A single degree damped vibrating system is formed of a block of mass m = 5 kg, a spring of K = 100 N/m and a damper of damping constant C. The initial position of the block is at xo = 100 mm. The system was initially at rest. The figure below represents the variation of the displacement of the block with respect to time. Determine the response of at t = 2s for x₁ = 60 mm. Xo Wd Choose... X(t) Zetta Choose... Choose... A t

A single degree damped vibrating system is formed of a block of mass m = 5 kg, a spring of K = 100 N/m and a damper of damping constant C. The initial position of the block is at xo = 100 mm. The system was initially at rest. The figure below represents the variation of the displacement of the block with respect to time. Determine the response of at t = 2s for x₁ = 60 mm. Xo Wd Choose... X(t) Zetta Choose... Choose... A t

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

See similar textbooks

Similar questions

Q2: For a system the equations of motion are as shown below, find frequencies and mode shapes. Т Ţ X₂(1) muqu k, = k m₁ = m k₂= nk m₂ = m k₁ = k
Determine the damping factor and natural frequency for the second-order system below and determine the type of response. ωn= ζ = system type =
A linear dashpot of damping coefficient c is added to the system as shown in Figure lb. Given the following parameters: L= 0.4 m, b = 0.1 m, m=1.5 kg, k = 50 N/m and c=100 Ns/m, determine an expression for the response of the system if the initial angular displacement and initial angular velocity are 0 rad and 1.5 rad/s respectively. k ww L O. Figure lb
Find the free-vibration response of a spring-mass system subject to Coulomb damping for the following initial conditions x(0) = 0.5 m, *(0) = 0. Data: m= 10kg, k = 200 N/m, µ = 0.5. Q1 . ...
vibrations, please help
6. Determine the response of a system with a degree of freedom to an F impulse for the following data: m = 3kg, c = 5 Ns/m, k = 17 N/m, F = 6. The answer has the format below: x(t) = Xe wnt sen(wat) Determine the value of amplitude X.
Figure below shows a single degree of freedom system. The system has a moment of inertia I =37 kg.m² about point O, the stiffness and damping values are k =548 N/m and C =113 N.s/m, respectively. Considering a =1.6 m and b =0.7 m, find the damped natural frequency of the system in rad/s. a b C www
4. If the frame in question 1(b) has a damping ratio of 10% and a force P(t) = (1kN).sincot is applied when it is initially at rest (@=0.2502), calculate it displacement response u(t), and plot on the u-t plane. m EI=0 h EI EI 2h (b)
Find the natural response of the following spring–mass system with m=1,k= 1 and the initial position and velocity being both equal to 1. Please answer in typing format please
Q2\\ For the System shown in figure determine 1. Equation of Motion 2. Find the response of the system, as the initial condition is (X = 2 cm at the block). Note: m= 1kg. M 3 kg, c= S0 N-s/m, k-200 N/m, and r- 10 cm. and determine the response after 10 sec. 2r Activate
Q1 The mass of the mass-spring-damper system in the figure is subjected to an externally applied periodic force F(t) = 16 sin4t at time t = 0. Using Laplace transform, determine 1 the resulting displacement x(t) of the mass at time t given that x(0) = and x'(0) = 1. 2 B = 6 K = 16 x(t) M = 1 F(t) = 16 sin4t
Find the response of a damped spring-mass system when a force F(t), as shown in Figure, acts on the mass m. Assume k = 2500 N/m, c= 10 N-s/m, m = 0.25 kg, T= 2 sec and consider first three harmonics. F(1) +1 2r Time t Figure