ASCE 7-22 · Velocity pressure → design pressure · Worked example

How to Calculate Wind Load — ASCE 7-22

Wind load comes down to two equations and a handful of table look-ups. This guide walks the full ASCE 7-22 method — risk category, basic wind speed, exposure, the velocity pressure qz, and the coefficients that turn it into a design pressure in psf — then shows the one-click shortcut when you'd rather not read tables.

No signup to read the guide Worked example in psf Every step cites its ASCE section
2
equations do the work
0.00256
the velocity-pressure constant
8 steps
location to psf
psf
the answer, every time
Two equationsVelocity pressure, then design pressure
Location drives itWind speed comes from the site
Zone by zoneCorners and edges see the most
Answer in psfPounds per square foot, signed

The two equations behind every wind load

Every ASCE 7-22 wind load is built in two moves: first the velocity pressure the wind carries, then the pressure that lands on a particular surface. Get these two and the rest is table look-ups.

Move 1

Velocity pressure, qz

ASCE 7-22 Eq 26.10-1 — the wind's raw push

qz = 0.00256 · Kz · Kzt · Kd · Ke · V²

  • V — basic wind speed (mph), read from the map for your risk category
  • Kz — velocity pressure coefficient; grows with height and openness
  • Kzt — topographic speed-up; 1.0 on flat ground, higher on hills
  • Kd — directionality, 0.85 for buildings; Ke — ground elevation
qz is in psf. It is the same for every surface at that height — the surface coefficients come next.
Move 2a

Design pressure — C&C

Components & cladding — ASCE 7-22 Chapter 30

p = qz · ( GCp − GCpi )

  • GCp — external coefficient by zone and effective wind area (Fig 30.3-1)
  • GCpi — internal pressure; ±0.18 enclosed, ±0.55 partially enclosed
  • Sizes a single piece: a window, a door, a roof panel, a fastener
  • Corners (Zone 5 walls, Zone 3 roofs) run the most negative — suction governs
Negative p is suction, pulling away from the building — that is what tears panels off in a storm.
Move 2b

Design pressure — MWFRS

Main Wind Force Resisting System — Chapter 27

p = q · G · Cp − qi · (GCpi)

  • Cp — external coefficient per face: windward, leeward, side walls, roof
  • G — gust-effect factor, 0.85 for a rigid building
  • These are the whole-building loads the frame, connections, and foundation resist
  • Most projects need both C&C and MWFRS — they answer different questions
C&C sizes the parts; MWFRS sizes the skeleton. One address, both results.
V from the ASCE map Kz by height & exposure Kzt for topography GCpi by enclosure GCp by zone & area Answer in psf

The ASCE 7-22 procedure, step by step

Eight moves take you from a dot on the map to a signed pressure in psf. Do them in order and nothing gets skipped.

1

Risk category

Classify the building I–IV by occupancy. A hospital is Risk IV; a shed is Risk I. The category picks which wind-speed map you read.

2

Basic wind speed V

Read V (mph) from the ASCE 7-22 map for that risk category — or look it up by ZIP so you skip tracing contours by eye.

3

Exposure category

Assign B, C, or D from the ground roughness upwind. Suburbs are usually B; open country and coastline push toward C and D.

4

Coefficient Kz

Look up Kz from Table 26.10-1 for the exposure and the evaluation height. Taller and more open both raise it.

5

Kzt, Kd, Ke

Set the topographic factor (1.0 on flat terrain), directionality (0.85 for buildings), and the ground elevation factor.

6

Velocity pressure qz

Multiply it out: qz = 0.00256·Kz·Kzt·Kd·Ke·V². Now you have psf at that height.

7

Pressure coefficients

Read GCp (or Cp for MWFRS) for the surface and zone, and GCpi for the enclosure class.

8

Solve for p

Combine: p = qz(GCp − GCpi) for C&C, or the Chapter 27 combination for MWFRS. That is your design pressure.

A worked example, in psf

One enclosed building, run all the way through. Swap in your own numbers and the shape of the arithmetic never changes.

Assumptions

Enclosed building, 30 ft roof, Exposure C

Risk II · flat terrain · near sea level · V = 150 mph (illustrative)

Say the mapped basic wind speed at the site is V = 150 mph, the mean roof height is 30 ft, the exposure is C, the ground is flat, and the building is enclosed. Read the coefficients:

  • Kz = 0.98 — Table 26.10-1, Exposure C at 30 ft
  • Kzt = 1.0 (flat)  ·  Kd = 0.85 (building)  ·  Ke = 1.0 (near sea level)

qz = 0.00256 · 0.98 · 1.0 · 0.85 · 1.0 · 150² ≈ 48.0 psf

Now turn that into a wall-corner design pressure. For an enclosed building GCpi = ±0.18. Take a Zone 5 (corner) external coefficient of GCp = −1.1 — illustrative; the exact value comes from Figure 30.3-1 for your zone and effective wind area:

p = 48.0 · ( −1.1 − 0.18 ) ≈ −61 psf  (suction)

The corner has to resist about 61 psf of suction — roughly a third more than the same wall's field. That is why corner fasteners and edge zones govern. A wind load pressure calculator reads every zone's GCp and effective wind area for you and returns the full set.

Which wind load do you actually need?

The surface you are designing decides the coefficients — and usually a real project needs more than one.

Windows, doors & walls

Components & cladding pressures by zone and effective wind area — the numbers you match to a product approval. See the C&C wind load guide.

Roofs & uplift

Gable, hip, monoslope, and flat roofs, plus overhangs — where corner and edge suction decides membranes, panels, and fasteners.

The whole building (MWFRS)

Directional pressures on every wall and the roof — the loads the frame, connections, and foundation are sized to carry.

Signs, walls & equipment

Force coefficients for solid and open signs, freestanding walls, rooftop equipment, chimneys, and towers under Chapter 29.

Solar & specialty

Rooftop and ground-mount PV arrays, parapets, and attached canopies — each with its own ASCE 7-22 procedure.

By location

The mapped speed and code overrides change by jurisdiction. Jump to Florida, Texas, or any state.

Why hand-calculate when the tables are the hard part?

The method above is exact — the tedium is reading Kz, GCp, and GCpi right for every zone. That is what the calculator removes.

Every ZIP
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Miami-Dade & Broward code values applied automatically
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How to calculate wind load — FAQ

What is the formula for wind load?

Two moves. First the velocity pressure: qz = 0.00256·Kz·Kzt·Kd·Ke·V², where V is the basic wind speed in mph and qz lands in psf. Then the design pressure: for components & cladding, p = qz(GCp − GCpi); for the MWFRS, the external and internal pressures are combined per ASCE 7-22 Chapter 27.

How do you find the design wind speed for a location?

The basic wind speed comes from the ASCE 7-22 wind maps, and there is a separate map for each risk category. Rather than trace contour lines, enter a ZIP or address and read the mapped speed directly — with the enforceable Florida value applied in Miami-Dade and Broward.

What is the difference between components & cladding and MWFRS wind loads?

Components & cladding pressures size the individual pieces — a window, a door, a roof panel, a fastener — using GCp by zone and effective wind area. MWFRS pressures are the whole-building loads the frame resists, using Cp on each face. A real project usually needs both.

Do I need ASCE 7-22 or ASCE 7-16?

For current permits, ASCE 7-22 — the edition Florida's 8th-Edition Building Code and most other state codes now enforce. Our calculators are 7-22 end to end: maps, coefficients, and equations all track the current standard.

Can I calculate wind load by hand?

Yes — every step here can be done by hand with the ASCE 7-22 tables and maps. The work is in reading Kz, Kzt, GCp, and GCpi correctly for each zone and effective wind area, and keeping the enclosure and risk category consistent. That is exactly what the calculator automates.

What units is wind load measured in?

Design wind pressure is in pounds per square foot, psf. Positive pushes on a surface; negative (suction) pulls away from it. Roof corners and wall edges usually see the largest suction.

Is a hand calculation enough for a building permit?

The math can be, but the plans examiner wants the work shown. The calculator produces an Engineering Report with every coefficient cited to its ASCE 7-22 section. That report is not a sealed document — a PE sign-and-seal is a separate service, available in all 50 states.

Run it instead of reading tables

You now have the whole method — risk category, wind speed, exposure, qz, and the coefficients that give you psf. When you want the answer without the look-ups, the wind load pressure calculator runs all eight steps from a single address.

No signup to try Wind speed lookup free Every coefficient cited
Prefer the full standard reference?

The ASCE 7-22 guide covers the chapters and figures behind each coefficient, and the free MWFRS calculator runs the whole-building side.

Open the free calculator →