Question

Problem 3: A beam AB of span 8 metres is simply supported at the ends. It carries a uniformly distributed load of 30k(N)/(m) over its entire length and a concentrated. Load of 60 kN at 3 metres from the support A. Determine the maximum deflection in the beam and the location where the deflection occurs. Take: 1=80\times 10^(4)m^(4);E=200\times 10^(6)k(N)/(m)m^(2)

Name: problem 3 a beam ab of span 8 metres is simply supported at the ends it carries a uniformly distributed load of 30knm over its entire length and a concentrated load of 60 kn at 3 metres from 13646
Uploaded: 2023-06-05T15:51:17-08:00
Duration: 5 min 11 s
Channel: Madhur L
Description: problem 3 a beam ab of span 8 metres is simply supported at the ends it carries a uniformly distributed load of 30knm over its entire length and a concentrated load of 60 kn at 3 metres from 13646

          Problem 3: A beam AB of span 8 metres is simply supported at the ends. It carries a uniformly distributed load of 30k(N)/(m) over its entire length and a concentrated. Load of 60 kN at 3 metres from the support A. Determine the maximum deflection in the beam and the location where the deflection occurs. Take: 1=80\times 10^(4)m^(4);E=200\times 10^(6)k(N)/(m)m^(2)

problem 3 a beam ab of span 8 metres is simply supported at the ends it carries a uniformly distributed load of 30knm over its entire length and a concentrated load of 60 kn at 3 metres from 13646

Added by Jason V.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Madhur L

06/05/2023

Step 1

It carries a uniformly distributed load of 30 kN/m over its entire length and a concentrated. Load of 60 kN at 3 metres from the support A. Determine the maximum deflection in the beam and the location where the deflection occurs. Take: $I = 80 \times 10^4 m^4$; Show more…

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Problem 3: A beam AB of span 8 metres is simply supported at the ends. It carries a uniformly distributed load of 30k(N)/(m) over its entire length and a concentrated. Load of 60 kN at 3 metres from the support A. Determine the maximum deflection in the beam and the location where the deflection occurs. Take: 1=80\times 10^(4)m^(4);E=200\times 10^(6)k(N)/(m)m^(2)