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Wind Loads Calculation (ASCE 7)
          Henry Kurniadi
Structure Loads

• Dead Loads: from the weight of the structure
  itself.
• Wind Loads: could be determined based on
  ASCE 7 (US Standard), Eurocode 1 (EU Code),
  Wind Code 2004 (Hong Kong Code), GB 50009
  (China PR Standard), AS/NZS 1170.2
  (Australia/NZ Standard) or other
  national/international standards/codes.
WIND LOADS
Wind Loads According to ASCE 7
• Wind loads are randomly
  applied dynamic loads.
• They are depend on the
  wind speed, shape, height
  and topographic location
  of the structure.
• Calculations using US
  customary units (Metric
  units also available in
  ASCE 7-05).
Wind Speed Curve in Different Region




    Sea-side   Open area   Built-up area Big city (Currently not used)
Surface Roughness and Exposure
   Surface                  Definitions                     Examples
Roughness and
  Exposure
     B              Urban and suburban areas,
                           wooded areas,
                  or other terrain with numerous
                    closely spaced obstructions
                  having the size of single-family
                        dwellings or larger.
     C          Open terrain with scattered obstructions
                 having heights generally less than 30 ft
                         (9.1 m). This category
                 includes flat open country, grasslands,
                        and all water surfaces in
                        hurricane prone regions.

     D          Flat, unobstructed areas and water
                              surfaces
                 outside hurricane prone regions.
                       This category includes
                  smooth mud flats, salt flats, and
                           unbroken ice.
Basic Wind Speed, V
• Basic wind speed, V, based
  on 3-second gusts, 33 ft (10
  m) above ground in a
  Ground Roughness
  Exposure C (defined in mph
  or m/s).
• Some regions, such as:
  Taiwan, coastal China,
  coastal USA and Japan have
  very high wind speed;
  others such as: Indonesia,
  India and inland USA have
  lower wind speed.
Air Flow




• The more the air is streamed, the less the reaction
  force exerted by the structure.
• Wind force highly depends on the shape of the
  structure.
Wind Directionality Factor, Kd
               • Wind Directionality
                 Factor, Kd shall be
                 determined from Table
                 6-4.
               • This factor to
                 accommodate the
                 cross-sectional shape of
                 the structure.
Importance Factor, I
• An importance
  factor, I, for the building
  or other structure shall
  be determined from
  Table 6-1 based on
  building and structure
  categories listed in
  Table 1-1.
• This factor to
  accommodate the
  importance of the
  structure.
Velocity Pressure Coefficient Kz
• Velocity pressure exponent,
  Kz, depends on the site
  relative height to the
  ground, z.
• This means for rooftop
  structure, z, would be the
  total height of the
  component and the building
  its installed.
• This factor to accommodate
  the absolute height of the
  structure from ground level.
Topographic Factor, Kzt
•   Local abrupt topography affects wind near the ground.
•   Wind speed depends on shape of hill, location of building, and height above ground.
•   The value of Kzt was taken as 1 with assumption flat region environment.
•   This factor to accommodate the topographic area of the structure location.
Force Coefficient, Cf
                            For chimneys, tanks &
• Force coefficient, Cf     other similar structures:
  determined based on
  the shape of the
  structure.
• This factor to
  accommodate the
  wind-facing area of the
                            For trussed towers:
  structure.
Velocity Pressure, qz
• From Bernoulli’s equation of flow, the wind
  pressure:                  (q in psf, V in mph)



• The velocity pressure, qz, evaluated at height z
  shall be calculated by:
Gust Effect Factor, G
•   Factor accounting for:
     – Gustiness and turbulence
     – Gust frequency
     – Gust size
     – Frequency of structure
     – Structural damping
     – Aerodynamic admittance
     – Gust correlation
•   Gust effect factor, G, could be calculated by




•   In general, gust more likely to occur at lower altitude.
Wind Loads According to ASCE 7
          FWT
                                       • Design wind force for
                                         each component shall
                                         be determined by:
                                   d
    FSP         FCT   FL


e
          FAC
                               c
                                       • Moment because of
                                         wind force calculated
                           b
          FBF                            as:
                      a                M   FSF a FBF b FAC c   FSP   FCT   FL d   FWT e
          FSF

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Wind loads calculation

  • 1. Wind Loads Calculation (ASCE 7) Henry Kurniadi
  • 2. Structure Loads • Dead Loads: from the weight of the structure itself. • Wind Loads: could be determined based on ASCE 7 (US Standard), Eurocode 1 (EU Code), Wind Code 2004 (Hong Kong Code), GB 50009 (China PR Standard), AS/NZS 1170.2 (Australia/NZ Standard) or other national/international standards/codes.
  • 4. Wind Loads According to ASCE 7 • Wind loads are randomly applied dynamic loads. • They are depend on the wind speed, shape, height and topographic location of the structure. • Calculations using US customary units (Metric units also available in ASCE 7-05).
  • 5. Wind Speed Curve in Different Region Sea-side Open area Built-up area Big city (Currently not used)
  • 6. Surface Roughness and Exposure Surface Definitions Examples Roughness and Exposure B Urban and suburban areas, wooded areas, or other terrain with numerous closely spaced obstructions having the size of single-family dwellings or larger. C Open terrain with scattered obstructions having heights generally less than 30 ft (9.1 m). This category includes flat open country, grasslands, and all water surfaces in hurricane prone regions. D Flat, unobstructed areas and water surfaces outside hurricane prone regions. This category includes smooth mud flats, salt flats, and unbroken ice.
  • 7. Basic Wind Speed, V • Basic wind speed, V, based on 3-second gusts, 33 ft (10 m) above ground in a Ground Roughness Exposure C (defined in mph or m/s). • Some regions, such as: Taiwan, coastal China, coastal USA and Japan have very high wind speed; others such as: Indonesia, India and inland USA have lower wind speed.
  • 8. Air Flow • The more the air is streamed, the less the reaction force exerted by the structure. • Wind force highly depends on the shape of the structure.
  • 9. Wind Directionality Factor, Kd • Wind Directionality Factor, Kd shall be determined from Table 6-4. • This factor to accommodate the cross-sectional shape of the structure.
  • 10. Importance Factor, I • An importance factor, I, for the building or other structure shall be determined from Table 6-1 based on building and structure categories listed in Table 1-1. • This factor to accommodate the importance of the structure.
  • 11. Velocity Pressure Coefficient Kz • Velocity pressure exponent, Kz, depends on the site relative height to the ground, z. • This means for rooftop structure, z, would be the total height of the component and the building its installed. • This factor to accommodate the absolute height of the structure from ground level.
  • 12. Topographic Factor, Kzt • Local abrupt topography affects wind near the ground. • Wind speed depends on shape of hill, location of building, and height above ground. • The value of Kzt was taken as 1 with assumption flat region environment. • This factor to accommodate the topographic area of the structure location.
  • 13. Force Coefficient, Cf For chimneys, tanks & • Force coefficient, Cf other similar structures: determined based on the shape of the structure. • This factor to accommodate the wind-facing area of the For trussed towers: structure.
  • 14. Velocity Pressure, qz • From Bernoulli’s equation of flow, the wind pressure: (q in psf, V in mph) • The velocity pressure, qz, evaluated at height z shall be calculated by:
  • 15. Gust Effect Factor, G • Factor accounting for: – Gustiness and turbulence – Gust frequency – Gust size – Frequency of structure – Structural damping – Aerodynamic admittance – Gust correlation • Gust effect factor, G, could be calculated by • In general, gust more likely to occur at lower altitude.
  • 16. Wind Loads According to ASCE 7 FWT • Design wind force for each component shall be determined by: d FSP FCT FL e FAC c • Moment because of wind force calculated b FBF as: a M FSF a FBF b FAC c FSP FCT FL d FWT e FSF