1. The girder in the figure is made from a uniform beam and reinforced at its center with cover plates where its moment of inertia is larger. The 4-m end segments have a moment of inertia of 1 = 280 (10) mm², and the center portion has a moment of inertia of l' = 560(10) mm². Determine the displacement at the center C. Take E = 200 GPa. The reactions are given.
1. The girder in the figure is made from a uniform beam and reinforced at its center with cover plates where its moment of inertia is larger. The 4-m end segments have a moment of inertia of 1 = 280 (10) mm², and the center portion has a moment of inertia of l' = 560(10) mm². Determine the displacement at the center C. Take E = 200 GPa. The reactions are given.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:TABLE 1.2 Minimum Densities for Design
Loads from Materials
Aluminum
Concrete, cinder
Concrete, stone
Clay, dry
Clay, damp
Sand and gravel, dry loose
Sand and gravel, wet
Masonry, lightweight concrete
Masonry, normal weight units
Steel, cold-drawn
Wood, Douglas Fir
Wood, Southern Pine
Wood, spruce
AN/w
27
120
22.6
123
15.7
18.9
165
21.2
5.7
723
5.3
5.8
45
TABLE 1.3 Minimum Design Dead Loads
From Paris and Walls
Wood 1x plated
Woodplatered
Woodst 51x32mm, platered
Cindere per
Lightweight complaine
Ceilings
Aucuntic Shond
Spendedahand
Angle
5.54
9.57
2017
005
8:24
0.41
904
TABLE 1.4 Minimum Live Loade
Oorspany or Use
Amely
Fixed seats
and at
Garage (can only)
Officeday
Lebbin
Love Load
4.79
192
4.79
VEST
S
Occupancy or Use
Dwelings (one-and two-mily)
Hotels and many bo
Private and don
Campos
Fint Coor comidon
Comidon abfint floor
Live Lead
KN/²
190
4.39
3.33

Transcribed Image Text:1. The girder in the figure is made from a uniform beam and reinforced
at its center with cover plates where its moment of inertia is larger.
The 4-m end segments have a moment of inertia of 1 = 280(106) mm²,
and the center portion has a moment of inertia of l' = 560(106) mm².
Determine the displacement at the center C. Take E = 200 GPa. The
reactions are given.
40 KN 50KN
40 kN
I=
I=
280(106) mm 560(106) mm4, 280(106) mm4
4m2m 2 m 4 m
real beam
B
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