A 10-kg block is suspended from a cord wrapped around a 5-kg disk, as shown in Fig. 22-10a. If the spring has a stiffness k= 200 N/m, determine the natural period of vibration for the system. k-200 N/m SotUTION Energy EquetionA diagram of the block and disk when they are displaced by respective amounts s and 0 from the cquilibrium position is shown in Fig, 22-105, Since s- Thus, the kinelic energy ol the system is (0.15 mj, then e, - (0.15 m)0,

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Undamped free vibrations using energy method
EXAMPLE 22.6
A 10-kg block is suspended from a cord wrapped around a 5-kg disk.
as shown in Fg. 22-10a. If the spring has a stiffness k = 200 N/m,
determine the natural period of vibration for the system.
- 200 N/m
Energy Equition.
displaced by respective amounts s and 0 from the cquilibrium position
is shown in ig, 22-105. Since s (0.15 mi0, then - (0.15 m)),
Thus, the kinelic energy of the system is
A diagram of the block and disk when they are
Transcribed Image Text:EXAMPLE 22.6 A 10-kg block is suspended from a cord wrapped around a 5-kg disk. as shown in Fg. 22-10a. If the spring has a stiffness k = 200 N/m, determine the natural period of vibration for the system. - 200 N/m Energy Equition. displaced by respective amounts s and 0 from the cquilibrium position is shown in ig, 22-105. Since s (0.15 mi0, then - (0.15 m)), Thus, the kinelic energy of the system is A diagram of the block and disk when they are
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