Evaluate the given Fink Truss using method ofjoints. Determine the following questions if :h= 1m, d= 3m and x= 2.25m6kND6 kN6 kNhF2.75 kN2.75 kNhddd1. Determine the horizontal reaction at A2.What is the force in member BD3. What is the force in member EG4. What is the force in member DE

Forces in the members are calculated using the method of joints (as per Bartleby regulations we are…

Evaluate the given Fink Truss using method of joints. Determine the following questions if : h= 1m, d= 3m and x= 2.25m 6 kN D 6 kN 6 KN F 2.75 kN 2.75 kN h A d d d 1. Determine the horizontal reaction at A 2.What is the force in member BD 3. What is the force in member EG 4. What is the force in member DE

Evaluate the given Fink Truss using method of joints. Determine the following questions if : h= 1m, d= 3m and x= 2.25m 6 kN D 6 kN 6 KN F 2.75 kN 2.75 kN h A d d d 1. Determine the horizontal reaction at A 2.What is the force in member BD 3. What is the force in member EG 4. What is the force in member DE

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

If the allowable bearing stress for the material under the supports at A and B is Ob = 780 psi, determine the maximum load Pmax that can be applied to the beam. The bearing plates each have square cross sections of 5 in. by 5 in. The reactions at the supports are vertical. Assume w = 600 lb/ft, a = 12 ft, and b = 6 ft. Answer: Pmax= i W a B b lb P
Q2 For the truss shown in the figure:: 4. Determine the force in member fe using the joint method? 5. Determine the force in member bf using section method? 6. Determine the force in member of using section method? g 1 kN 3m 3m Simple Truss I d TTF truss 4 m 3m
Determine the force in each member of the truss and state if the members are in tension or compression. Set P1 = 6 kN, P2 = 9 kN.
Solve the given truss.Determine the following:1. Axial force on DI. 2. Axial force on KO. 3. Axial force on OP.
tolerance is +-1 in the 3rd significant digit
The truss in the figure is loaded by four external forces as shown below. Knowing that P1= 30 kN, P2-50 kN, P3=20 kN and P4-60 kN, a= 3 m and h=2 m, you are required to: P2 F a A and F. P1 E G a H I A D a h h B| h P3 P4 a) Determine the reactions at the supports b) Using the method of joints, determine the forces of the members at joint A. c) Using the method of joints, determine the forces of the members at joint F. d) Using the method of sections, determine forces on members ED, EH, GH. e) Using the method of sections, determine forces on members DC, HC, HI.
Solve for external reactions and find internal forces in all of the members. Note: Read the question carefully and give me right solution according to the question.
If the force in member AG of the truss in the figure below is 6 kN (C), then the :force (in kN) in member BG is d1=6.1 6 kN 3 kN 3 kN 1.5di 1.5di F di В di D -0.75d1 1.5di 0.75di
How do i solve the attached trusses/civil engineering problem?
Given the space truss, find the force member AB in kN? 2 kN 45° P = 4 kN 2 m 2 m 2 m O 2 O 4 6.
The truss in the figure is loaded by four external forces as shown below. Knowing that P1= 30 kN, P2-50 kN, P3=20 kN and P4-60 kN, a= 3 m and h=2 m, you are required to: P2 F a A and F. P1 E G a H I A D a B h h h P3 P4 a) Determine the reactions at the supports b) Using the method of joints, determine the forces of the members at joint A. c) Using the method of joints, determine the forces of the members at joint F. d) Using the method of sections, determine forces on members ED, EH, GH. e) Using the method of sections, determine forces on members DC, HC, HI.