B Hinge 2 m 2m 2m

Q: Determine the horizontal and vertical components of reaction at the pin A and the reaction of the…

A: Consider the following free body diagram of the given beam:

Q: A B -4 m- -4 m- -2 m-

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Q: * Assignment Construct the influence line for the vertical reaction at B and A, separately, of the…

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Q: A В 5m 4 m 6 m 15m

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Q: Draw the influence lines for the forces in the members identified by an "x" of the tru shown in the…

A: An Influence line Diagram shows the influence of effect due to load on the reactions, shear force or…

Q: Find out the reaction forces at fixed-end A, hinge B and rocker C

A: To find reaction at A and C and B

Q: 6. Draw the influence lines for the vertical reactions at supports B, E, and G, points A, C, and F…

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Q: Assume that the loads are being transmitted to the bottom chord in the truss depicted, and draw the…

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Q: A 1 —4m- с -4 m- B -4 m-

A: GIVEN:  TO CALCULATE : The influence line for the shear at point C of the beam shown above.

Q: Sketch the influence lines for the vertical reaction at A, the shear at B, and the moment at B

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Q: The influence line for shear just to the right of D for the beam shown A B -5 m- -6 m- a. crosses…

A: Given data in question Overhanging beam Span 22mTo find out ILD for D+NoteWe will draw ILD using…

Q: 2. Draw the influence line for the force in member GB of the bridge truss shown in Figure 6.

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Q: Draw the detailed influence line for the vertical reactions and moment reactions at supports B, E,…

A: ILD is a graphical representation of variation in reaction, shear force, axial force, deflection…

Q: 8-1 Construct the influence lines for reactions and internal forces on designated sections by using…

A: Since there are two different sections, as per the policy the first one will be solved. ILD for…

Q: Determine the horizontal and vertical components of reaction at the pins A, B, and C of the…

A: Consider the free body diagram

Q: 6. Draw the influence lines for the vertical reactions at supports B, E, and G, points A, C, and F…

A: A beam is shown as

Q: -40 ft- A -60 ft- -80 ft- 9.18 Reactions at supports A and B Hinges B 20 ft- 20 ft Tige -40 ft- -80…

A: The ILDs for reactions at A and B can be drawn by employing Muller Breslau Principle.  As per Muller…

Q: L K opogo H AM D E 6 ft 6 ft 6 ft 6 ft 6 ft-6 ft- G 8 ft

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Q: VIll. From the truss shown, Draw the Influence line of Members BC and BF. Also, Determine the…

A: An influence line in engineering depicts the variation of a function at a specific point on a beam…

Q: D E F A В Hinge - 2 m - 2 m - -2 m 2 m -2 m -2 m -

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Q: 2. For the truss shown, construct the influence lines for the bar force or component in each of the…

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Q: Determine the horizontal and vertical components of reaction at the pin A and the reaction of the…

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Q: or the shear at S ? Pleas

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Q: Determine the horizontal and vertical components of reaction on thebeam caused by the pin at B and…

A: 600N force acts both in x and y direction

Q: Draw the influence line for the force in (a) member EH and (b) member JE.

A: Answer  (a) Influence line for the force in member EH Consider a Vertical section X-X in between EF…

Q: Draw the influence lines of members AB, BC, BD and the reactions of the left support

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Q: Draw the influence line for the force in member KJ

A: Influence line Diagram is defined as that it is a graph that shows the variation along the…

Q: 2. a. Draw the influence line for member BF of the truss shown. The bottom chord is the loaded…

A: Place the unit load at A:Reactions:Ay=1∑ Fy=0FBFsin60+1-1=0FBF=0

Q: Q2 Use the Müller-Breslau principle to sketch the influence lines for the vertical reaction at A,…

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Q: Draw the influence line for the force in member CD

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Q: Draw the influence lines for the reactions at the supports A and D, and for the forces in the…

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Q: A -6 m H B 6 m G IC 6 m F D Le 6 m I 6 m E

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Influence Lines

The graphs that show the variation of a function at a specific point on a beam or truss due to a unit load placed at any point along the structure are known as influence lines in engineering. Some common functions that are studied with influence lines are shear, moment, and deflection. In designing beams and trusses, it is important to use influence lines in structures where loads would move along their span such as bridges, crane rails, conveyor belts, floor girders, etc. The influence lines help to study where a load will create the maximum effect for any of the functions.