Calculated Result
Calculator Inputs
Polarization Loss Graph
The graph shows mismatch loss behavior for the selected case. Linear mismatch uses angle sweep data. Constant cases use a flat loss trace.
Example Data Table
| Case | Mismatch | Efficiency Factor | Efficiency | Loss |
|---|---|---|---|---|
| Linear vs Linear | 0° | 1.0000 | 100.00% | 0.00 dB |
| Linear vs Linear | 10° | 0.9698 | 96.98% | 0.13 dB |
| Linear vs Linear | 20° | 0.8830 | 88.30% | 0.54 dB |
| Linear vs Linear | 30° | 0.7500 | 75.00% | 1.25 dB |
| Linear vs Linear | 45° | 0.5000 | 50.00% | 3.01 dB |
| Linear vs Linear | 60° | 0.2500 | 25.00% | 6.02 dB |
| Linear to Circular | N/A | 0.5000 | 50.00% | 3.01 dB |
| Opposite Circular Sense | N/A | 0.0000 | 0.00% | Infinite |
Formula Used
This calculator combines classic polarization mismatch equations with a simple link budget view. That lets you see not only the loss itself, but also the effect on received power.
How to Use This Calculator
- Select the polarization case that matches your antenna pair.
- For linear antennas, enter transmit and receive polarization angles.
- For measured data, switch to manual mode and enter efficiency.
- Enter transmitter power in watts or dBm.
- Add net gains and all non-polarization losses.
- Press the calculate button to show results above the form.
- Review the graph, metric cards, and detailed result table.
- Use CSV or PDF export to save the current result set.
Frequently Asked Questions
What is polarization loss?
Polarization loss is power reduction caused by polarization mismatch between transmitting and receiving antennas. Better alignment improves coupling efficiency and preserves received signal strength.
Does a small angle error matter?
Yes. Even small angle errors can reduce coupling. At 30 degrees, linear mismatch causes about 1.25 dB loss, which matters in tight RF budgets.
Does frequency change polarization mismatch loss?
No. Frequency affects antennas and propagation, but mismatch loss depends on polarization relationship. Link frequency still matters for total received power calculations.
Why is linear to circular loss about 3 dB?
Linear to circular polarization creates a fixed 3.01 dB loss in ideal conditions. Only half of the linearly polarized power couples into the circular antenna.
Why does opposite circular sense show infinite loss?
Opposite circular senses ideally produce infinite isolation. Real systems show finite isolation because antennas are imperfect, so practical loss is very large, not truly infinite.
When should I use manual efficiency mode?
Use measured efficiency when polarization is elliptical, rotating, or specified by test data. Manual mode helps when a single angle formula is not enough.
How can I reduce polarization loss in practice?
Keep tilt references consistent, verify antenna sense, minimize mounting errors, and use alignment tools. Better mechanical control usually reduces polarization mismatch.
Can this calculator estimate received power too?
Yes. The calculator estimates received power before and after polarization loss. Enter transmitter power, net gains, and other losses for a fuller link view.