You have been provided with the below schematic design of a concrete beam that might be implemented at one of the sites. 'Answer the following: KN KN KN 40 KN 16 20 Figure 1: Concrete Beam 1. Find the equivalent forces of the disturbed loads. 2. Sketch the beam showing all the applied forces (reaction and equivalent forces) and their suitable locations. 3. Apply the moment equations in the equilibrium state to find the value of the reaction forces at points A and B. 4. If the given beam in Figure 1 compressed to be 19.98 meter where the original temperature was T1=200 K, find the temperature (T2) after the compression.

You have been provided with the below schematic design of a concrete beam that might be implemented at one of the sites. 'Answer the following: KN KN KN 40 KN 16 20 Figure 1: Concrete Beam 1. Find the equivalent forces of the disturbed loads. 2. Sketch the beam showing all the applied forces (reaction and equivalent forces) and their suitable locations. 3. Apply the moment equations in the equilibrium state to find the value of the reaction forces at points A and B. 4. If the given beam in Figure 1 compressed to be 19.98 meter where the original temperature was T1=200 K, find the temperature (T2) after the compression.

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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Concept explainers

Graphical Methods

The graphical method is a method of solving equations involving more than one variable using the Cartesian coordinate system. In civil engineering, the use of the graphical method is limited to the problems involving two variables. The graphical method has a great impact in solving the questions regarding engineering mechanics.

Question

You have been provided with the below schematic design of a concrete beam that might be implemented at
one of the sites. 'Answer the following:
KN
KN
KN
40
KN
16
20
Figure 1: Concrete Beam
1. Find the equivalent forces of the disturbed loads.
2. Sketch the beam showing all the applied forces (reaction and equivalent forces) and their suitable
locations.
3. Apply the moment equations in the equilibrium state to find the value of the reaction forces at
points A and B.
4. If the given beam in Figure 1 compressed to be 19.98 meter where the original temperature was
T1=200 K, find the temperature (T2) after the compression.

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