The solution must include the correct equation(s), the procedure(s), the final calculated support reaction(s) at A and D, and the unit(s). draw the shear the moment diagrams. The image illustrates a mechanical system consisting of a horizontally oriented beam subjected to a load. Here is a detailed explanation:- **Beam**: The beam is supported at two points: a hinge support at point A and a roller support at point D.- **Supports**: - **Hinge Support (A)**: Positioned on the left side, this type of support allows rotation but prevents translation in any direction. - **Roller Support (D)**: Located on the right side, this support permits horizontal movement but restricts vertical movement.- **Loads**: - A downward vertical load of 10 kN is applied at point B, which is located 5 feet from the hinge support at point A.- **Dimensions**: - The beam is divided into three equal segments, each segment measuring 5 feet in length, resulting in a total beam length of 15 feet from A to D.This setup is a classic example of a statically determinate beam, allowing for the analysis of internal reactions and moments using static equilibrium equations.

Reactions:Take moment about the point D∑ MD=0RA15-1010=0RA=6.667kEquilibrium about y∑…

Answered: The solution must include the correct…

The solution must include the correct equation(s), the procedure(s), the final calculated support reaction(s) at A and D, and the unit(s). draw the shear the moment diagrams.

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

В A B C The system above is comprised of two-force members AB and AC, supporting a vertical force at point A. Assuming the system is drawn to scale and is in equilibrium, which of the following best describes the nature of the forces in members AB and AC? a) AB is in tension AC is in compression b) AB is in compression AC is in compression c) AB is in tension AC is in tension d) AB is in compression AC is in tension
Given: Consider the truss shown below and the series of loading. 20 k Required: 8⁹ An 8⁹ 8⁹ 8' 8' a 10 k 8' (A) (A) Calculate the force in member bd for case (A) (B) Calculate the force in member bd for case (B) (C) Calculate the force in member bd using the principle of superposition for the truss loading below. DO NOT use equilibrium equations. 10 k d 5 k a 8⁹ 8' (B) b 8'
first 3 parts please
Calculate the reaction and determine forces and which is C or T
I just need the answer. No need solution of explanation. Thank you in advance.
Q2-B- Fill in the blank with the correct answer. 1. When the resultant of force system acting on a body is zero, the body is said to be in (a) rotating condition (b) translation condition (c) equilibrium condition 2. Number of component of reaction at hinge support are (a) zero (b) one (c) two (d) three 3. The angle that the vector A-2i+3j makes with y-axis is 4. If angle made by the force with y and z axes are 8, = 60° and 9, = 45° then 0,= 5. Force is completely defined by its (a) magnitude (b) direction (c) point of application (d) All of these (d) dynamic condition
solve the fixed-end moment of the beam shown below using CONJUGATE METHOD. show the step by step solution/ derivation
the bell crank as shown in the figure is in equilibrium determine the shearing force in the pin D. Please include Free body diagram and show complete solution
3. Using the given figure below, determine the reaction of strut member DE and determine the reaction of pin at joint C (use member ABCD). - 2.5 m - 2.5 m 3.5 m C D F 1 m E 3 m 50 A 100 kN
PROBLEM, 2 a) In the concrete-beam show in the figure given below indicate (by drawing) the main reinforcement steel-bars, assembly steel-bars and the stir-ups. concrete beam P2 b) Write down the conditions for an object to be in stable (static, equilibrium) position.
I need correct solution and solve all parts