Determine the force in each member of the Truss shown in the figure and indicate whether the members are in tension or compression. SN Newton 2 m 45 2 m
Determine the force in each member of the Truss shown in the figure and indicate whether the members are in tension or compression. SN Newton 2 m 45 2 m
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
Please help me with the following question. You can use the second photo as reference and please put the whole process and solution because I’m having a difficulty with understanding it. Thank you very much.
SN=66
![METHOD OF JOINTS - PROBLEMS
SOLUTION PROBLEM NO.1
Determine the axial forces in members AB and AC of the
truss.
EF, = A, + B = 0,
3 m
EF, = A, - 2 kN = 0,
EMpoint = -(6 m) A, - (10 m)(2 kN) = 0.
3 m
D
Solving yields A, = -3.33 kN, A, = 2 kN,
B 5m 5 m-
and B = 3.33 kN.
2 kN
References: Statics by Bedford Fowler SE
Free- Body Diagram
METHOD OF JOINTS - PROBLEMS
SOLUTION PROBLEM NO.1
Determine the axial forces in members AB and AC of the
truss.
,= 2 KN
A = 3.33 KN
A = 3.33 KN A,= 2 KN
TẠC
3 m
a =59
3 m
TAB
D.
a = arctan(5/3)
B = 3.33kk- 5 m 5m
%3D
2 kN
2 AN
References: Statics by Bedford Fowler SE
B = 3.33kN
EF, = TACsina - 3.33 kN = 0,
TẠc = 3.89 KN
EF, = 2 kN -TAR - TẠC cos a = 0.
Ta = O KN
AlB](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa44f23b3-0c32-4810-9c96-4611d7b6b1c8%2Fe51a25b4-da37-45ae-b8e2-9c9c99bcc9de%2Fqavw4qx_processed.jpeg&w=3840&q=75)
Transcribed Image Text:METHOD OF JOINTS - PROBLEMS
SOLUTION PROBLEM NO.1
Determine the axial forces in members AB and AC of the
truss.
EF, = A, + B = 0,
3 m
EF, = A, - 2 kN = 0,
EMpoint = -(6 m) A, - (10 m)(2 kN) = 0.
3 m
D
Solving yields A, = -3.33 kN, A, = 2 kN,
B 5m 5 m-
and B = 3.33 kN.
2 kN
References: Statics by Bedford Fowler SE
Free- Body Diagram
METHOD OF JOINTS - PROBLEMS
SOLUTION PROBLEM NO.1
Determine the axial forces in members AB and AC of the
truss.
,= 2 KN
A = 3.33 KN
A = 3.33 KN A,= 2 KN
TẠC
3 m
a =59
3 m
TAB
D.
a = arctan(5/3)
B = 3.33kk- 5 m 5m
%3D
2 kN
2 AN
References: Statics by Bedford Fowler SE
B = 3.33kN
EF, = TACsina - 3.33 kN = 0,
TẠc = 3.89 KN
EF, = 2 kN -TAR - TẠC cos a = 0.
Ta = O KN
AlB
![Determine the force in each member of the TruSs shown in
the figure and indicate whether the members are in
tension or compression.
SN Newton
2 m
45 °
2 m](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa44f23b3-0c32-4810-9c96-4611d7b6b1c8%2Fe51a25b4-da37-45ae-b8e2-9c9c99bcc9de%2Fdomjdrs_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Determine the force in each member of the TruSs shown in
the figure and indicate whether the members are in
tension or compression.
SN Newton
2 m
45 °
2 m
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