and y vs. y (phase plot)4. Consider the deflection v of the beam to the right. The beam is supported at each end and sags due to its ownweight (a distributed load q = 50 kN/m). The equation describing the deflection isd'uqx (x- L)dx2EIwhere L=5.0 m, I = 0.0052 m* and E = 1.0x1010 Pa. Use the methodof your choosing (shooting or finite differences) to solve for: 1) theslope at each end of the beam; 2) the maximum deflection; and3) the location of maximum deflection.

Answered: Image /qna-images/answer/df1eedc7-ce18-48af-b82b-7a486b64a170.jpg

and y vs. y' (phase plot) 4. Consider the deflection v of the beam to the right. The beam is supported at each end and sags due to its own weight (a distributed load q = 50 kN/m). The equation describing the deflection is d'u qx (x-L) dx 2EI where L=5.0 m, 1 = 0.0052 m and E = 1.0x100 Pa. Use the method of your choosing (shooting or finite differences) to solve for: 1) the slope at each end of the beam; 2) the maximum deflection; and 3) the location of maximum deflection.

and y vs. y' (phase plot) 4. Consider the deflection v of the beam to the right. The beam is supported at each end and sags due to its own weight (a distributed load q = 50 kN/m). The equation describing the deflection is d'u qx (x-L) dx 2EI where L=5.0 m, 1 = 0.0052 m and E = 1.0x100 Pa. Use the method of your choosing (shooting or finite differences) to solve for: 1) the slope at each end of the beam; 2) the maximum deflection; and 3) the location of maximum deflection.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Question

and y vs. y (phase plot)
4. Consider the deflection v of the beam to the right. The beam is supported at each end and sags due to its own
weight (a distributed load q = 50 kN/m). The equation describing the deflection is
d'u
qx (x- L)
dx
2EI
where L=5.0 m, I = 0.0052 m* and E = 1.0x1010 Pa. Use the method
of your choosing (shooting or finite differences) to solve for: 1) the
slope at each end of the beam; 2) the maximum deflection; and
3) the location of maximum deflection.

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