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Antenna polarization

Short answer

Polarization is the figure traced by the electric field vector tip in the far field. Linear: E moves along a line (single component or in-phase components). Circular: equal amplitude orthogonal components with 90° phase difference, rotating E. Elliptical: general case with unequal amplitude and/or phase difference. Axial ratio = major/minor axis; polarization loss factor = cos²ψ.

Explain the polarization of an antenna.

Polarization of an antenna is the polarization of the wave it radiates in a given direction (usually the direction of maximum gain): the figure traced by the tip of the electric field vector with time at a fixed point in the far field.

Types:

  • Linear: E moves along a straight line. Occurs when there is one component, or two components in phase (or 180° apart). Vertical (e.g. vertical monopole) or horizontal (e.g. horizontal dipole).
  • Circular: E rotates with constant magnitude. Needs two orthogonal components of equal amplitude and 90° phase difference. Right-hand (RHCP) or left-hand (LHCP), e.g. axial-mode helix.
  • Elliptical: general case; two orthogonal components with unequal amplitude and/or a phase difference other than 0° or 180°.
  Linear     Circular     Elliptical
    |          .-.          .--.
    |         (   )        (    )
    |          '-'          '--'

Axial ratio AR = major axis / minor axis: 1 for circular, ∞ for linear.

Polarization loss factor: PLF = cos²ψ, where ψ is the angle between the wave and antenna polarizations. A vertical antenna receiving a horizontal wave gets PLF = 0 (no signal).

✓ Answer checked by Claude Opus 5.5 (high effort)

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