61. Running Machinery Too Fast Suppose that a piston is moving straight up and down and that its position at time t seconds is s = A cos (2rbt), with A and b positive. The value of A is the amplitude of the motion, and b is the frequency (number of times the piston moves up and down each second). What effect does doubling the frequency have on the piston's velocity, acceleration, and jerk? (Once you find out, you will know why machinery breaks when you run it too fast.) Figure 3.45 The internal forces in the engine get so large that they tear the engine apart when the velocity is too great.
61. Running Machinery Too Fast Suppose that a piston is moving straight up and down and that its position at time t seconds is s = A cos (2rbt), with A and b positive. The value of A is the amplitude of the motion, and b is the frequency (number of times the piston moves up and down each second). What effect does doubling the frequency have on the piston's velocity, acceleration, and jerk? (Once you find out, you will know why machinery breaks when you run it too fast.) Figure 3.45 The internal forces in the engine get so large that they tear the engine apart when the velocity is too great.
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![61. Running Machinery Too Fast Suppose that a piston is moving
straight up and down and that its position at time t seconds is
s = A cos (2rbt),
with A and b positive. The value of A is the amplitude of the
motion, and b is the frequency (number of times the piston
moves up and down each second). What effect does doubling the
frequency have on the piston's velocity, acceleration, and jerk?
(Once you find out, you will know why machinery breaks when
you run it too fast.)
Figure 3.45 The internal forces in the engine get so large that they
tear the engine apart when the velocity is too great.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fce76608f-d61b-4071-99a9-0fb3878c17f3%2Fa15357a8-fdc1-4f67-be00-8bb0c81f6483%2Fne5bt83_processed.png&w=3840&q=75)
Transcribed Image Text:61. Running Machinery Too Fast Suppose that a piston is moving
straight up and down and that its position at time t seconds is
s = A cos (2rbt),
with A and b positive. The value of A is the amplitude of the
motion, and b is the frequency (number of times the piston
moves up and down each second). What effect does doubling the
frequency have on the piston's velocity, acceleration, and jerk?
(Once you find out, you will know why machinery breaks when
you run it too fast.)
Figure 3.45 The internal forces in the engine get so large that they
tear the engine apart when the velocity is too great.
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