H2 k b. (s) G G2 + Y(s) m H y Figure 3 Figure 4 F(s) The transfer function bs+k 4. represents the relationship between the force U(s) ms2 +bs+k u(t) applied to the mass and the force f(t) transmitted mass is m = 10 kg, b = 20 N-s/m, and the spring constant is k= 260 N/m. With u(t) = 100 sin(15t) (N), determine the magnitude of the force transmitted to the ceiling support. the ceiling support shown in Figure 4. The 5. For the same system given in the Problem 4 and Figure 4, find the displacement y(t) of the mass if the input is u(t) = 100 (N) instead.
H2 k b. (s) G G2 + Y(s) m H y Figure 3 Figure 4 F(s) The transfer function bs+k 4. represents the relationship between the force U(s) ms2 +bs+k u(t) applied to the mass and the force f(t) transmitted mass is m = 10 kg, b = 20 N-s/m, and the spring constant is k= 260 N/m. With u(t) = 100 sin(15t) (N), determine the magnitude of the force transmitted to the ceiling support. the ceiling support shown in Figure 4. The 5. For the same system given in the Problem 4 and Figure 4, find the displacement y(t) of the mass if the input is u(t) = 100 (N) instead.
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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#5

Transcribed Image Text:H2
k
R(s)
G2
Y(s)
Datm
H
y
Figure 3
Figure 4
F(s)
The transfer function
U(s)
bs+k
represents the relationship between the force
%3D
ms²+bs+k
u(t) applied to the mass and the force f(t) transmitted to the ceiling support shown in Figure 4. The
mass is m= 10 kg, b = 20 N-s/m, and the spring constant is k= 260 N/m. With u(t) = 100sin(15 t)
(N), determine the magnitude of the force transmitted to the ceiling support.
%3D
For the same system given in the Problem 4 and Figure 4, find the displacement y(t) of
the mass if the input is u(t) = 100 (N) instead.
4.
5.
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