No. Load Elongation L. P(KN) SL(mm) W. (mm) Area Ở eng (KN/m²) E eng (mm) m2 1 100 36.1 38 0.02 100 36.1 3 76.2 0.12 100 36.1 4 92.7 0.25 100 36.1 107 0.50 100 36.1 6. 149 2.03 100 36.1 7 160.6 3.55 100 36.1 8 102 3.87 100 36.1 9 100.7 4.01 100 36.1 10 98.33 4.12 100 36.1 11 155 4.65 100 36.1 12 142 5.1 100 36.1 13 124.2 5.84 100 36.1

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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W o
No. Load Elongation
Lo
P(KN) SL(mm) |(mm)
Area
O eng
(KN/m²)
Еeng
(mm)
m²
1
100
36.1
2
38
0.02
100
36.1
3
76.2
0.12
100
36.1
4
92.7
0.25
100
36.1
107
0.50
100
36.1
6.
149
2.03
100
36.1
7
160.6
3.55
100
36.1
8
102
3.87
100
36.1
9
100.7
4.01
100
36.1
10 98.33
4.12
100
36.1
11
155
4.65
100
36.1
12
142
5.1
100
36.1
13
124.2
5.84
100
36.1
Transcribed Image Text:W o No. Load Elongation Lo P(KN) SL(mm) |(mm) Area O eng (KN/m²) Еeng (mm) m² 1 100 36.1 2 38 0.02 100 36.1 3 76.2 0.12 100 36.1 4 92.7 0.25 100 36.1 107 0.50 100 36.1 6. 149 2.03 100 36.1 7 160.6 3.55 100 36.1 8 102 3.87 100 36.1 9 100.7 4.01 100 36.1 10 98.33 4.12 100 36.1 11 155 4.65 100 36.1 12 142 5.1 100 36.1 13 124.2 5.84 100 36.1
The used equations in this experiment was
N/m?
A
SL
€ =
diamention less
зм
of =
2tc2
N/m?
of
EB =
N/m2
ef
2tc3
3
N
0: stress
m2
F:applied force
A = area of sample
m2
SL = the chainge in length after deformation
%3D
m
L = the initial length
m
N
of = fracuture stress
m2
M = moment of material(moment of bending)
t = thickness of sample
m
c = half width of sample
m
EB = modulus of blastic
ef = fracture strain
%3D
I = moment of inertia
Transcribed Image Text:The used equations in this experiment was N/m? A SL € = diamention less зм of = 2tc2 N/m? of EB = N/m2 ef 2tc3 3 N 0: stress m2 F:applied force A = area of sample m2 SL = the chainge in length after deformation %3D m L = the initial length m N of = fracuture stress m2 M = moment of material(moment of bending) t = thickness of sample m c = half width of sample m EB = modulus of blastic ef = fracture strain %3D I = moment of inertia
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