Break down how got the answer simply? For period what is as? 5. A mechanical oscillator with a quality factor of 2 comprises a mass of 50 g attachedto a spring of stiffness 3250 N/m. When the mass is subject to an oscillating drivingforce of magnitude 20 N, the resultant frequency of oscillation of the system is 50 Hz.a). Calculate the value of the mechanical resistance, Rm, for the system.b). What percentage of the maximum power is dissipated in the system when is itdriven to oscillate at 50 Hz?c). State whether the system is underdamped, critically damped or overdamped whenthe driving force is turned off and justify your answer.6. A source of vibration begins abruptly and is represented by the equation:X1 5.2 e j(oot - 0.5)where the phase is given in radians.A second source of vibration of the same frequency as the first, begins 5ms after thefirst and is twice as loud. Write down the equation for this second vibration, x2 in thesame form as x₁ if both vibrations have a frequency of 55Hz.Time delayD.Moran 3)xCineniDfimeHPerial of 1 oscillation T=4 = 550.018sX = S.Z= SSH₂ For XlXz³Wt-0.5)evenceSo phare differen.(radians)Phase ofSms (0.005s)=between xlx ₂=between X, IX₂0.0050.0181.35X2TDradians1.75 + (0.5)1.25radiansis twice X₁ je. 2X5.2=10Amplitude of X₂So, x ₂ = 10.4 + +1.25)x₂ =

Consider the question 6, write the given data. Equation of source of…

Answered: 6. A source of vibration begins…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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A vibrating system has the following parameters: m = 18 kg, K = 70 N / cm,c = 0.8 N.s / cm. Determine: a) The damping factor ξ, b) The frequency ofdamped oscillation ωD, c) the logarithmic decrease, d) the ratio of two amplitudes any consecutive and e) The equation of the general position X (t)
2. A damped harmonic oscillator consists of a block (m = 2.00 kg), a spring (k = 10.0 N/m), and a damping force (F = –bv). Initially, it oscillates with an amplitude of 25.0 cm; because of the damping, the amplitude falls to three-fourths of this initial value at the completion of four oscillations. (Halliday, Resnick & Walker, 2011) (a) What is the value of b? (b) How much energy has been "lost" during these four oscillations?
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5B Material point of mass m moves under the influence of force F-kr=-krî With in other words, the mass m is at the tip of an isotropic harmonic oscillator with equilibrium position at the origin of the axes. c) To qualitatively study the movement of the mass m for all its permissible values of total energy of E and L 0. d) To qualitatively study the movement of the mass m for all its permissible values of total energy of E and L = 0.

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