If the vibration at the boundaries of the piston of the motor is given by: 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: i. ii. %3D iii. T 1 Vavg v(t)dt T
If the vibration at the boundaries of the piston of the motor is given by: 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: i. ii. %3D iii. T 1 Vavg v(t)dt T
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can anyone please solve part b??
![Task 3
a. If the Pressure produced by the gas cylinder of the motor of the
rocket is governed by the below equation:
P = sin*(V)cos³(V)
3
And the energy is given by:
V2
W =
PdV
V1
i.
If V2=2V1, Find W.
ii.
What will be W if V2=4V1.
iii.
Use Matlab or excel to plot the Energy in the interval [0, 2n]
b. If the vibration at the boundaries of the piston of the motor is
given by:
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:
i.
ii.
ii.
T
Vavg
v(t)dt
T](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fcb217768-29bf-4cc9-b843-77a9a8f57082%2Fa975a766-7aad-4890-8e56-1dddaa970d74%2F80w3p91u_processed.png&w=3840&q=75)
Transcribed Image Text:Task 3
a. If the Pressure produced by the gas cylinder of the motor of the
rocket is governed by the below equation:
P = sin*(V)cos³(V)
3
And the energy is given by:
V2
W =
PdV
V1
i.
If V2=2V1, Find W.
ii.
What will be W if V2=4V1.
iii.
Use Matlab or excel to plot the Energy in the interval [0, 2n]
b. If the vibration at the boundaries of the piston of the motor is
given by:
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:
i.
ii.
ii.
T
Vavg
v(t)dt
T
Transcribed Image Text:-T
1
v²(t)dt
VRMS
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