How to answer this Question 4 ISoalan 4 Figure 3 represents suspension The multi-degrees-of-freedom system shown...
How to answer all of this? Soalan Consider a particle attached to a spring executing a motion x Asin(ot +0) with A 0.32 m,t 0, x= -0.07 m and a velocity -2 m/s. The total energy is 5.6 J.Determine, A-0324 Pertimbangkan partike! yang dipasangkan pada pegar melakranakan gerakan xAsin (at0 dengan A 0.32 m, 0 a berada pada x = 0.07 m dan halaju-2 m/ V=-L Jumlah tenaga adalah 5.6 J. Tentukan (i) phase, 0.22 a fasa e (5 Marks/Markah)...
Consider the multi-degree of freedom system shown in Fig 1. Let the first four spring constants k; = 1 N/m {i=1,..4}, the final spring constant be kg = 2 N/m, the exterior masses mi = m = 3 kg, and the interior masses m2 = m3 = 1 kg. Jovit cum alv Lampu Milli MÁV DLİNE Derive the set of scalar equations of motion of the system, written in ma- trix/vector form.
1. A suspension system shown in the figure is modified by adding two additional springs each with a spring constant of k, kN/m in addition to the other existing three springs with k 90 kN/m each. The design also adds two additional dampers in addition to the two existing dampers each with the same viscous damping coefficient c (= 4000 Ns/m). The viscous damping ratiofor the underdamped system, 7 is 0.95. The mass of the system, m = 150 kg....
09. For the two degrees of freedom system shown in Figure 4, determine the steady state response of the system due to a sinusoidal force Fi() 10sin10r applied to the mass block whose displacement isn. Given m = 10 kg, k = 1000N rn and the equations of motion of the system are -지 3m 09. For the two degrees of freedom system shown in Figure 4, determine the steady state response of the system due to a sinusoidal force...
Problem 5 (20%) For the system shown in Figure 5, a. How many degrees of freedom is this system and why? (5) b. If x3 0 (the upper end is fixed and K1 and K2=K Write the equations of motion. Set the necessary matrix to find the natural frequencies and mode shapes (5) (5) (5) 1. 2. 3. Determine and explain how to get the natural frequencies. m2 Figure 5 www Problem 5 (20%) For the system shown in Figure...
Q3. For the rotational system subjected to an applied torque Mocosout shown in Figure 3, the rotary inertia of the rigid bar about the hinge O can be calculated by Jo =7ml /48. Given k = 5,000N/m, 1 - 1m, m = 20 kg, Mo = 100 Nm, c = 130 rpm. Assume rotation angle is very small, (i) Draw the free body diagram; (ii) Use Newton's 2nd law to derive the equation of motion of the system; and (iii)...
can you calculate this question and explain why? thanks The electromagnet system shown in Figure 1 is used to lift a section of steel channel. The coil has 2000 turns and a resistance of 2 Q. The dimensions of the magnetic system are shown in the figure. The air gap 'g' is 0.5 cm. The reluctances of the electromagnet and channel can be ignored. 4T x10 H/m. 2. The permeability of free space is Find the flux and flux density...