Calculating load path…
| Item | Baseline |
|---|---|
| Roof | 6 × 10 × 20 ft, 60–70% knitted HDPE or Aluminet, reinforced edges |
| Inner posts | 4 × 10 ft, 2⅜ in OD SS40/Sch 40 galvanized steel, engineered top caps and base plates |
| Outer posts | 12 × 8 ft, 1⅞ in OD 16 ga or heavier galvanized steel |
| Primary net | Rated polyester webbing/ratchet assemblies, 5,000 lbf WLL minimum on long spans |
| Ground anchors | 80 × ½ × 18 in galvanized lags: 4 per outer post, 8 per inner post, with chain links and washers |
| Panel attachments | All edges at roughly 12 in spacing; two rated retention tethers per panel |
| Optional walls | 2 × 8 × 20 ft, 40–50% mesh, independently anchored and rollable |
It applies q = 0.00256V², a 1.5 load factor, a 0.9 uplift coefficient, directional overturning, side-screen drag, tributary anchor demand, a webbing catenary screen, and post Euler buckling. The porous-force factor is deliberately adjustable because optical shade percentage is not an aerodynamic coefficient.
This is not CFD, nonlinear membrane FEA, a sealed structural design, or a guarantee. It does not solve gust dynamics, fabric flutter, connection fatigue, exact post bending, fabrication defects, or variable playa pullout resistance. Replace the lag WLL input with a proof-tested site value and have a qualified engineer review the final hardware and connections before people sleep beneath it.
References: Burning Man securing guidance · Playa Labs flat-top design · Aluminet installation guidance · Porous-canopy wind-tunnel study