Field Regions

Electromagnetic Field Regions

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Electromagnetic field regions around an antenna are divided into reactive near-field (< lambda/(2*pi)), radiating near-field (Fresnel, to 2D^2/lambda), and far-field (Fraunhofer, beyond 2D^2/lambda). The far field is where the radiation pattern is fully formed and power decreases as 1/R^2. Antenna patterns and gain are defined in the far-field only. Measurements in the near-field must be transformed to far-field.
Category: Antenna Theory
Related to: Near Field, Far Field, Antenna, Antenna Measurement Range, Radiation Pattern
Units: m, lambda

Understanding EM Field Regions

Understanding field regions is critical for antenna measurement, safety (SAR compliance), and system design. The field behavior is fundamentally different in each region.

Field Region Definitions

RegionBoundaryField Behavior
Reactive Near-FieldR < lambda/(2pi)Fields store energy. E and H not in phase. Very complex.
Radiating Near-Field (Fresnel)lambda/(2pi) < R < 2D^2/lambdaFields radiate but pattern is range-dependent.
Far-Field (Fraunhofer)R > 2D^2/lambdaFields radiate. Pattern is independent of range. Power ~ 1/R^2.
Far-field distance examples:
D = 1m dish at 10 GHz: R_ff = 2(1)^2/0.03 = 67 m
D = 0.3m at 28 GHz: R_ff = 2(0.3)^2/0.0107 = 17 m
D = 3m at 12 GHz: R_ff = 2(9)/0.025 = 720 m!
Common Questions

Frequently Asked Questions

What are the antenna field regions?

Reactive near-field (< lambda/2pi): stored energy, complex fields. Radiating near-field (to 2D^2/lambda): radiation but pattern changes with distance. Far-field (> 2D^2/lambda): stable pattern, 1/R^2 power decay.

Why does the far-field distance depend on antenna size?

Larger antennas have wavefronts that are curved in the near field. The far-field boundary is where the phase error across the aperture due to wavefront curvature drops below lambda/16 (22.5 degrees). Larger aperture = farther to planar wavefront.

Can I measure gain in the near field?

Not directly. Near-field patterns are range-dependent. But you can measure near-field amplitude and phase, then mathematically transform to far-field pattern. This is the basis of near-field antenna measurement ranges.

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