A structural framing plan for the upper floors in a building is shown in the figure below. A site-cast concrete slab-and-beam system is used. The floor framing system consists of a series of parallel beams at 2.8-meter centers that support a continuous one-way spanning slab (adjacent columns are spaced by a distance of 8.4-meter in both horizontal and vertical directions). The uniformly ultimate (factored) distributed load for the one-way slab is equal to 14 kN/m2. Ignore the own weights of beams and walls. Compute the value of load on column H. Compute the value of distributed load on beam EF. Compute the value of each of concentrated loads on beam HK. Compute the value of maximum moment for beam HK.

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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A structural framing plan for the upper floors in a building is shown in the figure below. A site-cast concrete slab-and-beam system is used. The floor framing system consists of a series of parallel beams at 2.8-meter centers that support a continuous one-way spanning slab (adjacent columns are spaced by a distance of 8.4-meter in both horizontal and vertical directions). The uniformly ultimate (factored) distributed load for the one-way slab is equal to 14 kN/m2. Ignore the own weights of beams and walls.

  • Compute the value of load on column H.
  • Compute the value of distributed load on beam EF.
  • Compute the value of each of concentrated loads on beam HK.
  • Compute the value of maximum moment for beam HK.
A structural framing plan for the upper floors in a building is shown in the figure below. A site-cast concrete slab-and-beam system is used. The floor
framing system consists of a series of parallel beams at 2.8-meter centers that support a continuous one-way spanning slab (adjacent columns are
spaced by a distance of 8.4-meter in both horizontal and vertical directions). The uniformly ultimate (factored) distributed load for the one-way slab is
equal to 14 kN/m2. Ignore the own weights of beams and walls.
Compute the value of load on column H.
Compute the value of distributed load on beam EF.
Compute the value of each of concentrated loads on beam HK.
Compute the value of maximum moment for beam HK.
В
E
H
J
G
K
t-- IL-- --+--1.- IL - E--- U- --
ニニニニニ iA
i | ||
-- 1-- --
Transcribed Image Text:A structural framing plan for the upper floors in a building is shown in the figure below. A site-cast concrete slab-and-beam system is used. The floor framing system consists of a series of parallel beams at 2.8-meter centers that support a continuous one-way spanning slab (adjacent columns are spaced by a distance of 8.4-meter in both horizontal and vertical directions). The uniformly ultimate (factored) distributed load for the one-way slab is equal to 14 kN/m2. Ignore the own weights of beams and walls. Compute the value of load on column H. Compute the value of distributed load on beam EF. Compute the value of each of concentrated loads on beam HK. Compute the value of maximum moment for beam HK. В E H J G K t-- IL-- --+--1.- IL - E--- U- -- ニニニニニ iA i | || -- 1-- --
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