Answer the following problems using Moment Area Method. only Problem #312 kN/mEl = constantE= 70 GPaBI= 210x10° mmRequired: 8max 0A OB3m4m

We will first find the reactions at support. After that we will draw M/EI diagram Maximum deflection…

Answered: roblem #3 12 kN/m El = constant E= 70…

Engineering Fundamentals: An Introduction to Engineering (MindTap Course List)

5th Edition

ISBN:9781305084766

Author:Saeed Moaveni

Publisher:Saeed Moaveni

Chapter7: Length And Length-related Variables In Engineering

Section: Chapter Questions

Problem 42P

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1 H 2 - T 3 MANCHCOA KING 4 Force diagrams - Inclined plane 5 Performs various tests by modifying the values of the coefficient of friction, the mass M2 and the angle of inclination. Draw the diagram of forces on the two graphs present in the document Force diagrams Inclined plane Balance the forces by applying Newton's second law to the two masses, along the appropriate axes in both cases. From these equations, find a general mathematical expression for the acceleration and for the tension in both cases.
(b) Two connected steel bars as shown in Figure Q2(b) are axially loaded with 100 N at node 3. The cross section area for bar B is half of bar A. The horizontal displacement at node 2 is half of displacement at node 3. By using finite element method, determine the displacement at node 2 and node 3. The modulus of elasticity is constant.
P₁₂ = ? 250mm 2 56 300mm P₁= 80 kPa Fx=? of Fy=?
Given: F |Change in length of BE=0.00352a mm Area(BE)=150a mm? Area(CF)=150a mm? E=200 GPa Required: |Change in length of CF? 18a mm 2ба mm P - 24a - mm
WRITTEN SOLUTION PLS
SOLVE STEP BY STEP IN DIGITAL FORMAT Apply the virtual unit charge method 3) +9 DA +3m w=3T0a/m. +B 4m to2m + x dy? dy D ₂
100 91 A1 80 9, A3 200 1. What is the value of ybar from the 1-1 line [ Select ] 2. What is the value of centroidal MOI Ixx? [ Select ] 3. What is the value of centroidal MOI lyy? [ Select ]
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PROBLEM 01 REFER TO FIGURE 01, DETERMINE THE INTERNAL FORCES ACTING ON THE FOLLOWING MEMBERS: (STATE COMPRESSION OR TENSION) o FG o FC GH CH
PROBLEM: Given: b = 300mm, d = 450mm, As' = 2D25mm, d' = 65mm, fc' 28MPa, and fy = 415MPA. Solve for oMn if: a. As = 6D32mm b. As = 6D36mm
1:49 A ה 5% ll ,ll > וN 1.jpg Area Wire Diameter in sq. mil cir. mil MCM mm A 1.02 mm B (51/1270) in 40.1575 mil II
Y Given: X x1 x2 . x1 = 15.35 mm • x2 = 16.74 mm . x3 = 16.10 mm .y1 = 19.32 mm y2 = 20.55 mm y3 = 16.37 mm mie x3 sterren T y3 y2 y1 Find x & y centroid

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