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Can you show step by step calculation. Thank you Find the transfer function X (5) F(s)...
Can you show step by step calculation. Thank
you
Find the transfer function X (5) F(s) and X2() for the mechanical system below F(8) X (1) Ki = 4 N/m K2 = 5 N/m 0000 0000 tvi = 3 N-s/m My = 1 kg fv2 = 3 N-s/m fin 2 N-s/m M2 = 2 kg fv3 =
Find the transfer function, X1(s)/F(s) for the diagram below A consultant engineer is assigned by his...
Find the transfer function, X1(s)/F(s) for the diagram
below
A consultant engineer is assigned by his manager to obtain the transfer function X1 F(s) for train carriage model as shown in Figure below. Given that K1 -5 N/m, K2 = 7 N/m, fv1 = 4 N-s/m.fv2 = 3 N-s/m.fv3 = 2 N-5/m and M1-M2 = 1kg. X1 (t) Xz(t) fv1 M fit Frictionless
Mechanical vibration subject 3. a. Consider the system of Figure 3. If C1 = C2 =...
Mechanical vibration subject
3. a. Consider the system of Figure 3. If C1 = C2 = C3 = 0, develops the equation of motion and predict the mass and stiffness matrices. Note that setting k3 = 0 in your solution should result in the stiffness matrix given by [ky + kz -k2 kz b. constructs the characteristics equation from Question 3(a) for the case m1 = 9 kg, m2 = 1 kg, k1 = 24 N/m, k2 = 3 N/m,...
QUESTION 6 Let fvı and fv(3) in K1 and K3 locations respectively in the figure. No...
QUESTION 6 Let fvı and fv(3) in K1 and K3 locations respectively in the figure. No K1 and K3. Assuming that the force f(t) is from M2 to the left, find the transfer function as X1 (s)/F (S). X2(1) fra K3.1 K 0000 M M 0000 K2 0000 fvi fuz
For a mass-spring-damper mechanical systems shown below, x200) K1-1 N/m 0000 -X,(0) K-1 N/m 00004 =...
For a mass-spring-damper mechanical systems shown below, x200) K1-1 N/m 0000 -X,(0) K-1 N/m 00004 = 1 N-s/m fr2 M1=1 kg = 2 N-s/m M2 -1 kg 13 = 1 N-s/m 1. Find the differential equations relating input force f(t) and output displacement xi(t) and x2(C) in the system. (40 marks) (Hint: K, fy and M are spring constant, friction coefficient and mass respectively) 2. Determine the transfer function G(s)= X1(s)/F(s) (20 marks)
5. Find the transfer function X (3) F(s) and X:(5) F(s) for the mechanical system below...
5. Find the transfer function X (3) F(s) and X:(5) F(s) for the mechanical system below Kj = 4 N/m *(1) K2 = 5 N/m 00002 0000 = 3 N-s/m M =1 kg|fv2 = 3 N-s/m M2 = 2 kg Svz = 2 N-s/m E
4. Determine the transfer function G(s) = for the system shown below. F(s) K1 = 4...
4. Determine the transfer function G(s) = for the system shown below. F(s) K1 = 4 N/m + X(t) →xj(t) K = 5 N/m 0000 M = 1 kg 1v2 = 3 N-s/m M2 = 2 kg f(t) HHH
Additional Prob. 1: Consider a two-mass quarter-car model of a suspension system as shown in figure....
Additional Prob. 1: Consider a two-mass quarter-car model of a suspension system as shown in figure. The system properties are: m1 = 240 kg, m2 = 36 kg, k1 = 1.6 x 104 N/m, k2 = 1.6 x 105 N/m, C1 = 98 N-s/m a. Find equations of motion for the system. c. If y(t) is a unit step function, find the responses X1 and x between 0-10 s using Simulink. m m,
For the system shown in Fig. 1, solve the following problems. (a) Find the transfer function, G(s...
For the system shown in Fig. 1, solve the following problems. (a) Find the transfer function, G(s)X2 (s)/F(s) (b) Does the system oscillate with a unit step input (f (t))? Explain the reason (c) Decide if the system(x2 (t)) is stable with a unit step input (f (t))? Explain the reason 1. 320) 8 kg 2 N/m 4N-s/m 2N-s/m Fig. 1 2. There are two suspensions for a car as shown in Fig. 2 (a) Find the equations of each...
X, 0 K2= 5 N/m 7000 M = 1 kg Sv2 = 3 N-s/m M2= 2...
X, 0 K2= 5 N/m 7000 M = 1 kg Sv2 = 3 N-s/m M2= 2 kg Derive the expression for the he transfer function, G(s) = X1 (S)/Fs) and select the correct answers below. Nega answers.
Can you show step by step calculation. Thank
you
Find the transfer function X (5) F(s) and X2() for the mechanical system below F(8) X (1) Ki = 4 N/m K2 = 5 N/m 0000 0000 tvi = 3 N-s/m My = 1 kg fv2 = 3 N-s/m fin 2 N-s/m M2 = 2 kg fv3 =
Find the transfer function, X1(s)/F(s) for the diagram
below
A consultant engineer is assigned by his manager to obtain the transfer function X1 F(s) for train carriage model as shown in Figure below. Given that K1 -5 N/m, K2 = 7 N/m, fv1 = 4 N-s/m.fv2 = 3 N-s/m.fv3 = 2 N-5/m and M1-M2 = 1kg. X1 (t) Xz(t) fv1 M fit Frictionless
Mechanical vibration subject
3. a. Consider the system of Figure 3. If C1 = C2 = C3 = 0, develops the equation of motion and predict the mass and stiffness matrices. Note that setting k3 = 0 in your solution should result in the stiffness matrix given by [ky + kz -k2 kz b. constructs the characteristics equation from Question 3(a) for the case m1 = 9 kg, m2 = 1 kg, k1 = 24 N/m, k2 = 3 N/m,...
QUESTION 6 Let fvı and fv(3) in K1 and K3 locations respectively in the figure. No K1 and K3. Assuming that the force f(t) is from M2 to the left, find the transfer function as X1 (s)/F (S). X2(1) fra K3.1 K 0000 M M 0000 K2 0000 fvi fuz
For a mass-spring-damper mechanical systems shown below, x200) K1-1 N/m 0000 -X,(0) K-1 N/m 00004 = 1 N-s/m fr2 M1=1 kg = 2 N-s/m M2 -1 kg 13 = 1 N-s/m 1. Find the differential equations relating input force f(t) and output displacement xi(t) and x2(C) in the system. (40 marks) (Hint: K, fy and M are spring constant, friction coefficient and mass respectively) 2. Determine the transfer function G(s)= X1(s)/F(s) (20 marks)
5. Find the transfer function X (3) F(s) and X:(5) F(s) for the mechanical system below Kj = 4 N/m *(1) K2 = 5 N/m 00002 0000 = 3 N-s/m M =1 kg|fv2 = 3 N-s/m M2 = 2 kg Svz = 2 N-s/m E
4. Determine the transfer function G(s) = for the system shown below. F(s) K1 = 4 N/m + X(t) →xj(t) K = 5 N/m 0000 M = 1 kg 1v2 = 3 N-s/m M2 = 2 kg f(t) HHH
Additional Prob. 1: Consider a two-mass quarter-car model of a suspension system as shown in figure. The system properties are: m1 = 240 kg, m2 = 36 kg, k1 = 1.6 x 104 N/m, k2 = 1.6 x 105 N/m, C1 = 98 N-s/m a. Find equations of motion for the system. c. If y(t) is a unit step function, find the responses X1 and x between 0-10 s using Simulink. m m,
For the system shown in Fig. 1, solve the following problems. (a) Find the transfer function, G(s)X2 (s)/F(s) (b) Does the system oscillate with a unit step input (f (t))? Explain the reason (c) Decide if the system(x2 (t)) is stable with a unit step input (f (t))? Explain the reason 1. 320) 8 kg 2 N/m 4N-s/m 2N-s/m Fig. 1 2. There are two suspensions for a car as shown in Fig. 2 (a) Find the equations of each...
X, 0 K2= 5 N/m 7000 M = 1 kg Sv2 = 3 N-s/m M2= 2 kg Derive the expression for the he transfer function, G(s) = X1 (S)/Fs) and select the correct answers below. Nega answers.
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