Within the allowable
0.85 kW/m²
269 Btu/hr/ft² against an allowable of 1.58 kW/m². The light sees 27% of the flame.
| Intermediate result | Value | Relation |
|---|---|---|
| Heat release | 3,813 kW | Q = qv · LHV / 3.6 |
| Flame end, horizontal reach | 4,959 mm | √(L² − droop²) |
| Line of sight crosses flame axis at | 3,628 mm | line intersection |
| Fraction of flame in view | 0.268 – | clamped to 0 … 1 |
| Centre of the viewed flame | 4,294 / 3,074 mm (x / y) | midpoint of the visible part |
| Distance to the light | 3.68 m | D = √(Δx² + Δy²) |
| Atmospheric transmissivity | 0.941 – | τ = 0.79 · (100/RH)^(1/16) · (30.5/D)^(1/16) |
| Radiation on the light | 0.848 kW/m² | K = τ · F · frazione · Q / (4πD²) |
| Radiation, imperial | 269 Btu/hr/ft² | 1 Btu/hr/ft² = 3.155 W/m² |
What this does not cover
A two-dimensional section through one plane, with the flame as a straight line and a point source at its centre. It ignores wind, which moves the flame out of that plane and is the case that usually governs; it ignores reflected and re-radiated heat from the stack and the platform, convection from hot gas, and the flame from an actual relief event rather than the purge. The shield is treated as a straight edge. It is a screening calculation, not a verification, and carries no warranty.
Need the real study?
Send us the tip general arrangement and the platform layout and we will check the warning lights, the platforms and the access ways together, under wind, with the radiation contours behind them.
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