Wind Load Basics — Engineering Reference

ASCE 7 wind pressure: qz=0.613KzV², windward Cp=+0.8, leeward Cp=−0.5, exposure B/C/D. Interactive MWFRS wind pressure calculator. Free reference.

Overview

Wind loads on steel structures are determined by converting the basic wind speed into velocity pressure, then applying pressure coefficients that account for building shape, surface orientation, and internal pressure conditions. In the United States, ASCE 7-22 Chapter 26-30 governs wind load determination. The Main Wind Force Resisting System (MWFRS) provisions define loads on the primary structural frame, while Components and Cladding (C&C) provisions define higher local pressures on individual elements.

The fundamental velocity pressure equation is:

q_z = 0.00256 x K_z x K_zt x K_e x V^2 (psf, with V in mph)

where K_z is the velocity pressure exposure coefficient (varies with height and exposure category), K_zt is the topographic factor (for hills, ridges, escarpments), K_e is the ground elevation factor, and V is the basic wind speed from ASCE 7 Figure 26.5-1 (maps by Risk Category).

Exposure categories

The terrain surrounding the building determines the exposure category, which affects how quickly wind speed increases with height:

Exposure Terrain Description Example Locations K_z at 30 ft
B Urban, suburban, wooded areas with closely spaced obstructions City centers, residential subdivisions 0.70
C Open terrain with scattered obstructions, height < 30 ft Flat farmland, grasslands, airports 0.85
D Flat, unobstructed coastal areas exposed to wind over open water Shoreline, mudflats, salt flats 1.03

Exposure B is the default when conditions are not clearly C or D. The exposure category must be evaluated for each wind direction independently — a building may be Exposure B for winds from the north (facing a city) and Exposure C for winds from the south (facing open fields).

Pressure coefficients (Cp) for MWFRS

For enclosed rectangular buildings using the Directional Procedure (ASCE 7 Chapter 27):

Surface Cp Value Notes
Windward wall +0.8 Positive pressure (pushing inward), varies with height via q_z
Leeward wall -0.2 to -0.5 Negative pressure (suction), depends on L/B ratio
Side walls -0.7 Negative pressure (suction)
Windward roof (slope < 10°) -0.9 to -0.18 Negative (uplift), varies with distance from edge
Leeward roof -0.5 Negative (suction)

The design wind pressure on each surface is: p = q x G x C_p - q_i x (GC_pi)

where G is the gust effect factor (0.85 for rigid buildings with natural frequency >= 1 Hz), and (GC_pi) is the internal pressure coefficient (+/-0.18 for enclosed buildings, +/-0.55 for partially enclosed buildings).

Worked example — 3-story office building

Given: 3-story steel office building, 45 ft tall, 100 ft x 60 ft plan, Risk Category II, V = 115 mph, Exposure C, flat terrain (K_zt = 1.0), sea level (K_e = 1.0), enclosed.

  1. Velocity pressure at roof height (z = 45 ft): K_z = 1.01 (ASCE 7 Table 26.10-1, Exposure C, 45 ft). q_h = 0.00256 x 1.01 x 1.0 x 1.0 x 115^2 = 0.00256 x 1.01 x 13,225 = 34.2 psf.
  2. Windward wall pressure at roof: p_w = q_h x G x C_p - q_h x (GC_pi) = 34.2 x 0.85 x 0.8 - 34.2 x (-0.18) = 23.3 + 6.2 = 29.4 psf (max case with negative internal pressure adding to windward).
  3. Leeward wall suction (L/B = 100/60 = 1.67, so C_p = -0.35): p_L = 34.2 x 0.85 x (-0.35) - 34.2 x (+0.18) = -10.2 - 6.2 = -16.3 psf (suction outward).
  4. Total MWFRS pressure (windward + leeward combined): 29.4 + 16.3 = 45.7 psf on the projected area in the wind direction.
  5. Base shear (simplified, uniform distribution): V_base ≈ 45.7 x 45 x 60 / 1000 = 123.4 kip (approximate; actual calculation varies q_z with height at each floor).

Code comparison — wind load provisions

Parameter ASCE 7-22 AS/NZS 1170.2 EN 1991-1-4 NBC 2020 (Canada)
Basic wind speed 3-second gust (mph) Regional gust (m/s) 10-min mean (m/s) Hourly mean (kPa)
Reference period 700-yr (Cat II) 500-yr (importance 1) 50-yr characteristic 50-yr return
Terrain categories B, C, D 1 (open) to 4 (city) 0 (sea) to IV (city) Open, rough, urban
Gust factor (rigid) G = 0.85 C_fig x C_dyn c_s x c_d C_g = 2.0 (simplified)
Internal pressure +/-0.18 (enclosed) +/-0.0 to +/-0.65 c_pi (depends on openings) +/-0.15 to +/-0.45

Note: the wind speed definitions differ significantly between codes. ASCE 7 uses 3-second gust, while Eurocode uses 10-minute mean. A 115 mph 3-second gust is approximately equivalent to a 38 m/s 10-minute mean wind speed.

Key design considerations

Common mistakes to avoid

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Disclaimer

This page is for educational and reference use only. It does not constitute professional engineering advice. All design values must be verified against the applicable standard and project specification before use. The site operator disclaims liability for any loss arising from the use of this information.