IEC 62305 collection area and N_D calculator
Work out how much ground a structure collects lightning from, and how many direct strikes it can expect each year, under IEC 62305-2:2024 Annex A. Free, no sign-up, with every equation named.
Under IEC 62305-2:2024 a structure collects lightning from its roof plus a band three times its height wide all round (AD, equation (A.3)), and expects ND direct strikes a year: the strike density times that area times a location factor, per square kilometre (equation (A.5)). This calculator works out both.
Collection area and dangerous events
The page opens on the worked example below. Change any value to see your own structure.
| Quantity | How it was found | Value | Source |
|---|---|---|---|
| N_SG | ground strike-point density, per km² per year | 4 | IEC 62305-2:2024 (Ed.3) clause A.1 |
| A_D | L × W + 2 × 3 × H × (L + W) + π × (3 × H)² = 40 × 20 + 2 × 3 × 10 × (40 + 20) + π × (3 × 10)² | 7227 | IEC 62305-2:2024 (Ed.3) equation (A.3), clause A.2.1.2 |
| C_D | Isolated, with nothing else standing nearby | 1 | IEC 62305-2:2024 (Ed.3) Table A.1 |
| N_D | N_SG × A_D × C_D × 10⁻⁶ = 4 × 7227 × 1 × 10⁻⁶ | 0.02891 | IEC 62305-2:2024 (Ed.3) equation (A.5) |
Where AD and ND come from
Annex A of IEC 62305-2:2024 counts the dangerous events a structure meets in a year. The first of them, and the one every assessment starts from, is ND: flashes that strike the structure itself, source of damage S1. Three numbers decide it.
The strike density, NSG. The third edition works in ground strike-point density, the number of points per square kilometre per year where lightning reaches the ground (clause A.1). Older maps and reports often give flash density NG instead. Equation (A.1) links the two as NSG = k × NG, and where the data source gives no k, clause A.1 NOTE 1 says to assume 2. The calculator applies that when you choose flash density, and shows the step.
The collection area, AD. Clause A.2.1 draws a line falling 1 in 3 from the top of the structure and turns it all the way round. For an isolated rectangular building of length L, width W and height H, equation (A.3) adds three parts: the roof itself, L times W; a band 3H wide along each side, which is 6H times the sum of L and W; and the four rounded corners of radius 3H, which together make a circle of area π times 9H2. Height matters far more than plan size, because it appears in every term but the first.
A protrusion on the roof. A mast, chimney or plant room that rises well above the roof collects lightning on its own. Equation (A.4) gives its area as AD' = π × (3 × HP)2, with HP measured from the ground to its top (Figure A.2). Clause A.2.1.3 then takes the greater of AD at the main roof height and AD'. A low, wide building with a thin mast is usually still governed by AD; a small building with a tall tower is governed by AD'.
The setting, CD. Table A.1 scales the result for what surrounds the structure: below 1 when taller objects shield it, 1 when it stands alone, and above 1 on a hilltop. Then equation (A.5) multiplies the three and divides by a million, which turns the square metres of AD into the square kilometres NSG is counted in. The working beside the result shows each figure.
A 40 m by 20 m building, 10 m high
Illustrative inputs, not a real site: an isolated building where NSG is 4 strike points per km² per year. The figures are computed live with the engine's equations.
Equation (A.3) gives a collection area of 7227 m², many times the building's own footprint of 800 m². With CD = 1 for an isolated structure, equation (A.5) gives ND = 0.02891 dangerous events a year from direct strikes.
| Quantity | How it was found | Value | Source |
|---|---|---|---|
| N_SG | ground strike-point density, per km² per year | 4 | IEC 62305-2:2024 (Ed.3) clause A.1 |
| A_D | L × W + 2 × 3 × H × (L + W) + π × (3 × H)² = 40 × 20 + 2 × 3 × 10 × (40 + 20) + π × (3 × 10)² | 7227 | IEC 62305-2:2024 (Ed.3) equation (A.3), clause A.2.1.2 |
| C_D | Isolated, with nothing else standing nearby | 1 | IEC 62305-2:2024 (Ed.3) Table A.1 |
| N_D | N_SG × A_D × C_D × 10⁻⁶ = 4 × 7227 × 1 × 10⁻⁶ | 0.02891 | IEC 62305-2:2024 (Ed.3) equation (A.5) |
From ND to a verdict
ND is a frequency, not an answer. IEC 62305-2:2024 multiplies it by a probability of damage and a loss for each risk component from a strike to the structure, then adds the components from strikes near the structure, to its lines and near its lines, which need their own collection areas: AM, AL and AI. The total risk R is compared with the tolerable risk RT under clause 7.3, and the frequency of damage F with FT under clause 9.3.
That is where a spreadsheet gets long and errors creep in: the probability tables, the loss values, the line factors and the zones. The IEC 62305-2 risk method guide sets out every component, and the lightning protection level selector shows how the risk turns into a class of LPS.
Questions answered
What is the collection area A_D in IEC 62305?
How is N_D calculated?
What is the difference between N_G and N_SG?
What is the location factor C_D?
How do I handle a mast or tower on the roof?
Is N_D enough to decide whether I need lightning protection?
Does this match what Lumex™ computes in a full assessment?
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