(a) A simple harmonic motion as shown in Figure Q1(a) has a maximum velocity of (P+1) m/s with (Q+2) second(s) of the period of oscillator. If the mass is released with an initial displacement of (R+1) mm, (i) Define appropriate equation of x, i and ë for simple harmonic motion (ii) Determine the amplitude, initial velocity, maximum acceleration, and phase angle of the system

Elements Of Electromagnetics
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subject (vibration)

pls use this matrix num sir ( AD 200153)

Figure Q1(a)
Transcribed Image Text:Figure Q1(a)
(a)
A simple harmonic motion as shown in Figure Q1(a) has a maximum velocity of
(P+1) m/s with (Q+2) second(s) of the period of oscillator. If the mass is released
with an initial displacement of (R+1) mm,
(i)
Define appropriate equation of x,x and ä for simple harmonic motion
(ii)
Determine the amplitude, initial velocity, maximum acceleration, and phase
angle of the system
Note Q1(a): The values of P, Q and R depend on the respective 4th, 5th, and 6th
digits of your matric number as in the following number format: AD XXXPQR. For
example, if your matric number is AD 170154 gives the values P = 1, Q = 5 and R
= 4, thus maximum velocity is (1+1) = 2 m/s, period of the oscillator is (5+2) = 7 s
and the initial displacement is (4+1) =5 mm
Transcribed Image Text:(a) A simple harmonic motion as shown in Figure Q1(a) has a maximum velocity of (P+1) m/s with (Q+2) second(s) of the period of oscillator. If the mass is released with an initial displacement of (R+1) mm, (i) Define appropriate equation of x,x and ä for simple harmonic motion (ii) Determine the amplitude, initial velocity, maximum acceleration, and phase angle of the system Note Q1(a): The values of P, Q and R depend on the respective 4th, 5th, and 6th digits of your matric number as in the following number format: AD XXXPQR. For example, if your matric number is AD 170154 gives the values P = 1, Q = 5 and R = 4, thus maximum velocity is (1+1) = 2 m/s, period of the oscillator is (5+2) = 7 s and the initial displacement is (4+1) =5 mm
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