Select the loading diagram which results in the maximum reaction at support D. Select the loading diagram which results in the maximum moment at Section B-B. 60-0" 180-0" 60-0" 60-0" . 180-0" 60-0 90-0 90-0 120-0 120 i) H.) iw) iv.) Select the loading diagram which results in the maximum shear at Section CC. 60'-0 180-0 60-0 90-0 120-0 Which of the following principles did you use to solve this problem? a. The sum of all forces on object, part, and partide is zero. IF =0 b. The internal shear in a bending member is the integral of the external loading and the internal moment is the integral of the shear. V= Sw-dx and M= SV-dx c. The force applied to an object is the product of its mass and acceleration. F=m a d. The load effect caused by two or more loadings is equal to the sum of the load effects caused by each individual loading. Ffx1n2) = F(x1) + F(x2) In 2-3 sentences, explain your selection. iv.)

Structural Analysis
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Chapter2: Loads On Structures
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Problem 3
A photograph and analytical model are shown for a segmental balanced cantilever bridge during construction.
Determine which loading diagram results in a maximum effect
Transcribed Image Text:Problem 3 A photograph and analytical model are shown for a segmental balanced cantilever bridge during construction. Determine which loading diagram results in a maximum effect
Select the loading diagram which results in the maximum reaction at support D.
Select the loading diagram which results in the maximum moment at Section B-B.
60'-0
180'-0"
60'-0"
60-0
180-0"
60'-0"
90'-0"
90'-0"
120 0
120
i.)
i.)
ii.)
ii.)
iii.)
iii.)
iv.)
iv.)
Select the loading diagram which results in the maximum shear at Section C-C.
60'-0"
180-0"
60-0"
90'-0"
120'.
Which of the following principles did you use to solve this problem?
a. The sum of all forces on object, part, and partide is zero. EF = 0
b. The internal shear in a bending member is the integral of the external loading
and the internal moment is the integral of the shear. V= Sw-dx and M = SV-dx
c. The force applied to an object is the product of its mass and acceleration. F=m-
i.)
a
d. The load effect caused by two or more loadings is equal to the sum of the load
effects caused by each individual loading. F(x1+x2) = F(x1)+ F(x2)
ii.)
ill.)
In 2-3 sentences, explain your selection.
iv.)
Transcribed Image Text:Select the loading diagram which results in the maximum reaction at support D. Select the loading diagram which results in the maximum moment at Section B-B. 60'-0 180'-0" 60'-0" 60-0 180-0" 60'-0" 90'-0" 90'-0" 120 0 120 i.) i.) ii.) ii.) iii.) iii.) iv.) iv.) Select the loading diagram which results in the maximum shear at Section C-C. 60'-0" 180-0" 60-0" 90'-0" 120'. Which of the following principles did you use to solve this problem? a. The sum of all forces on object, part, and partide is zero. EF = 0 b. The internal shear in a bending member is the integral of the external loading and the internal moment is the integral of the shear. V= Sw-dx and M = SV-dx c. The force applied to an object is the product of its mass and acceleration. F=m- i.) a d. The load effect caused by two or more loadings is equal to the sum of the load effects caused by each individual loading. F(x1+x2) = F(x1)+ F(x2) ii.) ill.) In 2-3 sentences, explain your selection. iv.)
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