Calculate Fresnel zone radii, required clearance heights, and Earth bulge for line-of-sight radio, microwave, and optical links.
When planning a line-of-sight radio, microwave, or optical link, it is not enough for the direct path between transmitter and receiver to be clear. The signal actually propagates in a volume around the direct path called the Fresnel zone — an ellipsoidal region whose first zone must be at least 60% clear of obstructions for reliable communication.
This Fresnel Zone Calculator computes the radius of the first (and higher) Fresnel zones at any point along the path, the required clearance height, and the additional Earth bulge that must be accounted for on longer links. Whether you are designing a WiFi bridge, a microwave backhaul, or a point-to-point laser link, this tool gives you the numbers needed to set antenna heights and evaluate terrain profiles.
The calculator also provides a visual comparison of zones 1 through 5 and a reference table so you can quickly see how the zone radii scale with distance and frequency. Preset buttons cover common scenarios from short WiFi links to long-haul microwave paths.
Use this calculator to estimate how much path clearance a point-to-point link really needs once you account for Fresnel radius and Earth bulge, not just geometric line of sight. It is especially useful when antenna height decisions have to be made before a full terrain profile is modeled. That helps turn a rough path sketch into a more realistic clearance check.
Fresnel Zone Radius: rₙ = √(n × λ × d₁ × d₂ / D) At midpoint (d₁ = d₂ = D/2): rₙ = √(n × λ × D / 4) Earth Bulge: h = D² / (12.75 × K) where K ≈ 4/3 (standard refractivity) λ = c / f
Result: Zone 1 radius = 5.59 m, 60% clearance = 3.35 m
A 2.4 GHz link over 1 km needs at least 3.35 m clearance above any midpoint obstacle to keep 60% of the 1st Fresnel zone clear.
A radio link can have a visually clear path and still perform badly if terrain, trees, or buildings intrude into the first Fresnel zone. The wider the zone, the more likely you are to lose margin to diffraction rather than outright blockage.
The midpoint is where the first Fresnel zone is widest, but it is not always the limiting location. On irregular terrain, the critical obstruction may sit elsewhere along the path. Evaluate the actual obstacle position and add Earth bulge on longer paths before locking in antenna heights.
Higher frequencies shrink the Fresnel zone, which can simplify clearance, but they often come with other penalties such as increased rain fade or stricter alignment. Fresnel clearance is only one part of a complete link budget.
At 60% first Fresnel zone clearance, the path loss is within about 0.5 dB of true free space, which is a common practical threshold for reliable links. Designers often treat that margin as the minimum acceptable compromise between perfect clearance and real tower height constraints.
Partial obstruction introduces diffraction loss, so the received signal weakens even when the straight line between antennas still looks clear. In marginal links, that lost clearance can be the difference between a stable connection and intermittent fading.
For links under 1 km, Earth bulge is usually negligible. It becomes significant on longer paths, especially once the link extends beyond several kilometers or the clearance margin is already tight.
Higher zones contribute less to signal strength. Clearing the 1st zone is most important; the 2nd and 3rd zones matter mainly for low-margin links. In most practical planning, the first zone is the one that drives the height decision.
K accounts for atmospheric refraction bending the radio wave. K = 4/3 is the standard value, while dry or abnormal conditions can reduce K and effectively worsen Earth-curvature clearance.
Start from the highest terrain or obstruction point, then add Earth bulge and the chosen Fresnel clearance margin to estimate the minimum practical antenna height. That gives you a planning minimum before allowing any extra margin for structure, sway, or future obstructions.