Range Resolution

Radar Range Resolution

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Radar range resolution is the minimum separation between two targets for the radar to distinguish them as separate objects. Range resolution = c/(2*B), where B is the signal bandwidth. A 100 MHz bandwidth radar resolves targets separated by > 1.5 m. Wider bandwidth = finer range resolution. Pulse compression enables wide bandwidth (fine resolution) with long pulse duration (high energy), achieving both detection range and resolution simultaneously.
Category: Radar
Related to: Radar, Pulse Compression, Bandwidth, Chirp, Radar Waveform
Units: m, MHz

Understanding Radar Range Resolution

Range resolution determines how precisely a radar can separate closely spaced targets. It is purely a function of bandwidth, not pulse duration or power. This is why modern radars use wideband waveforms.

Range Resolution

Range resolution:
delta_R = c / (2 x B)

Where B = signal bandwidth (Hz)

Examples:
B = 1 MHz: delta_R = 150 m
B = 10 MHz: delta_R = 15 m
B = 100 MHz: delta_R = 1.5 m
B = 1 GHz: delta_R = 15 cm
B = 4 GHz (77 GHz auto radar): 3.75 cm
Common Questions

Frequently Asked Questions

What determines range resolution?

Range resolution = c/(2B). Only bandwidth matters. 10 MHz: 15m resolution. 100 MHz: 1.5m. 1 GHz: 15 cm. Wider bandwidth = finer resolution. Pulse compression achieves wide bandwidth with practical pulse durations.

Why is pulse compression needed?

A short pulse (1 ns = 15 cm resolution) has very little energy, limiting detection range. Pulse compression uses a long, modulated pulse (high energy) and compresses it upon reception to achieve the resolution of a short pulse. Best of both worlds.

What resolution does automotive radar achieve?

77 GHz automotive radar uses 4 GHz bandwidth: range resolution = 3.75 cm. This enables detailed imaging of the driving environment, separating pedestrians, vehicles, and road features.

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