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⚡ Earthing & Protection

Lightning Protection Calculator

Apply the IEC 62305 rolling sphere method: from the protection level and air-terminal height, get the rolling sphere radius, the protected radius at ground, the mesh size and down-conductor spacing.

Rolling sphere
LPL I–IV
Protection radius
Mesh & down-cond.
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Lightning protection — Quick answer

A sphere of fixed radius is rolled over the structure; what it can't touch is protected. The radius is set by the protection level.

r = 20 / 30 / 45 / 60 m (LPL I–IV)  |  protection radius rp = √(2rh − h²)

Worked example: A 10 m air terminal under LPL II (r = 30 m) protects a ground radius rp = √(2×30×10 − 10²) = √500 ≈ 22.4 m, with a 10 × 10 m mesh and ~10 m down-conductor spacing.

IEC 62305 protection levels

LPLSphere rMesh
I20 m5 × 5 m
II30 m10 × 10 m
III45 m15 × 15 m
IV60 m20 × 20 m

Used for: buildings, towers, tanks, substations, telecoms masts, solar farms.

⚡ Lightning Protection Calculator

Choose the protection level and enter the air-terminal (rod) height above the protected surface.

Rolling sphere radius
Protection radius (ground)
Mesh size
Down-conductor spacing

⚠️ Single-rod rolling-sphere estimate at ground level. A full IEC 62305 design covers all faces and edges and must be done by a qualified engineer.

Lightning protection under IEC 62305 uses the rolling sphere method: a sphere of a defined radius is imagined rolling across and around the structure. Wherever the sphere can touch, a strike could land, so an air terminal (lightning rod) is needed there; the region the sphere cannot reach is protected. The sphere radius depends on the chosen protection level, which comes from a risk assessment. A taller rod pushes the sphere up and protects a wider circle on the ground.

Reviewed: June 19, 2026 · Author: Naveen P N, Founder — AI Calculator · Verified against: IEC 62305-3 (physical damage) and NFPA 780.

Safety notice. Lightning protection is life-safety and fire-safety engineering. This single-rod estimate is for orientation only; a compliant IEC 62305 / NFPA 780 design — including bonding, surge protection and earthing — must be carried out by a qualified specialist. See our disclaimer.

The rolling sphere formula

Sphere radius by level
r = 20 (I), 30 (II), 45 (III), 60 (IV) metres
Protection radius at ground
rp = √(2 r h − h²)  (for h ≤ r)

Here h is the height of the air terminal above the surface being protected and r is the rolling sphere radius. The protected radius grows with height, reaching a maximum of r when h equals the sphere radius. For structures taller than r the sphere can touch the sides, so corners and edges also need terminals — a single rod no longer covers everything.

Worked example — protecting a rooftop unit

Scenario: An LPL III installation (r = 45 m) with a 6 m mast protecting a rooftop HVAC unit.

Protection radius
rp = √(2 × 45 × 6 − 6²) = √(540 − 36) = √504 ≈ 22.4 m

So a 6 m mast under LPL III shields any equipment within about 22 m on the same plane. Pair this with a 15 × 15 m roof mesh and down-conductors at ~15 m spacing, all bonded to an earth system — size the electrode with the earth pit resistance calculator.

Frequently Asked Questions

What is the rolling sphere method?

You roll an imaginary sphere of fixed radius over the structure. Where it touches needs an air terminal; what it can't reach is protected. Radius: 20 m (LPL I), 30 (II), 45 (III), 60 (IV).

How do I calculate the protection radius of a lightning rod?

rp = √(2rh − h²) for h ≤ r. A 10 m rod under LPL II (r = 30) protects √(600 − 100) = √500 ≈ 22.4 m at ground.

What are the four lightning protection levels?

LPL I (sphere 20 m, mesh 5×5, ~99% efficiency), II (30 m, 10×10), III (45 m, 15×15), IV (60 m, 20×20). Chosen from a structure risk assessment.

How far apart should down-conductors be?

About 10 m for LPL I and II, 15 m for III, 20 m for IV around the perimeter — giving the current parallel paths and reducing side-flash risk.

Does a taller rod protect a larger area?

Up to h = r, yes — the protected radius peaks at r. Beyond that the sphere touches the sides of tall structures, so corners and edges need their own terminals.

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