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Question

The influence line diagram for S.F or B.M at a section is:

The correct answer is

The variation in the value of S.F or B.M at that section as the unit load transverses the span from left to right

Influence Line Diagram Explained

An Influence Line Diagram (ILD) is a graphical representation that shows how the value of a structural response (like Shear Force or Bending Moment) at a specific point or section in a structure changes as a unit load moves across the structure's span.

Let's consider the given options to understand why one definition stands out:

  • Option 1: This describes the value of Shear Force (S.F.) or Bending Moment (B.M.) at a section for a *single specific* position of the unit load (at the center). An influence line diagram shows the values for *all* possible positions of the unit load across the span.
  • Option 2: This refers to the S.F. or B.M. diagram. An S.F. or B.M. diagram shows the variation of S.F. or B.M. *along the length of the structure* for a *fixed* set of loads. In contrast, an influence line diagram shows the variation of S.F. or B.M. *at a specific section* as a *single unit load* moves across the structure. They represent different things.
  • Option 3: This describes the value of S.F. or B.M. at the section only when the unit load is placed *directly over that section*. This is just one point on the influence line diagram, not the diagram itself which shows the effect of the load moving across the *entire* span.
  • Option 4: This option correctly describes the core concept of an influence line diagram for S.F. or B.M. at a section. It is the diagram showing the *variation* in the value of S.F. or B.M. at that *specific section* as a *unit load transverses* (moves across) the *entire span* from one end to the other. This diagram allows engineers to determine the maximum possible S.F. or B.M. at that section under different load combinations by multiplying the influence line ordinates by the corresponding load magnitudes and positions.

Therefore, the influence line diagram for S.F. or B.M. at a section captures how the effect at that particular location changes as a unit load travels across the entire structure.

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Important Questions from Influence Line Diagram and Rolling Loads

  1. The ILD of thrust in a 2 hinge parabolic arch is

  2. Mullers Breslau's principle can be applied to-

  3. Influence line diagram for bending moment in a simply supported beam is a

  4. Which principle states that the influence line for a function (reaction, shear, moment) is to the same scale as the deflected shape of the beam when the beam is acted on by the function?

  5. Influence line Diagram for redundant structures can be obtained by

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