22-63. The spring system is connected to a crosshead that oscillates vertically when the wheel rotates with a constant angular velocity of w. If the amplitude of the steady-state vibration is observed to be 400 mm, and the springs each have a stiffness of k = 2500 N/m, determine the two possible values of w at which the wheel must rotate. The block has a mass of 50 kg.
22-63. The spring system is connected to a crosshead that oscillates vertically when the wheel rotates with a constant angular velocity of w. If the amplitude of the steady-state vibration is observed to be 400 mm, and the springs each have a stiffness of k = 2500 N/m, determine the two possible values of w at which the wheel must rotate. The block has a mass of 50 kg.
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![22-63. The spring system is connected to a crosshead that
oscillates vertically when the wheel rotates with a constant
angular velocity of w. If the amplitude of the steady-state
vibration is observed to be 400 mm, and the springs each
have a stiffness of k = 2500 N/m, determine the two
possible values of w at which the wheel must rotate. The
block has a mass of 50 kg.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F346906e5-1ab7-4457-b70f-d9180876679e%2Ffd45a76a-8b5c-4695-a00a-57e321d595e2%2F8znn19f.png&w=3840&q=75)
Transcribed Image Text:22-63. The spring system is connected to a crosshead that
oscillates vertically when the wheel rotates with a constant
angular velocity of w. If the amplitude of the steady-state
vibration is observed to be 400 mm, and the springs each
have a stiffness of k = 2500 N/m, determine the two
possible values of w at which the wheel must rotate. The
block has a mass of 50 kg.
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