CENE 437
Wind Pressure
Building Stability
Building Drift
Example




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 CENE 437: The Class: Loads: Lateral Loads: Wind Loads: Wind Pressure


Wind Loads

Wind Pressure


The design of the structure's primary lateral force system, as well as its elements and components, shall be based upon wind pressures determined from the following equation:

P = Ce Cq qs I
where
P = design wind pressure in psf.

  1. Qs = wind stagnation pressure in psf at a height of 33' above the ground.
  2. Iw = Importance factor taken from UBC Table 16 - K.
    • Essential facilities and hazardous facilities are designed to withstand higher forces by setting Iw = 1.15, which is approximately equivalent to a 100 year recurrence interval.
    • Otherwise, Iw = 1.0

  3. CE = combined height, exposure, gust coefficient found in UBC Table 16 - G.
    • Wind pressure increases with building height:
      • For the windward wall, UBC uses a stepped pressure diagram as f(height).
      • For the leeward wall, pressure taken as constant over the full wall height and is calculated using the mean roof height for CE determination.


    • Turbulence (gusting) = f(terrain), is quantified in terms of an exposure rating:
      • B - urban, suburban, closely spaced obstruction the size of single - family residences.
      • C - open country and grasslands that are generally flat.
      • D - unobstructed flat terrain facing a large body of water extending inland 1/4 mile or ten times building height, whichever is greater.
      • UBC recognizes only 3 of the 4 possible exposure classes.
        • It has not adopted Exposure A - building sites in large city centers.

  4. Cq = Pressure coefficient.
    • Found in UBC table 16 - H.
    • Cq = f (structure or part of, analysis method, openings)
    • Structure or part of:
      • Cq for primary LFRS.
        • Considering the whole structure as it resists lateral forces.
        • Applied to horizontal diaphragms and shearwalls.
      • Cq for elements and components:
        • Accounts for higher pressures that occur locally.
        • Taken at locations away from discontinuities, and
        • At discontinuities.
    • Primary frame analysis methods:
      • Method 1: normal force method



        • A more accurate description of wind forces.
        • Windward and leeward forces acting normal to all exterior surfaces simultaneously.
      • Method 2: the projected area method.
        • Carry over from earlier codes.
        • Simpler than method 1.
        • Generally more conservative.
        • Cannot be used for gabled rigid frames or structures greater than 200' in height.
        • Simultaneous application of horizontal pressures on the vertical projected area and vertical pressure on the horizontal projected area.
    • Openings:
      • Open (known as partially enclosed in newer codes like the '94 and '97 UBC's) structures have higher outward pressures than enclosed or unenclosed structures.
      • Doors and windows are considered openings unless protected.
      • Account for the effect of openings in partially enclosed buildings by using a bigger Cq coefficient according to footnote 1 Table 16 - H.
        • This effect could be simply thought of as what happens to the surface of a balloon as it is being blown up.
        • For primary LFRS, method 1: increase Cq for roofs according to footnote 1 of UBC 16-H.
      • For elements and components not at discontinuity: select Cq according to the element under consideration, and if building is unenclosed, enclosed, or partially enclosed.
      • Definitions, according to '97 UBC 1616, for enclosed, partially enclosed, and unenclosed:
        • Aoi = area of opening on projected side i.
        • Ai = total projected wall area of side i.
        • Aoj = area of opening on projected side j.
        • If Aoi / AI ³ 0.85 for all sides, then structure is unenclosed.
        • If Aoi / AI > 0.15 for side i and if
          S Aoj < .5 Aoi for all other sides j, then structure is partially enclosed.
        • All other cases, consider the building as enclosed.



Send Email to Deb Larson at Debra.Larson@nau.edu


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