Figure 1 shows a continuous beam fixed at A and has simple supports at C and E. Using the static equilibrium method, determine: b) The number of possible plastic hinge locations. Also list their locations. c) The number of independent mechanisms. d) The required value of M, to ensure a minimum load factor à=2.5 for any span. 10A kN 201 kN A B C E Mp Mp 2 т 2 т 2 т 2 т
Figure 1 shows a continuous beam fixed at A and has simple supports at C and E. Using the static equilibrium method, determine: b) The number of possible plastic hinge locations. Also list their locations. c) The number of independent mechanisms. d) The required value of M, to ensure a minimum load factor à=2.5 for any span. 10A kN 201 kN A B C E Mp Mp 2 т 2 т 2 т 2 т
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![Q1
Figure 1 shows a continuous beam fixed at A and has simple supports at C and E. Using the
static equilibrium method, determine:
b) The number of possible plastic hinge locations. Also list their locations.
c) The number of independent mechanisms.
d) The required value of Mp to ensure a minimum load factor A=2.5 for any span.
10A kN
201 kN
A
B
C
D
E
M,
Mp
2 т
2 т
2 т
2 т
Figure 1](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fcab917b3-fd22-4025-b1e3-d9d12f48dd8b%2F53c59377-755a-4f95-b2a5-29627a63d7df%2Fubykdk_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Q1
Figure 1 shows a continuous beam fixed at A and has simple supports at C and E. Using the
static equilibrium method, determine:
b) The number of possible plastic hinge locations. Also list their locations.
c) The number of independent mechanisms.
d) The required value of Mp to ensure a minimum load factor A=2.5 for any span.
10A kN
201 kN
A
B
C
D
E
M,
Mp
2 т
2 т
2 т
2 т
Figure 1
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