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8-33. A simply supported beam is subject to a moment M at x = 0 and a moment 2M at x = L, as shown in Fig. P8.33. M y(x) -L- 2M -X Figure P8.33 A simply supported beam for problem P8-33. Figu con 8-3

8-33. A simply supported beam is subject to a moment M at x = 0 and a moment 2M at x = L, as shown in Fig. P8.33. M y(x) -L- 2M -X Figure P8.33 A simply supported beam for problem P8-33. Figu con 8-3

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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9 a in The deflection y(x) is given by y(x) = M 6EIL (x³ +3Lx² - 4L²x) dy (a) Determine the slope 0(x) = (b) Determine both the location and value of the maximum deflection. (c) Evaluate both the deflection and slope at the points x = 0 and x = = L. (d) Use your results of parts (b) and (c) to sketch the deflection y(x). 8-34. Consider the buckling of a pinned-fixed shown in Fig. P8.34. The deflection y(x) column under a compressive load P as of the buckled configuration is given by
Transcribed Image Text:9 a in The deflection y(x) is given by y(x) = M 6EIL (x³ +3Lx² - 4L²x) dy (a) Determine the slope 0(x) = (b) Determine both the location and value of the maximum deflection. (c) Evaluate both the deflection and slope at the points x = 0 and x = = L. (d) Use your results of parts (b) and (c) to sketch the deflection y(x). 8-34. Consider the buckling of a pinned-fixed shown in Fig. P8.34. The deflection y(x) column under a compressive load P as of the buckled configuration is given by
the slope x = L. (c) Determine both the location and value of the maximum deflection. (d) Use your results of parts (b) and (c) to sketch the deflection y(x), and clearly indicate both the location and value of the maximum deflec- tion. 8-33. A simply supported beam is subject to a moment M at x = 0 and a moment 2M at x = L, as shown in Fig. P8.33. M y(x) 000 L 2M -X Figure P8.33 A simply supported beam for problem P8-33. Figu con 8-3
Transcribed Image Text:the slope x = L. (c) Determine both the location and value of the maximum deflection. (d) Use your results of parts (b) and (c) to sketch the deflection y(x), and clearly indicate both the location and value of the maximum deflec- tion. 8-33. A simply supported beam is subject to a moment M at x = 0 and a moment 2M at x = L, as shown in Fig. P8.33. M y(x) 000 L 2M -X Figure P8.33 A simply supported beam for problem P8-33. Figu con 8-3
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