EX/ Analyze the truss shown. EA is constant for all members 2 50/N looku B +2mflfll 2 wh

Q: Use the substitute member to make a complete analysis of the complex truss shown.

A: Truss: Truss is a pin jointed structure which are subjected to loading at joint only and there is…

Q: 2. Determine the forces in member BC, BE and EF of the truss shown in the figure by Method of…

A: Using section method

Q: A 60° в 6 m 5t 60° C ToYol

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Q: IRN 5) Find the forces in the FH, GH and GI bars in the truss system IkN F 1kN shown in the figure.…

A: Given data in question  Vertical loads Span member length We will use method of sections to solve…

Q: A K 60° B 6m 5t 60° C ToYol

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Q: For the truss shown in the figure determine the forces in members HD, HI and AD. G 4 KN 8 m 4 kN H E…

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Q: Solve the forces for the following members. 10m 6m 4m 4m 5m 5m 5m 5m 200KN 200KN 400KN 400KN

A: In this question we have used Method of joints . In method of joints the Equilibrium of all the…

Q: For the truss shown below determine the member forces in BC, CI, and IJ in kilonewtons. (Due to the…

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Q: Determine the force in the members cut by line x-x as shown in figure 7 KN 4 m 2 KN 2 KN W 4 m 3 KN…

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Q: Force in the member BC of the truss shown in the given figure is

A: The truss with load and support conditions is given asTo find:-Force in member BCConcept:-A truss…

Q: Calculate all nodal displacements and all member forces for the truss. Use A = 0.0015 and E =…

A: A=0.0015 m2 =1500 mm2E=200 GPa=2(105) MPa

Q: Determine the forces in memeber BD and DE. By method of joints

A: Consider the free body diagram of the given truss as shown below.

Q: Determine the force in member CD of the truss shown. 2. Determine the force in member GH of the…

A: This question is related to the Truss Analysis from Structural Analysis. In this question using…

Q: Given data : Member=16 Joint%3D8 Reaction=3 Is truss stable

A: Given data : Number of member=m Number of Joint=J Number of support reaction=R   To check : Truss is…

Q: The members CJ and CF of the loaded truss cross but are not connected to members BI and DG. Compute…

A: Given, To determine Forces in BC, CJ, CI, HI

Q: Solve the centroidal  Ix Solve the centroidal Iy Solve the Ix and Iy

A: Consider the figure,

Q: The pins in the truss shown are displaced by u and v in the x and y direction respectively, as…

A:

Q: RA 30' 200 201 9 kips D 201 Re=Xc Acv=0

A: The truss is shown in figure , we will use the equilibrium of equations to calculate the member…

Q: - calc ulate the Porces in all members of thuss - d. 3121Ru et 156Ru 区ke F + +

A: The given data is: Load at joint a = 156 kN Load at joint b = 312 kN Load at joint c = 312 kN Load…

Q: Determining the forces in three members on the right-hand side of the truss members HD, CD, and GD.…

A: We have to determine the value of force in three members on the left hand side of the truss in…

Q: 2. Determine the forces in member BC, BE and EF of the truss shown in the figure by Method of…

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Q: For the truss shown in the figure determine the forces in members HD, HI and AD. F G 4 kN 8 m 4 kN H…

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Q: am is statically indeterminate if r3n r>3r r=3n

A: A beam is called statically determinate if r=3n where, n=number of parts/member of structure…

Q: solve the reactions and force in all the members of the truss shown below

A:

Q: The diagonal members in the center panels of the truss shown are very slender and can act only in…

A: Consider the free body diagram of the truss shown below. Consider the equilibrium moment about F.…

Q: Q.12 The rigid frame shown in figure, the statical indeterminacy is Hinge (a) 8 (c) 10 (b) 14 (d) 12

A: we have to find static indeterminacy

Q: need the answer as soon as possible

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Q: SAMPLE PROBLEM c) 150 kN 150 kN Determine the force in F members DE and CF of the truss and state if…

A: The force in member DE = 141.421 kN ( Compression )The force in member CF = 240.416 kN ( Compression…

Q: 48 kN -4 m +4 m- DI -4 m- 4 m B| C 4.5 m E OG- Figura 2:

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Q: 4. For the truss shown, determine the forces in members AB, BG, ED and GF 6 kN 2.4m B 24m C 24 m D…

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Q: -5 ft→- -11 ft- - 5 ft- 125 lb A 4.125 ft 12 ft E Consider the truss shown with a 125-lb load on…

A: First calculate the reaction at D. Then using method of sections the member force in DC can be…

Q: Analyze the given truss and find member forces.

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Q: 25kN d 3m 25kN 4 m f e1.5 m 2 at 4 m = 8 m

A: From Equilibrium equation  ∑Fy=0 Va+Ve=25KN ∑MZ=0 Ma=0 8Ve+25×5.5=25×4 Ve=-4.6875kN…

Q: 3 Determine the support reactions of the 10 beam shown here: 1 A 12 hint: resultant force is the…

A: Given To find  reaction at A and B

Q: Calculate the magnitude of FFB in the truss. E 2000 N 1000 N D 4 m B в 4 m

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Q: Determine the force in members GF, FC and CD of the cantilever truss shown in Fig. 2. State if the…

A: ###Determination of forces in Members  GF, FC, CD of truss using method of section ###

Q: 30 B kips 3 kips 15

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Q: THEORY OF STRUCTURES Use the substitute member to make a complete analysis of the complex truss…

A: Solution: Compute the support reactions ΣFx=0-ax+30=0ax=30…

Q: E 1.5 m 1.5 m to A 1.5 m P (kN) -2 m 2 m - -

A: The greatest force P that can  be applied to member is :

Q: Determine the force in each member of the truss A 60° B -Am -Am- -Am 60 D YkN

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Q: Find the forces in every member.

A: Given data  Cross section area of member (A) = 500 mm2 Find force and stress in each member

Mechanics of Solids

It is the study of the behavior of solid materials, their characteristics under various circumstances such as variation in external forces, temperature, and other internal factors. It is one of most important study in the field of engineering science, especially chemistry and mechanical engineering. In rigid body, the idealization of the solid body in which deformation is neglected. Deformation is known as the force acting on the solid state system which exerts change in its shape of the body but it continues to be at rest or in a uniform motion but it cannot accelerate. But those solid systems do have elasticity, compressibility and can be bent. This field is very vast since there are wide range of materials around us.