c) × f0 × cos(θ)

Where:
v = relative velocity, c = speed of light (2.998 × 10&sup8; m/s)
f0 = carrier frequency, θ = angle to line of motion

Applications

  • Automotive radar (77 GHz): Forward collision warning, adaptive cruise control, blind spot detection. Target velocities typically 0 to 250 km/h.
  • Weather radar (S/C/X-band): Measures precipitation velocity to detect wind shear, tornadoes, and storm rotation.
  • Satellite communications: LEO satellites at 7,800 m/s produce significant Doppler that must be compensated in the receiver.
  • Air traffic control (L/S-band): Moving target indication (MTI) uses Doppler to separate aircraft returns from ground clutter.
  • Speed enforcement: Police radar (K/Ka-band) measures vehicle velocity via the two-way Doppler shift of the reflected signal.
Radar and satellite systems

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