Maximum shear acting on a point

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SUMMARY

The discussion centers on the determination of maximum shear forces in beam problems, specifically questioning why only three cases need to be considered to find the maximum positive shear. The user asserts that the maximum shear occurs at point B when a 67.5 kN load is applied, seeking clarification on scenarios where maximum shear might occur without the maximum load acting at that point. The consensus is that the problem is fundamentally a beam analysis issue rather than a soil mechanics problem, emphasizing the importance of understanding shear force distribution in structural analysis.

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  • Familiarity with static equilibrium principles
  • Knowledge of concentrated loads and their effects on beams
  • Basic concepts of structural analysis
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fonseh
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Homework Statement


Why we need to consider only 3 cases when we want to find the max positive shear ?

Homework Equations

The Attempt at a Solution


IMO , We know that the max shear will only occur when the 67.5kN act on B , am i right ? There is no need to consider 3 different cases ...Or my concept is incorrect ? If so , can anyone show me the example where the max shear will occur at B although the max concentrated load doesn't act on the particular point ?
 

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Update : Why the max shear will only occur at B when the certain load act on it ? Can someone explain about it ?
 
@Chestermiller , can you help ? I think you are the only one in this forum who knows soil mechanics
 
This is not a soil mechanics problem. It is a beam problem.
 
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Chestermiller said:
This is not a soil mechanics problem. It is a beam problem.
sorry , wrong thread
 

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