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7/26/2019 Chapter 8 - Beam-Columns
http://slidepdf.com/reader/full/chapter-8-beam-columns 1/6
CE134
-
STRUCTURAL STEEL
DESIGN
J. Berlin P. Juanzon PhD
7/26/2019 Chapter 8 - Beam-Columns
http://slidepdf.com/reader/full/chapter-8-beam-columns 2/6
Beam-Columns
Structural members that aresubjected to combined axial and bendingloads are called beam–columns. Beam–
columns could be part of braced framesor un-braced frames (i.e., momentframes); the design of these columns will
differ depending on whether thebuilding frame is braced or un-braced.
7/26/2019 Chapter 8 - Beam-Columns
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Beam-Columns
Braced FramesIn buildings with braced frames, the
lateral loads are resisted by diagonalbracing or shear walls. Braced frames arealso referred to as non-sway frames or side-sway-inhibited frames.
In braced frames, the beams and girders
are connected to the columns with simpleshear connections that have practically littleor no moment restraint
7/26/2019 Chapter 8 - Beam-Columns
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Beam-Columns
Unbraced Frames
Unbraced, or moment, frames (alsoreferred to as sway frames or sidesway-uninhibited frames) resist lateral loadsthrough bending in the columns and girders,and the rigidity of the girder-to-columnmoment connections.
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Type 1: Columns in buildings with braced framesIn this case, the moments result from the
eccentricity of the girder and beam reactions.
Therefore, the moment due to the reactioneccentricity is
M=Pe
where e is the eccentricity of
the girder or beam reactions
7/26/2019 Chapter 8 - Beam-Columns
http://slidepdf.com/reader/full/chapter-8-beam-columns 6/6
Type 1: Columns in buildings with braced framesIn this case, the moments result from the
eccentricity of the girder and beam reactions.
Therefore, the moment due to the reactioneccentricity is
M=Pe
where e is the eccentricity of
the girder or beam reactions