Polarization Loss Calculator

The signal loss caused by mismatched polarization between transmit and receive antennas.

What is Polarization Loss?

Antenna polarization describes the orientation of the electric field vector of a radiated electromagnetic wave. Polarization loss (also called polarization mismatch loss or PLF — Polarization Loss Factor) occurs when the transmit and receive antennas are not aligned in polarization, reducing the amount of power transferred between them.

For a pair of vertically polarized antennas pointed at each other, the polarizations match perfectly and there is zero polarization loss (0 dB). If one antenna is vertical and the other horizontal (90° offset), the electric fields are orthogonal. Theoretical isolation is very high for perfectly orthogonal polarizations, but practical systems are limited by antenna cross-polarization discrimination, installation tolerances, and multipath.

Circular polarization adds another dimension: two antennas with the same circular polarization sense (both RHCP or both LHCP) match perfectly (0 dB loss), while opposite senses (one RHCP, one LHCP) produce 30 dB isolation. A linear antenna combined with a circular antenna always incurs 3 dB polarization loss regardless of the linear antenna's orientation.

Why Does It Matter?

Quick Polarization Loss Calculator

Formulas Used by LinkBudgetPro

\[ \text{Linear–Linear:} \quad L_{\text{pol}} = \min\!\left(-20\log_{10}\left|\cos\!\left(\delta\right)\right|,\ 30\right) \text{ dB}, \quad \delta = |\theta_{\text{tx}} - \theta_{\text{rx}}| \]
\[ \text{Same-sense circular (RHCP/RHCP or LHCP/LHCP):} \quad L_{\text{pol}} = 0 \text{ dB} \]
\[ \text{Cross-circular (RHCP/LHCP):} \quad L_{\text{pol}} = 30 \text{ dB} \quad \text{(theoretical isolation)} \]

Mixed (one circular, one linear): \(L_{\text{pol}} = 3\) dB fixed. Cap: 30 dB max for all cases.

Parameter Explanation

ParameterUnitDescription
Tx PolarizationTransmit antenna polarization: Vertical, Horizontal, RHCP, LHCP, or Custom Linear
Rx PolarizationReceive antenna polarization — must match Tx for zero polarization loss
Tx/Rx AngledegreesCustom linear angle: Vertical=0°, Horizontal=90°
Angular offset (δ)degreesDifference between Tx and Rx polarization angles
Polarization LossdBSignal loss due to polarization mismatch (0 = perfect match, 30 = maximum isolation)

Quick Reference Table

Tx PolarizationRx PolarizationLoss (dB)Notes
VerticalVertical0 dBPerfect match
HorizontalHorizontal0 dBPerfect match
VerticalHorizontal30 dBFull cross-polarization (capped)
45° LinearVertical (0°)3 dB45° offset = −20·log₁₀(cos45°)
RHCPRHCP0 dBSame circular sense = match
RHCPLHCP30 dBOpposite circular = isolation
RHCPVertical3 dBCircular vs. linear = always 3 dB
LHCPHorizontal3 dBCircular vs. linear = always 3 dB

Worked Example

A 5 GHz backhaul link uses a vertical Tx antenna, but the Rx antenna was accidentally installed at 30° tilt. Find polarization loss:

Tx: Vertical = 0°; Rx: 30° tilt from vertical
δ = |0 − 30| = 30°; δ_rad = 30 × π/180 = 0.5236 rad
cos(0.5236) = 0.866
Loss = −20·log₁₀(0.866) = −20 × (−0.0625) = 1.25 dB
Manageable but should be corrected. At 45° offset: 3.0 dB. At 60° offset: 6.0 dB.

When Should You Use It?

Related Calculations

Configure polarization settings in the Antennas tab of the full RF link budget calculator.

Open Full RF Link Budget Calculator