1. A small ball is attached to a wall by two identical springs as shown below. If the ball was released at a x = xo (small displacement from equilibrium position) (a) with 0 velocity, what is the oscillation frequency? (b) released at x = With a damping force F = -bv and a driving force F = F,sin (wt), the ball was xo with 0 velocity, what is x(t) in the steady state? (You do not need to solve %3| the equation from scratch. You can find the answer based on your notes.) In (b), if the ball was released at x = -xo with 0 velocity, what is the steady state (c) x(t)?
1. A small ball is attached to a wall by two identical springs as shown below. If the ball was released at a x = xo (small displacement from equilibrium position) (a) with 0 velocity, what is the oscillation frequency? (b) released at x = With a damping force F = -bv and a driving force F = F,sin (wt), the ball was xo with 0 velocity, what is x(t) in the steady state? (You do not need to solve %3| the equation from scratch. You can find the answer based on your notes.) In (b), if the ball was released at x = -xo with 0 velocity, what is the steady state (c) x(t)?
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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A small ball is attached to a wall by two identical springs as shown below.
lllll-
If the ball was released at a x = xo (small displacement from equilibrium position)
(a)
with O velocity, what is the oscillation frequency?
(b)
released at x =
With a damping force F = -bv and a driving force F = Fosin (wt), the ball was
xo with 0 velocity, what is x(t) in the steady state? (You do not need to solve
the equation from scratch. You can find the answer based on your notes.)
In (b), if the ball was released at x = -x, with 0 velocity, what is the steady state
(c)
x(t)?
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