You test a concrete cylinder having a diameter of 6.00 in and a gauge length of 12 in by applying compression forces. The results of your test are reported in the table as load vs. contraction. Draw, by hand on engineering paper, a stress-strain diagram using scales of: 1 in. = 0.5 ksi 0.2 x 103 in. in. lin. From the diagram, determine approximately the Modulus of Elasticity.
You test a concrete cylinder having a diameter of 6.00 in and a gauge length of 12 in by applying compression forces. The results of your test are reported in the table as load vs. contraction. Draw, by hand on engineering paper, a stress-strain diagram using scales of: 1 in. = 0.5 ksi 0.2 x 103 in. in. lin. From the diagram, determine approximately the Modulus of Elasticity.
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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![lin. = 0.2 x 103 in.
You test a concrete cylinder having a diameter of 6.00 in and a gauge length
of 12 in by applying compression forces. The results of your test are reported
in the table as load vs. contraction. Draw, by hand on engineering paper, a
stress-strain diagram using scales of:
1 in. = 0.5 ksi
in.
From the diagram, determine approximately the Modulus of Elasticity.
Load (kip) Contraction (in)
0.0
0.0000
5.0
0.0006
9.5
0.0012
16.5
0.0020
20.5
0.0026
25.5
0.0034
30.0
0.0040
34.5
0.0045
38.5
0.0050
46.5
0.0062
50.0
0.0070
53.0
0.0075](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F79952873-a2a6-4e0e-8058-ca209deee693%2Fda445843-4a59-4387-a7ce-9ffeb57b57e7%2Fhhp0aoq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:lin. = 0.2 x 103 in.
You test a concrete cylinder having a diameter of 6.00 in and a gauge length
of 12 in by applying compression forces. The results of your test are reported
in the table as load vs. contraction. Draw, by hand on engineering paper, a
stress-strain diagram using scales of:
1 in. = 0.5 ksi
in.
From the diagram, determine approximately the Modulus of Elasticity.
Load (kip) Contraction (in)
0.0
0.0000
5.0
0.0006
9.5
0.0012
16.5
0.0020
20.5
0.0026
25.5
0.0034
30.0
0.0040
34.5
0.0045
38.5
0.0050
46.5
0.0062
50.0
0.0070
53.0
0.0075
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