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TSC Standards Series · Part 7 of 9

Wind Load Calculation per TS 498 and TS EN 1991-1-4

Step-by-step wind load calculation for buildings in Turkey: the simplified TS 498 method for preliminary design and the detailed TS EN 1991-1-4 procedure including terrain categories, mean wind speed profile, peak velocity pressure, and external/internal pressure coefficients — with a worked example for an 8-storey residential building in İzmir.

Contents

  1. Wind Loading Standards in Turkey
  2. TS 498 Simplified Method
  3. TS EN 1991-1-4 — Terrain Categories
  4. Mean Wind Speed and Turbulence
  5. Peak Velocity Pressure
  6. Pressure Coefficients
  7. Design Wind Pressures
  8. Worked Example — 8-Storey Building, İzmir
  9. Comparison: TS 498 vs TS EN 1991-1-4 vs ASCE 7

1. Wind Loading Standards in Turkey

Two standards are used for wind load calculation on buildings in Turkey:

Which method to use: TS 498 is adequate for buildings ≤ 25 m high and regular plan, in areas not subject to local wind channelling effects. For buildings > 25 m, irregular plans, locations near coastlines, mountains, or urban canyons, use TS EN 1991-1-4 with the Turkish National Annex. TSC 2018 requires the more detailed method when wind is a governing lateral load case.

Regional Wind Characteristics in Turkey

RegionPrevailing Windvb,0 (m/s)Notes
Aegean coast (İzmir, Çeşme)Meltemi (summer N-NW), Poyraz33–36Channelling in bays amplifies local speed
Marmara (İstanbul, Çanakkale)Poyraz (NE), Lodos (SW)30–33Boğaz funnelling can reach 40+ m/s locally
Black Sea coast (Zonguldak, Rize)N-NE predominantly33–38High rainfall increases effective pressure
Inner Anatolia (Ankara, Konya)Variable, W dominant28–32Lower speeds, lower turbulence inland
Eastern Anatolia (Erzurum)N-NE winter dominant30–35High altitude increases density; snow combination governs
Mediterranean coast (Antalya, Mersin)W-SW, Gündoğusu28–32Milder but combined with heavy seismic

2. TS 498 Simplified Method

TS 498 §12 calculates wind pressure as a function of height using a basic dynamic pressure qk that varies with height z above ground. No regional wind speed map is provided — a uniform conservative value is used for the whole country:

TS 498 §12 — Wind Pressure
TS 498wk = Ce · Cp · qk(z)kN/m²
Height above ground z (m)qk(z) (kN/m²)
0 – 80.40
8 – 160.55
16 – 250.65
25 – 400.80
40 – 601.00
60 – 801.10
80 – 1001.20
> 100Special study required

Ce = exposure factor (0.80 for sheltered terrain; 1.00 for open country; 1.20 for exposed coastal sites). Cp = pressure coefficient (typically 0.8 for windward face; −0.4 for leeward; combined 1.2 for building drag). These simplified values are conservative and provide a quick check for low-rise structures.

3. TS EN 1991-1-4 — Terrain Categories

TS EN 1991-1-4 defines terrain roughness through five terrain categories that determine how wind speed varies with height:

Terrain CategoryDescriptionz0 (m)zmin (m)
0Sea, coastal areas exposed to open sea0.0031
ILakes, flat terrain with negligible vegetation0.011
IIOpen country with low vegetation, isolated obstacles0.052
IIISuburban, industrial areas, forests0.35
IVUrban areas with > 15% coverage by buildings > 15 m1.010

z0 = roughness length; zmin = minimum height for terrain model validity. In practice, most Turkish urban locations use Category III (suburban) or Category IV (dense urban). Coastal İzmir near the sea would use Category 0 or I for the windward face.

4. Mean Wind Speed and Turbulence

TS EN 1991-1-4 §4.3 — Basic Wind Speed
EN1991vb = cdir · cseason · vb,0m/s

cdir = directional factor (= 1.0 per Turkish National Annex, all directions); cseason = seasonal factor (= 1.0 for annual design); vb,0 = fundamental basic wind speed. Per Turkish NA, vb,0 = 30 m/s is the standard value for most inland and suburban locations. Coastal and elevated sites use higher values per site-specific meteorological assessment.

TS EN 1991-1-4 §4.3.1 — Mean Wind Speed Profile
EN1991vm(z) = cr(z) · c0(z) · vbm/s
EN1991cr(z) = kr · ln(z/z0)for z ≥ zmin
EN1991kr = 0.19 · (z0/0.05)0.07

c0(z) = orography factor (= 1.0 for flat terrain; values > 1.0 for hills and escarpments). The turbulence intensity Iv(z) = σv/vm(z) = kI/(c0·ln(z/z0)) where kI = 1.0 per Turkish NA.

5. Peak Velocity Pressure

TS EN 1991-1-4 §4.5 — Peak Velocity Pressure
EN1991qp(z) = [1 + 7·Iv(z)] · ½·ρ·vm(z)²N/m²
Alt.qp(z) = ce(z) · qb
Basicqb = ½·ρ·vb²ρ = 1.25 kg/m³ (standard air density)

The factor [1 + 7·Iv] accounts for gustiness — the 1 represents the mean wind component, while 7·Iv captures the gust peak. For Terrain Category II at z = 10 m with vb = 30 m/s:

6. Pressure Coefficients (TS EN 1991-1-4 §7)

External pressure coefficients Cpe depend on building geometry (h/d ratio) and zone (windward, leeward, side walls, roof):

ZoneCpe,10 (A ≥ 10 m²)Cpe,1 (A = 1 m²)
D — Windward vertical wall+0.8+1.0
E — Leeward vertical wall−0.6 to −0.5−0.6 to −0.5
A — Side wall (near edge)−1.2−1.4
B — Side wall (mid)−0.8−1.1
C — Side wall (far)−0.5−0.5
F — Flat roof (corner)−1.8−2.5
G — Flat roof (edge)−1.2−2.0
H — Flat roof (interior)−0.7−1.2
I — Flat roof (interior far)+0.2 / −0.2—

Internal pressure coefficients Cpi depend on the building permeability. For buildings with uniformly distributed openings: Cpi = +0.2 or −0.3 (both must be checked). Net pressure is: wnet = qp(z) · (Cpe − Cpi).

7. Design Wind Pressures and Structural Factor

TS EN 1991-1-4 §5.2 — Wind Force on Structure
EN1991Fw = cscd · Σ(qp(ze) · Cpe · Aref)N

The structural factor cscd accounts for background and resonant dynamic response. For buildings with natural frequency n1 > 1 Hz (height ≤ 50 m for typical RC frames), cscd = 1.0 per simplified procedure of EN 1991-1-4 §6.2.

The characteristic wind force is then used in the TSC load combinations: U3 = 1.2G + Q + 1.6W or U4 = 0.9G + 1.6W.

8. Worked Example — 8-Storey Residential Building, İzmir

Example: 8-storey RC apartment building, İzmir coastal suburban site
Building data: H = 25.6 m (8 × 3.2 m storeys), plan 15 × 20 m, flat roof. Site: İzmir suburban coastal, Terrain Category II, vb,0 = 33 m/s (coastal uplift from Turkish NA for Ege). ρ = 1.25 kg/m³.
Step 1 — Basic wind speed:
vb = 1.0 × 1.0 × 33 = 33 m/s
qb = ½ × 1.25 × 33² = 681 N/m²
Step 2 — Wind speed at building top z = 25.6 m:
kr = 0.19; z0 = 0.05 m (Cat II)
cr(25.6) = 0.19 × ln(25.6/0.05) = 0.19 × 6.23 = 1.184
vm(25.6) = 1.184 × 33 = 39.1 m/s
Step 3 — Peak velocity pressure at z = 25.6 m:
Iv(25.6) = 1.0/(ln(25.6/0.05)) = 1/6.23 = 0.161
qp(25.6) = [1 + 7×0.161] × ½ × 1.25 × 39.1² = 2.127 × 956 = 2033 N/m² = 2.03 kN/m²
Step 4 — Horizontal wind force on 15 m face (windward + leeward):
Aref = 15 × 25.6 = 384 m²
Net Cpe = Cpe,D − Cpe,E = +0.8 − (−0.5) = 1.3
Using cscd = 1.0 (f1 ≈ 1/N = 1/8 = 0.125 Hz < 1 Hz → detailed check needed, assume 1.0 for preliminary)
Fw = 1.0 × 2.03 × 1.3 × 384 = 1014 kN
Step 5 — Check against TS 498 simplified:
TS 498 at 25 m: qk = 0.65 kN/m²; Ce = 1.2 (coastal); Cp = 1.2 (net pressure)
FTS498 = 0.65 × 1.2 × 1.2 × 384 = 360 kN
The EN 1991-1-4 result (1014 kN) is 2.8× larger — TS 498 significantly underestimates for this coastal site. Use EN 1991-1-4 for the actual design.

9. Comparison: TS 498 vs TS EN 1991-1-4 vs ASCE 7

FeatureTS 498:1997TS EN 1991-1-4ASCE 7-22
Basic wind speedImplicit in qk table (≈ 45 m/s equivalent)vb,0 = 10-minute mean (Turkey NA: 30–36 m/s)V = 3-second gust (LRFD, 40–75 m/s)
Averaging timeNot explicit (≈ 10 min)10-minute mean wind speed3-second gust (fundamental)
Terrain modelExposure factor Ce (3 categories)5 terrain categories (z0-based)3 exposure categories (B, C, D)
Height profileStep function (7 height bands)Logarithmic lawPower law: (z/zg)2/α
Gust factorImplicit (conservative static approach)[1 + 7·Iv] gust factorG = 0.85 (rigid); detailed for flexible
Pressure coefficientsCp = ±0.8/0.4 (simplified)Cpe from Figures 7.1–7.13GCp from ASCE 7 Figures 27–30
Load factor1.6 (TSC combination)1.6 (EN 1990 / TSC)1.0 (already in LRFD wind speed)
Return periodNot specified (≈ 50 yr)50 yr (10-min mean)700 yr (risk cat II, LRFD)
Preliminary design only. Wind loads depend heavily on local topography, surrounding buildings, and exact site exposure. For buildings > 25 m or dynamically sensitive structures, commission a wind engineering study with local meteorological data.
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