Separation distance calculator
Work out the IEC 62305-3:2024 separation distance s, the gap a lightning protection system must keep from metal parts and wiring so a strike cannot spark across, and check the gap you have against it. Free, no sign-up, every coefficient cited.
Under IEC 62305-3:2024 the separation distance is s = (ki / km) × kc × l, equation (6). Any unbonded metal part or wiring must be more than s from the lightning protection system, or a strike can spark across.
Separation distance, simplified approach
The page opens on the worked example below. Change any value to check your own point.
| Quantity | How it was found | Value | Source |
|---|---|---|---|
| k_i | Class III | 0.04 | IEC 62305-3:2024 (Ed.3) Table 11 |
| k_m | Air | 1 | IEC 62305-3:2024 (Ed.3) Table 12 |
| k_c | by the number of down conductors, 4 | 0.44 | IEC 62305-3:2024 (Ed.3) Table 13 |
| l | length to the nearest bonding point or earth termination | 12 | IEC 62305-3:2024 (Ed.3) 6.3.2 |
| s | (k_i / k_m) × k_c × l = (0.04 / 1) × 0.44 × 12 | 0.2112 m | IEC 62305-3:2024 (Ed.3) 6.3.2 equation (6) |
| d | distance provided, greater than s | 0.5 m | IEC 62305-3:2024 (Ed.3) 6.3.1 |
What each coefficient does
When lightning current runs down a conductor, the voltage along it rises with the length the current has travelled since the last bonding point. A metal pipe, a cable tray or a handrail nearby sits at a different potential, and if the gap between them is too short, the air or masonry breaks down and a spark jumps across. Clause 6.3 of IEC 62305-3:2024 sizes the gap that prevents it.
ki, the class of LPS. Table 11 sets ki by class. The stricter the class, the steeper the current it is designed for, so class I has the largest ki and needs the widest gap for the same layout.
km, the material in the gap. Table 12 gives air the reference value and concrete, brick and wood a lower one, which makes s larger: a solid wall breaks down more easily than the same thickness of air. Table 12 NOTE 1 adds a value for an insulating stand-off of FRP, PE or PVC, only from a set length upwards, and sends every other material to its manufacturer. Where several materials sit in series, NOTE 2 takes the lowest km.
kc, how the current divides. With several down conductors, each carries only a share of the current. Table 13 gives an approximate share by the number of down conductors, and a single down conductor is allowed only for an isolated LPS. For Type A earthing the note under Table 13 sets kc to 1 when neighbouring electrodes differ in resistance by more than a factor of 2, so the calculator asks for those resistances. A value from a detailed calculation may replace the table under clause 6.3.1 NOTE 2, with its source recorded.
l, the length. Measure it along the lightning conductors, air termination first, then down conductor, starting where you are checking and stopping at whichever comes first: a bonding point or the earthing. The longer the path, the larger s, which is why the gap needs to grow towards the top of a building. Clause 6.3.2 NOTE 1 lets the structure's height stand in for l on a building whose smaller plan dimension is no more than three times its height.
A pipe 0.5 m from a down conductor, 12 m above the earth termination
Illustrative inputs, not a real site: an attached class III LPS with 4 down conductors and Type B earthing, an air gap. The figures are computed live by the engine.
Equation (6) gives s = 0.2112 m. The pipe is 0.5 m away, more than s, so the gap is enough at that point. Higher up the same down conductor l grows, and so does s.
| Quantity | How it was found | Value | Source |
|---|---|---|---|
| k_i | Class III | 0.04 | IEC 62305-3:2024 (Ed.3) Table 11 |
| k_m | Air | 1 | IEC 62305-3:2024 (Ed.3) Table 12 |
| k_c | by the number of down conductors, 4 | 0.44 | IEC 62305-3:2024 (Ed.3) Table 13 |
| l | length to the nearest bonding point or earth termination | 12 | IEC 62305-3:2024 (Ed.3) 6.3.2 |
| s | (k_i / k_m) × k_c × l = (0.04 / 1) × 0.44 × 12 | 0.2112 m | IEC 62305-3:2024 (Ed.3) 6.3.2 equation (6) |
| d | distance provided, greater than s | 0.5 m | IEC 62305-3:2024 (Ed.3) 6.3.1 |
What this calculator leaves out
This is the simplified approach of clause 6.3.2, one kc for the whole length. The general approach of clause 6.3.1, equation (5), splits the path into segments with a kc each, from the ring conductor and meshed air termination methods of Annex B, so it follows the real share of current in each part of the path. An electrically insulated LPS is judged on its manufacturer's equivalent separation distance instead. High installations need the altitude correction of clause 6.3.2, and a loop in a down conductor follows clause 5.3.4. The full assessment handles all of these.
Questions answered
What is the separation distance in lightning protection?
How is the separation distance calculated?
What value of k_c should I use?
Does the material in the gap matter?
When is no separation distance needed?
Is d equal to s enough?
Does this match the Lumex™ product?
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