Calculate wind pressure and force on structures using ASCE 7 methodology. Includes exposure categories, height profile, and speed comparison table.
Wind loads are one of the primary lateral forces structural engineers must design for. The ASCE 7 standard (Minimum Design Loads for Buildings) provides the methodology used throughout the United States: wind pressure depends on the basic wind speed, height above ground, surrounding terrain (exposure category), building importance, and the structure's aerodynamic shape.
The velocity pressure equation qz = 0.613 × Kz × Kd × V² (in metric) converts the basic wind speed into a pressure that increases with height. The exposure coefficient Kz accounts for terrain roughness: Exposure B (urban/suburban) has the most shielding, Exposure D (coastal/flat) has the least. At the same height, Exposure D produces ~50% more wind pressure than Exposure B.
The total design force is the product of velocity pressure, importance factor, force coefficient (drag), and projected area. This calculator handles all ASCE 7 inputs and shows how wind pressure varies with height and speed — essential for sizing foundations, anchor bolts, and lateral bracing systems.
Use this calculator when you need a first-pass external wind-force estimate from basic speed, height, exposure, and projected area.
It is useful for structural checks, equipment supports, panels, signs, and rough ASCE-style pressure comparisons before a full code review is done. It also helps show how strongly exposure and speed assumptions change the resulting force.
qz = 0.613 × Kz × Kd × V² (Pa, V in m/s). Kz = 2.01(z/zg)^(2/α). Design pressure: p = qz × I × Cf. Force: F = p × A.
Result: qz = 963 Pa, pressure = 1,252 Pa, force = 75.1 kN
115 mph = 51.4 m/s. At 9 m in Exposure B, using Kz = 0.70 and Kd = 0.85 gives qz = 0.613 × 0.70 × 0.85 × 51.4² ≈ 963 Pa. With I = 1.0 and Cf = 1.3, design pressure is about 1,252 Pa. On 60 m², the resulting force is about 75.1 kN.
Wind-load calculations are most useful when you keep the site assumptions explicit: basic speed, exposure, height, and shape coefficient all matter. The square-law dependence on velocity also means small changes in design wind speed can move the resulting pressure much more than expected.
The biggest mistakes are using the wrong wind-speed basis, choosing the wrong exposure category, and treating a simplified external-pressure estimate as full code compliance. Internal pressure, topographic effects, component-and-cladding checks, and governing load combinations often matter in the final design even when the first-pass force calculation looks straightforward. Small input mistakes can shift the force far more than people expect because the speed term is squared.
The 3-second gust speed at 33 ft (10m) above ground in Exposure C, with a specific return period. Look it up on ASCE 7 wind speed maps for your location.
B = urban/suburban (most friction, lowest wind). C = open terrain (flat fields, farms). D = flat unobstructed coast or water (least friction, highest wind).
The velocity pressure exposure coefficient. It increases with height because wind speed increases as you move away from the friction of the ground surface.
The wind directionality factor (typically 0.85). It accounts for the reduced probability that worst-case wind will blow from the most unfavorable direction.
Cf depends on shape. Flat plates: ~1.3-2.0. Cylinders: ~0.7-1.2. Spheres: ~0.4. Open lattice: ~1.8-2.0. Refer to ASCE 7 figures.
This implements the force-based ASCE 7 analysis. For full code compliance, also consider internal pressures, components & cladding, topographic effects (Kzt), and load combinations.