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If the vibration at the boundaries of the piston of the motor is given by: i. v(t) = at + b; a, b are constants, you may choose any integer value not equal to zero for any of them. v(t) = te(-t). v(t) = 5sin(2wt) cos(4wt) find the average and rms vibration for each case: ii. iii. 1 Vavg v(t)dt T

If the vibration at the boundaries of the piston of the motor is given by: i. v(t) = at + b; a, b are constants, you may choose any integer value not equal to zero for any of them. v(t) = te(-t). v(t) = 5sin(2wt) cos(4wt) find the average and rms vibration for each case: ii. iii. 1 Vavg v(t)dt T

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answer (ii) and (iii) 

T E v²(t)dt VRMS T
Transcribed Image Text:T E v²(t)dt VRMS T
b. If the vibration at the boundaries of the piston of the motor is given by: v(t) value not equal to zero for any of them. v(t) = te(-t). i. = at + b; a, b are constants, you may choose any integer ii. iii. v(t) = 5sin(2wt) cos(4wt) find the average and rms vibration for each case: -T Vavg T 0.
Transcribed Image Text:b. If the vibration at the boundaries of the piston of the motor is given by: v(t) value not equal to zero for any of them. v(t) = te(-t). i. = at + b; a, b are constants, you may choose any integer ii. iii. v(t) = 5sin(2wt) cos(4wt) find the average and rms vibration for each case: -T Vavg T 0.
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