ASCE/SEI 7-16 & 7-22 site-adjusted values, sourced live from the USGS Seismic Design Web Service.
5%-damped horizontal design spectra, Sa(T) — code-edition comparison.
Computes the ELF base shear and vertical force distribution from the design parameters above.
| Level | Height hx above base (ft) | Seismic weight wx (kips) |
|---|
Base shear V = Cs·W per §12.8.1, vertically distributed per §12.8.3. Period is taken from the Building Period section above; if none was set, an approximate period is auto-computed from the total height. Heights are measured from the base; Level 1 is the lowest level above the base.
NBCC 2020 §4.1.8.4 — 5%-damped design spectral acceleration for the selected site designation (2%/50-year).
Computes the NBCC 2020 base shear V and vertical force distribution from the design spectrum above. Metric units: heights in metres, seismic weights in kN.
NBCC caps the design period; this tool uses Ta as computed. Verify the upper-limit multiplier per §4.1.8.11.(3)(d).
| Level | Height hx above base (m) | Seismic weight Wx (kN) |
|---|
V = S(Ta)·Mv·IE·W / (Rd·Ro), bounded per §4.1.8.11.(2). Vertical distribution per §4.1.8.11.(6)–(7) with Ft = 0.07·Ta·V (≤0.25V; 0 if Ta≤0.7s) applied at the roof.
5%-damped horizontal elastic spectrum Se(T) and design spectrum Sd(T) (behaviour factor q), per §3.2.2.2 & §3.2.2.5.
Computes the EC8 base shear Fb = Sd(T1)·m·λ and vertical force distribution from the design spectrum above. Metric units: heights in metres, seismic masses as weights in kN.
Approximate period T₁ = Ct·H3/4 (EN 1998-1 Eq. 4.6), valid for buildings up to 40 m.
| Level | Height zx above base (m) | Seismic weight Wx (kN) |
|---|
Fb = Sd(T1)·m·λ with m = ΣWx/g. Distributed as Fx = Fb·(zx·Wx)/Σ(zi·Wi) per §4.3.3.2.3(3). Sd(T1) is read from the design spectrum and is not taken less than the lower bound β·ag (β = 0.2).
Cd(T) = [kp·Z·Ch(T)]·Sp/μ (§6.4), with the elastic C(T) = kp·Z·Ch(T) shown for reference.
Computes V = [kpZ·Ch(T₁)]·(Sp/μ)·Wt and the storey distribution. Metric: heights in metres, weights in kN.
T₁ = kt·hn0.75 (Eq. 6.2(7)).
| Level | Height hx (m) | Seismic weight Wx (kN) |
|---|
Distributed by Fx = V·(Wx·hxk)/Σ(Wi·hik), k = 1 for T₁ ≤ 0.5s, 2 for T₁ ≥ 2.5s (Eq. 6.3). Ch(T) per Table 6.4.
Elastic site spectrum C(T) = Ch(T)·Z·R·N and design coefficient Cd(T) = C(T)·Sp/kμ (§3 & §5).
Computes V = Cd(T₁)·Wt and the storey distribution (§6.2.1). Metric: heights in metres, weights in kN.
| Level | Height hx (m) | Seismic weight Wx (kN) |
|---|
V = Cd(T₁)·Wt (Eq. 6.2(1)). Distributed Fx = Ft + 0.92·V·(Wxhx)/Σ(Wihi), with Ft = 0.08V at the top level (Eq. 6.2(2)).
Data source: U.S. Geological Survey Seismic Design Web Service (earthquake.usgs.gov/ws/building-codes). Address geocoding by U.S. Census Bureau, with OpenStreetMap Nominatim as fallback. Results are intended as a preliminary reference; values must be verified against the governing code edition and a licensed engineer's site-specific evaluation before use in structural design. Scottsdale Construction Systems assumes no liability for the use of these values.