Answered: Calculate for the moment of inertia for…

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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Similar questions

Use integration method
Using double integration method, determine the maximum deflection of the beam shown. (Hint: utilize symmetry, analyze only right half of the beam.) w w В L/2 L/2
Assume that w = 34 N/m, L = 3.4 m, and EI = 21023 for the beam. Find the deflection (in mm) at the portion of the beam 2.3 m from point A. final answer in 5 decimal places.
Solve q4 a and b both parts plz solve this in maximum one hour if u can't solve this u can reject in half hour so that i can't wait of your answer plz..
4) A cantilever beam supports a uniformly varying load and a couple as shown in the figure. If EI = 300.65 kN m², determine the value of maximum deflection in millimeters. 4m B 180 N-m 2m 10 N/m
From the given beam shown in the figure, E = 200 GPa and I = 250 x 10° mm*. Determine the deflection at point C [in mm]. 6KN/m AJ 8m 8m
For the beam and loading shown below, determine the maximum deflection in mm? Express your answer in absolute value and use three decimal places. E = 12 GPa and I = 41.62 x 10-6 m4. y www 3 KN/m 3.0 m 1.2 m
The intensity of the distributed load on the simply supported beam varies linearly from zero to wo = 450 Ib/ft. What is the maximum value of Elv if L = 9.9 feet . Express your answer in 5 decimal places. Use appropriate sign based on the deflection of the beam. y ... Wo B A L
Note: EI is a constant for the beam Images attached.
I need solution of both the parts
Solve q4 part both parts c ,d and e plz solve this in maximum 2 hour if u can't solve this u can reject in one hour so that i can't wait of your answer plz..
Obtain the formula for the deformed beam shown below. Indicate the location of where the maximum deflection occurs and its value.Also obtain the deflection at point C and the rotation at point A for the beam using (a) the moment area method and (b) the conjugate method.

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Calculate for the moment of inertia for the beam shown below so that the maximum deflection will not exceed 1/360 of the beam length. E=200GPa USE Conjugate Beam Method.