Consider the following system mä(t) + cx(t) + kx(t) = F,8(t) + F28(t – t1) Assume zero initial conditions. The units are in Newtons. If m = 42.7334 kg, c = 44.7394 Ns/m, k = 6776.8559 N/m, F1 = 47.5525 N.s, F2 = -5.3708 N.s and t = 3.9737 s, the velocity of the system at t2 = 2.3387 s is

Consider the following system mä(t) + cx(t) + kx(t) = F,8(t) + F28(t – t1) Assume zero initial conditions. The units are in Newtons. If m = 42.7334 kg, c = 44.7394 Ns/m, k = 6776.8559 N/m, F1 = 47.5525 N.s, F2 = -5.3708 N.s and t = 3.9737 s, the velocity of the system at t2 = 2.3387 s is

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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Root locus analysis is described as a graphical technique to determine the change in roots of a system with variations in different system parameters. In this technique, an open-loop transfer function is used to determine the stability of the closed-loop control systems.

Question

Consider the following system
mä(t) + cx(t) + kx(t) = F,8(t) + F28(t – t1)
Assume zero initial conditions. The units are in Newtons. If m = 42.7334
kg, c = 44.7394 Ns/m, k = 6776.8559 N/m, F1 = 47.5525 N.s, F2 = -5.3708
N.s and t = 3.9737 s, the velocity of the system at t2 = 2.3387 s is

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