👉Beam Design Using Bending Stress
💫A simply supported beam with a uniformly distributed load is designed by first calculating the maximum bending moment:
M = wL²/8 = 93750 kg·cm
❇️Using the bending stress formula σ = My/I and the given relation d = 1.5b, the beam dimensions are calculated. Solving the equation gives:
Width (b) = 19 cm
Depth (d) = 28.5 cm
Final Beam Size = 19 cm × 28.5 cm
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💫A simply supported beam with a uniformly distributed load is designed by first calculating the maximum bending moment:
M = wL²/8 = 93750 kg·cm
❇️Using the bending stress formula σ = My/I and the given relation d = 1.5b, the beam dimensions are calculated. Solving the equation gives:
Width (b) = 19 cm
Depth (d) = 28.5 cm
Final Beam Size = 19 cm × 28.5 cm
🔖Please Subscribe Our Youtube Channel👇
https://youtube.com/@ethiopianconstruction7?si=ils307xXQQpIdCwG
@etconp
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