ISe,000 CS 10,000s X, aasooo000O Ys + 290 Cs3 + 41850000 t IS0,000 +aasoo000oO the damping zela = 0707 Find value of c' where
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- What is the deformation response factor for a damped system with stiffness of 800N/m, and a mass of 18kg? The system is being forced by an oscillating load of 6sin(2πt)kN and has a damping ratio of 0.33. Give the solution to 3dp.Based on the pic attached, If component B of #6 is changed to 3 parallel components and each has thesame reliability, what is the system reliability now? pls provide celaar solutions detailed thanksrecommendation on how to solve dmaping factor in single free dampe vibration. show steps
- Compute the maximum percent overshoot 100Mp and the 2% settling time ts that correspondto wn = 1 ???/???, damping ratio= 0.707.Don't give incorrect solution..A structure is modeled as a damped oscillator having a spring constant k = 30 kip/in and undamped natural frequency = 25 rad/sec. Experimentally it was found that a force of 1 kip produced a relative velocity of 1.0 in/sec in the damping element. Determine: a) The damping ratio §. b) The damped period TD.What kind of a free vibration with a response of (d^2 x/dt^2) + 6(dx/dt) + 9x = 0. Initial displacement and velocity are 0 and 1 m/s respectively Overdamped Critically damped Undamped Underdamped
- Piston (M=5kg) is driven when the fly wheel (r=0.1m, J=0.5kgm^2) moves the arm (L=0.2m,m=1kg). The stiffness k=100N/m come Fron compression of gas. What is the natural frequency of the systemSolve for the Vrms (magnitude only) across the capacitive reactance if R2 = 1082 ohms and Xc = 2328 ohms.alas 30 For a damped one DOF system where m, c, andkare shown below: (a) k = 10 N/m, m 10 kg, c = 10 kg/s, (b) k = 2.5 N/m, m 10 kg, c = 10 kg/s, (c) k = 1 N/m, m = 10 kg, c = 10 kg/s. Calculate for each case the value of natural frequency in rad/sec; time of period in sec; critical damping coefficient, damping ratio; Are these systems overdamped, underdamped, ?or critically damped 30.
- Please show step-by-step calcultion to find the damping ratios of the two modes.(machine dynamıc) In a damped free-vibrating mass spring damper system, the mass is 1.9kg, the spring constant is 7550N/m, the amplitude of the 1st cycle is 0.35 cm, and the amplitude after 5 cycles is 0.07 cm.a) The natural frequency of the systemb) The damping degree of the systemc) Find the freely damped vibration frequency of the system.When presented as a free response to a 2kg mass system, a static strain test was conducted and a stiffness of 1.5KN/m was given. The first highest amplitude was 9 mm at t1 and the second highest was 1 mm at 12 had an amplitude of 1 mm at t2. Calculate the attenuation factor.