Determine the concentrated load at midspan that can be added if the uniformly distributed load o is 50 N/m that can be loaded for the beam shown if the allowable bending stress for tension is 80 MPa;, for compression is 130 MPa , for shearing stress is 48 MPa without exceeding deflection limit of L/360. E for steel is 200 GPa. Explain the process. 60 mm 0 = 50 N/m 20 mm 60 mm A D C -20 mm 0.5 m 0.2 m 0.2 m
Determine the concentrated load at midspan that can be added if the uniformly distributed load o is 50 N/m that can be loaded for the beam shown if the allowable bending stress for tension is 80 MPa;, for compression is 130 MPa , for shearing stress is 48 MPa without exceeding deflection limit of L/360. E for steel is 200 GPa. Explain the process. 60 mm 0 = 50 N/m 20 mm 60 mm A D C -20 mm 0.5 m 0.2 m 0.2 m
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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
Transcribed Image Text:Determine the concentrated load at midspan that can be added if the uniformly distributed load o is
50 N/m that can be loaded for the beam shown if the allowable bending stress for tension is 80 MPa;, for
compression is 130 MPa , for shearing stress is 48 MPa without exceeding deflection limit of L/360. E for steel
is 200 GPa. Explain the process.
60 mm
O = 50 N/m
20 mm
60 mm
|D
B
C
T-20 mm
0.5 m
0.2 m
0.2 m
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