FI0-6. Determine the reactions at joint Aand at the rollers at B and C on thebeam. E = 200Gpa, I = 300 (10 ^ 6)mm ^410KN/m10 kN/mAB6m6mF10-6

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Answered: Determine the reactions at joint A and…

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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Use metric units
2. There is structure (see the figure below) under two external loadings: 20 N horizontal and 10 N vertical at D and E, respectively. The structure consists of 4 members, AB, CD, DE, and CE. The structure is supported by two grounded pins at C and A. The lengths are shown in the figure. The cross-section areas are l cm² everywhere in AB and 10 cm? everywhere in CE. Find the support reactions at C. Find the internal force(s) in AB. Find the normal stress in AB. Find the normal force in DE. 1) Find the normal stress at a-a in CE. Find the shear force and shear stress at a-a. 20 N 45° 1m 45° C E 30 В 10 N 0.5 m 0.25 m' 0.25 m
the figure below has the following data: F1=1.7kN, F2=0.8kN, F3=0.58kN, a=1.33 meters, 36 degrees, belta=47 degrees. determine the reaction at b in kN. support A is a roller and Support B is hinge.
3 ft 100 lb 3 ft- 200 lb-ft 2 ft 000 Az □ Ay DO 000 NA along the rod MA B₂ By Fa perpendicular to the rod No perpendicular to the surface at B MB L. Identify the support reactions on the smooth uniform bar shown in (Figure 2). Check all the possible support reactions on the beam, even if some of them are equal to zero due to the loading given. Make sure the reactions in the set you choose do not depend on each other.
Determine the reactions at A and B for the beam subjected to the couples and distributed load. At x = 0, the distributed load is increasing at the rate of 9 lb/ft per foot. Assume a = 3 ft, b = 21 ft, w₁ = 230 lb/ft, w₂ = 550 lb/ft, M₁ = 2940 lb-ft, M₂ = 1390 lb-ft. M₁ Answers: A = i B = i W, w | I 1 w = ko+k₁x + ₂x² A b T B lb lb W₂ M₂
A=1 B=2 X=212 Y=27
The reaction at the support A and B is?
Determine all the reactions of the given structure. The pin joint at D acts as a hinge. Given: X= 21 kN. B A X KN I D hinge 4@3m 12 m = H E F T 2 m = The magnitude of the reaction at A is RAX The magnitude of the reaction at A is RAY= The magnitude of the reaction at G is RGX= 18 KN 2 m kN, and the direction is (Click to select) kN, and the direction is (Click to select) kN, and the direction is (Click to select)
p1

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Determine the reactions at joint A and at the rollers at B and C on the beam. E = 200Gpa, I = 300 (10 ^ 6) mm ^4