What is the shear force to be carried by the reinforcements of a beam subjected to axial tension if it has a width of 289 mm and an over-all depth of 494 mm? The specified compressive lightweight concrete is 25.8 MPa and the yield strength of stirrups is 289 MPa. The distance of tension reinforcements from the outer fiber of the beam is 54 mm. Round off your final answer in 3 decimal places. Loadings:
What is the shear force to be carried by the reinforcements of a beam subjected to axial tension if it has a width of 289 mm and an over-all depth of 494 mm? The specified compressive lightweight concrete is 25.8 MPa and the yield strength of stirrups is 289 MPa. The distance of tension reinforcements from the outer fiber of the beam is 54 mm. Round off your final answer in 3 decimal places. Loadings:
Steel Design (Activate Learning with these NEW titles from Engineering!)
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![What is the shear force to be carried by the
reinforcements of a beam subjected to axial tension
if it has a width of 289 mm and an over-all depth of
494 mm? The specified compressive lightweight
concrete is 25.8 MPa and the yield strength of
stirrups is 289 MPa. The distance of tension
reinforcements from the outer fiber of the beam is
54 mm. Round off your final answer in 3 decimal
places.
Loadings:
VDL = 58 kN
VLL = 77 kN
%3D
Axial Tension (DL) = 89 kN
Axial Tension (LL) = 18 kN](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa4855d9b-f422-496e-a4a3-03d23946ffc6%2F0263bb6e-cfb8-4d68-9edc-9acc8c86282f%2Fmoybve_processed.jpeg&w=3840&q=75)
Transcribed Image Text:What is the shear force to be carried by the
reinforcements of a beam subjected to axial tension
if it has a width of 289 mm and an over-all depth of
494 mm? The specified compressive lightweight
concrete is 25.8 MPa and the yield strength of
stirrups is 289 MPa. The distance of tension
reinforcements from the outer fiber of the beam is
54 mm. Round off your final answer in 3 decimal
places.
Loadings:
VDL = 58 kN
VLL = 77 kN
%3D
Axial Tension (DL) = 89 kN
Axial Tension (LL) = 18 kN
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