Using the Moment Distribution method, determine the moments at point B of the frame shown. El is constant.The support at point A is pinned while the support at point C is fixed. Express your answers in KN-m.(See last page for the FEM table reference)12 kNAВ4 m+ 2 m6 m

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Answered: Using the Moment Distribution method,…

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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Calculate the reactions and draw the shear force and bending moment diagrams of the continuous beams or frames. E and I are constants, unless otherwise specified. Use the method of consistent distortions.
Using the Moment Distribution method, determine the moments at point B of the frame shown. EI is constant. The support at point A is pinned while the support at point C is fixed. Express your answers in KN-m. (See last page for the FEM table reference) 12 kN A В -4 m + 2 m 6 m
in Figure A2 a rigid-jointed plane frame is foxed at A and B. A vertical point load of 40 kN is shown acting on member CD. Using the Moment Distribution method, calculate the end moments of all membere of the frame. The flaxural rigidity, El is constant 40 kN El 7 m 2E 2EI
b) E is constant, find the reaction forces and moments Using the Moment Distribution Method 400 lb A 500 in 4 10 ft B 60 lb/ft 750 inª 20 ft C 600 in 4 15 ft D
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Problem 7.5 For the cantilever beam shown, it is required to determine the point where two bars theoretically can be cut off from the standpoint of the calculated moment strength, OM, of the beam. f, = 420 MPa and f.'= 21 MPa. 420 3@80 = 240 90 mm 90 mm 75 mm 10mmø stirups 4-28mm¢ W. 3.6 m 800 mm 725 mm 12. Calculate the moment the moment strength, ØM, , of the section. [in kN-m] 13. Calculate the maximum factored uniform load, w, the beam could support. [in kN/m] 14. Determine the distance from the free end where two bars theoretically can be cut off. [in m] 15. Determine the distance from the free end where two bars actually can be cut off. [in m] 16. Calculate the required development length, f dr at the support, if 90 hooked bars are used. [in mm]
Dont round off initial values, round off in final answer only. Pls show complete solution

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Using the Moment Distribution method, determine the moments at point B of the frame shown. El is constant. The support at point A is pinned while the support at point C is fixed. Express your answers in KN-m. (See last page for the FEM table reference) 12 kN A В 4 m + 2 m 6 m