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Review Learning Goal: 42) - EI To determine the general equation for the elastic curve for a cantilevered beam that is subjected to a distributed load w and a concentrated load P Submit Previous Answers A cantilevered beam is loaded as shown. Because of the discontinuities from the different types of loading on the beam, three coordinate systems, z1, 12, and z3, are used to define the locations of the internal moments. Assume EI is constant. Note:that the coordinate systems are at arbitrary distances and not necessarily at the locations shown in the figure.(Figure 1) v Correct Part D - Equation of the elastic curve using x3 over section DB To find the elastic curve for the entire beam, the equation that uses the coordinate system z3 must be determined for section DB. Write this equation in terms of EI. w, and a. Let C, and C5 denote the constants of integration. Express your answer in terms of EI, w, a, Cs, and C6. > View Available Hint(s) Figure < 1 of 1> vec ? 3wa'x, ? w(x3 – a)+ wax3 1 v(x3) = +C;x3 + Cs EI 6. 4 24 C. D. B Submit Previous Answers X Incorrect; Try Again; 27 attempts remaining

Review Learning Goal: 42) - EI To determine the general equation for the elastic curve for a cantilevered beam that is subjected to a distributed load w and a concentrated load P Submit Previous Answers A cantilevered beam is loaded as shown. Because of the discontinuities from the different types of loading on the beam, three coordinate systems, z1, 12, and z3, are used to define the locations of the internal moments. Assume EI is constant. Note:that the coordinate systems are at arbitrary distances and not necessarily at the locations shown in the figure.(Figure 1) v Correct Part D - Equation of the elastic curve using x3 over section DB To find the elastic curve for the entire beam, the equation that uses the coordinate system z3 must be determined for section DB. Write this equation in terms of EI. w, and a. Let C, and C5 denote the constants of integration. Express your answer in terms of EI, w, a, Cs, and C6. > View Available Hint(s) Figure < 1 of 1> vec ? 3wa'x, ? w(x3 – a)+ wax3 1 v(x3) = +C;x3 + Cs EI 6. 4 24 C. D. B Submit Previous Answers X Incorrect; Try Again; 27 attempts remaining

Structural Analysis
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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Review Learning Goal: 42) - EI To determine the general equation for the elastic curve for a cantilevered beam that is subjected to a distributed load w and a concentrated load P Submit Previous Answers A cantilevered beam is loaded as shown. Because of the discontinuities from the different types of loading on the beam, three coordinate systems, z1, 12, and z3, are used to define the locations of the internal moments. Assume EI is constant. Note:that the coordinate systems are at arbitrary distances and not necessarily at the locations shown in the figure.(Figure 1) v Correct Part D - Equation of the elastic curve using x3 over section DB To find the elastic curve for the entire beam, the equation that uses the coordinate system z3 must be determined for section DB. Write this equation in terms of EI. w, and a. Let C, and C5 denote the constants of integration. Express your answer in terms of EI, w, a, Cs, and C6. > View Available Hint(s) Figure < 1 of 1> vec ? 3wa'x, ? w(x3 – a)+ wax3 1 v(x3) = +C;x3 + Cs EI 6. 4 24 C. D. B Submit Previous Answers X Incorrect; Try Again; 27 attempts remaining
Transcribed Image Text:Review Learning Goal: 42) - EI To determine the general equation for the elastic curve for a cantilevered beam that is subjected to a distributed load w and a concentrated load P Submit Previous Answers A cantilevered beam is loaded as shown. Because of the discontinuities from the different types of loading on the beam, three coordinate systems, z1, 12, and z3, are used to define the locations of the internal moments. Assume EI is constant. Note:that the coordinate systems are at arbitrary distances and not necessarily at the locations shown in the figure.(Figure 1) v Correct Part D - Equation of the elastic curve using x3 over section DB To find the elastic curve for the entire beam, the equation that uses the coordinate system z3 must be determined for section DB. Write this equation in terms of EI. w, and a. Let C, and C5 denote the constants of integration. Express your answer in terms of EI, w, a, Cs, and C6. > View Available Hint(s) Figure < 1 of 1> vec ? 3wa'x, ? w(x3 – a)+ wax3 1 v(x3) = +C;x3 + Cs EI 6. 4 24 C. D. B Submit Previous Answers X Incorrect; Try Again; 27 attempts remaining
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