Overview
This calculator implements the standard Components & Cladding (C&C) wind pressure equation from ASCE 7-22. It computes the velocity pressure at height \(z\), the internal velocity pressure at mean roof height \(h\), and combines them with user-specified \(G C_p\) and enclosure-based \(G C_{pi}\) to produce governing net design pressures.
Data Source & Methodology
Authoritative Data Source: ASCE 7-22, Chapter 30 – Components and Cladding. Also consult the Engineering Express – Wind Loads per ASCE 7 guide and your jurisdictional amendments.
All calculations strictly follow the formulas and data structures provided by this source.
The Formulas Explained
Velocity pressure (US customary): \\( q_z = 0.00256\\,K_z\\,K_{zt}\\,K_d\\,V^2 \\) [psf]
Velocity pressure (SI): \\( q_z = 0.613\\,K_z\\,K_{zt}\\,K_d\\,V^2 \\) [kPa]
Components & Cladding net pressure: \\( p = q_z\\,G C_p - q_i\\,G C_{pi} \\)
Internal velocity pressure: \\( q_i = q_{h} \\) (evaluated at mean roof height \(h\)).
Exposure profile proxy: \\( K_z = 2.01\\left(\\tfrac{z}{z_g}\\right)^{\\tfrac{2}{\\alpha}} \\) (bounded near ground and at \(z_g\)).
Glossary of Inputs & Outputs
- \(V\): Ultimate design wind speed (mph or m/s).
- Exposure: Terrain category (B/C/D) influencing \(K_z\).
- \(z\): Height of interest for C&C (ft or m).
- \(h\): Mean roof height for internal pressure (ft or m).
- \(K_{zt}\): Topographic factor (≥ 1.0 when speed-up applies).
- \(K_d\): Directionality factor (often 0.85).
- Enclosure: Determines \(G C_{pi}\) (Enclosed ±0.18, Partially Enclosed ±0.55, Open 0.00).
- \(G C_p\): External coefficient (from ASCE 7-22 C&C tables by zone/effective area).
- \(q_z, q_i\): Velocity pressures at \(z\) and \(h\).
- \(p_{net}\): Net design pressure, reported for both signs of \(G C_{pi}\) and governing case.
How It Works: A Step-By-Step Example
Given: Units US, \(V_u = 140\) mph, Exposure C, \(z=30\) ft, \(h=30\) ft, \(K_{zt}=1.0\), \(K_d=0.85\), Enclosed (\(G C_{pi} = \pm 0.18\)), \(G C_p = -1.3\).
- Compute \(K_z\) with Exposure C proxy (\(\alpha=9.5\), \(z_g=900\) ft): \(K_z \approx 2.01(30/900)^{2/9.5}\).
- Compute \(q_z = 0.00256 \cdot K_z \cdot 1.0 \cdot 0.85 \cdot 140^2\) psf.
- Compute \(q_i = q_h\) (use \(h=30\) ft with same exposure).
- Compute \(p = q_z(-1.3) - q_i(\pm 0.18)\). Report both signs and the governing absolute value.
Frequently Asked Questions
Where do I find \(G C_p\)?
In ASCE 7-22 Chapter 30 tables for C&C, by building geometry, zone (e.g., roof edges/corners), and effective wind area. Enter the appropriate value directly.
Does this output serviceability or strength-level pressures?
Pressures are computed from ultimate wind speeds \(V_u\); design combinations must follow your structural methodology. Refer to ASCE 7-22 load combos and local practice.
How accurate is the \(K_z\) proxy?
It follows the widely used power-law representation with typical \(\alpha\) and \(z_g\) by exposure. Always reconcile with official tabulated/standard values where required.
Should I input importance factor \(I\)?
For Vu-based design in ASCE 7-22, wind speed already reflects risk category; an explicit \(I\) is typically not applied.
Can I use SI units?
Yes. Switch to SI to use \(q_z = 0.613 K_z K_{zt} K_d V^2\) [kPa]. Ensure your inputs/interpretation match units.
Authorship & Review
Tool developed by Ugo Candido. Content verified by CalcDomain Engineering.
Last reviewed for accuracy on: September 22, 2025.