Microwave Link Calculator
Path clearance, fade margin, and availability.
About this calculator
A microwave link budget is fundamentally a bookkeeping exercise: add up every gain and subtract every loss between transmitter and receiver, then see how much margin is left. This calculator starts with free-space path loss using the standard 92.45 + 20·log10(frequency in GHz) + 20·log10(distance in km) formula, subtracts that (plus miscellaneous losses like waveguide, connectors, and radome) from transmit power and both antenna gains to get the received signal level. Fade margin — the headroom above the receiver's sensitivity threshold — is the single most important output, because it drives everything downstream: link availability is estimated from it using the Vigants-Barnett multipath model, a named unavailability formula widely used in microwave link engineering, which scales unavailability with a climate/terrain factor, frequency, distance cubed, and an inverse-exponential function of fade margin in dB.
That cubic distance dependence means link length matters far more to reliability than frequency does, and it's why longer hops need disproportionately more fade margin to hit the same availability target. The calculator also reports the first Fresnel zone radius at path midpoint (used to judge line-of-sight obstruction clearance — you generally want 60%+ of this radius clear of obstacles) and a rain attenuation estimate built on the same power-law form ITU-R Recommendation P.838 uses for specific attenuation (attenuation = k × rain-rate^alpha, with frequency-dependent k and alpha) — simplified here to a fixed 25mm/hr moderate rain rate rather than P.838's full frequency- and polarization-dependent coefficient tables, since that becomes the dominant loss term at higher frequencies (above roughly 15 GHz). Because this rain estimate uses one fixed rain rate and simplified coefficients rather than ITU-R P.838's published tables and a region-specific ITU rain zone, treat availability and rain-attenuation numbers as planning-stage estimates, not the final design input for a licensed microwave path — that still needs a proper regional rain-zone lookup and vendor path-profile software.
Inputs
Results
Fade margin (dB)
21.92
Figures current as of 2005. Source: ITU-R Recommendation P.838-3 (03/2005), "Specific attenuation model for rain for use in prediction methods," International Telecommunication Union Radiocommunication Sector
How to Use This Calculator
- Enter the operating frequency in GHz and the link distance in km.
- Input the transmit power in dBm, the TX and RX antenna gains in dBi, and the receiver sensitivity threshold in dBm.
- Set the misc. losses (waveguide, connectors, radome) in dB and choose a climate factor for your region (0.25 dry/mountain, 1.0 average, 4.0 hot humid coast).
- Review the Free Space Path Loss, System Gain, Fade Margin, and Link Availability percentage, along with estimated annual outage minutes, Fresnel zone radius, and rain attenuation.
- Target a fade margin of at least 25-40 dB for 99.99%+ link availability.
How the result changes with RX threshold (dBm)
| RX threshold (dBm) | Fade margin (dB) |
|---|---|
| -100 | 51.92 |
| -52 | 3.92 |
| -40 | -8.08 |
What each input means
- TX power (dBm)
- Transmitter output power in dBm. Typical: 15-25 dBm for licensed microwave.
- TX antenna gain (dBi)
- Transmit antenna gain. 0.6m dish ~33 dBi, 1.2m ~38 dBi at 18 GHz.
- RX antenna gain (dBi)
- Receive antenna gain. Usually matches TX antenna.
- Frequency (GHz)
- Operating frequency. Common bands: 6, 11, 18, 23, 38, 60, 80 GHz.
- Link distance (km)
- Point-to-point distance between towers in kilometers.
- RX threshold (dBm)
- Receiver sensitivity threshold at target BER (e.g., 10⁻⁶). Typical: -65 to -80 dBm.
- Misc. losses (dB)
- Waveguide/coax losses, connectors, radome, branching. Typical: 2-5 dB.
- Climate factor
- Vigants C-factor: 0.25 (dry/mountain), 1.0 (average), 4.0 (hot humid coast).
What each result means
- Fade margin (dB)
- Signal headroom above receiver threshold. Target: 25-40 dB for 99.99%+ availability.
- Received signal (dBm)
- Calculated received power level under clear-sky conditions.
- Availability (%)
- Link availability using Vigants-Barnett multipath model (no diversity).
- Annual outage (min)
- Estimated multipath outage minutes per year.
- Free-space path loss (dB)
- Theoretical loss in free space at the given frequency and distance.
- System gain (dB)
- Total system gain: TX power + antenna gains - losses - RX threshold.
- 1st Fresnel zone radius (m)
- First Fresnel zone radius at midpoint. Ensure 60%+ clearance above obstacles.
- Rain attenuation (dB)
- Estimated path attenuation during moderate (25 mm/hr) rainfall.
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersTX power (dBm) = 20, TX antenna gain (dBi) = 38, RX antenna gain (dBi) = 38, Frequency (GHz) = 18 = 8 input(s) provided
- Calculate Fade marginFade margin = rxLevelDbm - rxThresholdDbm21.92 = 21.92
- Calculate Received signalReceived signal = txPowerDbm + txAntennaGainDbi + rxAntennaGainDbi - fsplDb - miscLossesDb-48.08 = -48.08
- Calculate AvailabilityAvailability99.9025 = 99.9025
Figures and sources
- Rain attenuation power-law model (specific attenuation = k × rainRate^alpha) used for the rain-fade estimate (2005) — ITU-R Recommendation P.838-3 (03/2005), "Specific attenuation model for rain for use in prediction methods," International Telecommunication Union Radiocommunication Sector
Engine last updated . Checked against 1 independently-derived test — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.
Frequently Asked Questions
Why does link distance affect availability so much more than frequency does?
The Vigants-Barnett unavailability formula this calculator uses multiplies distance cubed but frequency only linearly — unavailability = climateFactor × 2.5e-6 × frequencyGhz × distanceKm³ × 10^(-fadeMargin/10). Doubling the link distance increases the unavailability term eightfold, while doubling frequency only doubles it, which is why the explainer notes that longer hops need disproportionately more fade margin to hold the same availability target.
What counts as a 'good' fade margin, and how does the calculator use it?
Fade margin is received signal level minus receiver threshold, and the calculator feeds it directly into the availability formula as an inverse exponential term (10^(-fadeMargin/10)), so every additional 10 dB of margin cuts unavailability by a factor of 10. The output helpText flags 25-40 dB as the target range for 99.99%+ availability, which lines up with typical carrier-grade microwave backhaul requirements.
Why does the calculator's rain attenuation estimate use a fixed 25 mm/hr rain rate instead of my region's actual climate?
The rainAttenuationDb output applies the same power-law shape ITU-R Recommendation P.838 defines for specific rain attenuation — attenuation = k × rainRate^alpha — but with a simplified, frequency-only approximation for k and a fixed alpha of 1.1, at one moderate rain rate for every calculation, regardless of input location. ITU-R P.838's actual published tables give k and alpha as separate, more detailed functions of frequency and polarization, and real rain-zone maps vary rain rate by geography and required availability percentile, so this figure is meant as a rough sense of whether rain fade will matter at your frequency — the explainer is explicit that a licensed path still needs a proper regional rain-zone lookup against the full P.838 tables.
What is the Fresnel zone radius output telling me, and why does it only need 60% clearance?
The first Fresnel zone radius, computed as 17.32 × √(distance / (4 × frequency)) meters at the path midpoint, defines an ellipsoid around the direct line-of-sight path where obstructions cause diffraction loss. Keeping roughly 60% of that radius clear of trees, terrain, or buildings is the standard industry rule of thumb for avoiding significant additional path loss, even though it isn't full 100% clearance.
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