Question

A mass m moves along the x-axis subject to an attractive force given by 19mx/2 and a retarding force given by, where x is its distance from the origin and is a constant. A driving force is given by, where A is a constant, is applied to the particle along the x-axis.

Write down the equation of motion.
What value results in steady-state oscillations about the origin with maximum amplitude?
What is the maximum amplitude?
What is the Q value?​

Answer 1

Answer:

mark me as the least

Explanation:

tractive force given by 17 \beta^{2} m x / 2 and a retarding force given by 3βm

˙

x

3βm

x

˙

, where x is its distance from the origin and ββ is a constant. A driving force given by mA cos ωtωt, where A is a constant, is applied to the particle along the x-axis. (a) What value of ωω results in steady-state oscillations about the origin with maximum amplitude? (b) What is the maximum amplitude?

Hrvoje

Hrvoje

5.0

0

1

2

RESULT