EGR 437
Dead Loads
Live Loads
Snow Loads





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 EGR 437: The Class: Loads: Gravity Loads: Dead Loads


Gravity Loads

Dead Loads, D

  1. Dead loads are long-term stationary forces that include the self weight of the structure and the weight of any permanent equipment.
  2. How much do various building materials weigh?
    • For example see Appendices A and B in Design and Wood Structures by D. Breyer.
    • These material weights are given in lb/ft2 (also written as psf).
    • How do you use this information?
  3. Consider the following flat roof:



    1. Compute the dead load carried by a typical 2 X 10 beam and draw its proper load diagram.
      1. Consider the weight of the basic roof.
        • The basic roofing loads are uniformly applied over the entire roof:
          Materialpsf
          3 ply with gravel5.5
          5/8" plywood5/8 (3.0) = 1.9
          4" loose insulation4 (.5) = 2.0
          å 9.4 psf

      2. How much of this uniform load does the typical 2 X 10 carry?
        • It is a function of the member's tributary area.
        • The area assumed to load any given member is called tributary area (t.a.)
          • t.a.= span X tributary width
          • Where tributary width is often equal to the on center, (o.c.) spacing.




        • For a typical 2 X 10, the tributary area = 20 X 8 = 160 ft2
        • For an exterior 2 X 10, tributary area = 20 X 4 = 80 ft2
        • Model the 2 X 10 with basic roof load as:



          with w = uniformly distributed line load = unit psf load X tributary width.
          For this example then, w = 9.4 lb/ft2 (8ft) = 75.2 lb/ft.

      3. But is this the only dead load carried by this beam?
        • Need to also consider the 2X10's self weight and the weight of the 2 X 4 members framing into the beam.
        • There are a number of ways to calculate a member's self weight, but all methods:
          • Are a function of wood species, moisture content, and dimensions.
          • And, you must be careful to properly track units.
        • For this example problem, self-weight can be found as:
          • Assume that the 2X10's are dry Douglas Fir-Larch, (DF-L), members with a specific weight of » 35 lb/ft3.
          • 2" nominal Þ 1.5" actual.
          • 10" nominal Þ 9.25" actual.



        • Calculate the dead weight of 2 X 4 at 2' o.c. spanning into the supporting 2X10 members.
          • Assume DF-L again
          • One 2 X 4 member weighs:
            • 4" nominal Þ 3.5" actual.





          • Each 2X4 spans 8' with a 2X10 supporting each end of the 2X4:
              Þ 1/2 its weight is supported by each 2X10 or
              Þ 1/2 (1.28 lb/ft) (8ft) = 5.12 lbs.
          • Each typical 2X10 supports 9-2X4's per side:
              Þ the total load on the 2 X 10 is 2 (9) (5.12 lb) = 92.16 lbs.
              Þ distribute this over 20' span yielding 92.1 lbs / 20 ft = 4.61 lb/ft.
            • But there is an easier way to get the 2X4 dead weight effect on a typical 2X10 member:



      4. Therefore the total dead weight supported by a typical 2X10 is the summation of the basic roof (and ceiling, if directly attached to underside of roof members), self-weight, and self-weight of any supporting members.




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


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