For a Mechanical Engineering
System Dynamics class
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For a Mechanical Engineering
System Dynamics class
2. i) Obtain the state model for the reduced-form...
2. i) Obtain the state model for the reduced-form model 28 + 61 + 12x =...
2. i) Obtain the state model for the reduced-form model 28 + 61 + 12x = 10y(t). Use x, and xz as the state variables. Put the equations in standard form and find [A] and [B] matrices. ii) where f (t) and f (t) are the inputs, Given the state-variable model i; = x; – 5x, +f,(t) * = -30x, +10f20) and the output equations Y; = x; – x2 + f (0) Y2 = x2 Yz = -x +...
i) Obtain the state model for the reduced-form model 2x + 68 + 12x = 10y(t)....
i) Obtain the state model for the reduced-form model 2x + 68 + 12x = 10y(t). Use x, and xz as the state variables. Put the equations in standard form and find [A] and [B] matrices. Given the state-variable model = x; – 5x, + f(t) , where fi(t) and f (t) are the inputs, *, = -30x, +10/20 and the output equations y = x; – x2 + f,0 y2 = x2 Y; = -x + f20 obtain the...
Obtain the state model for the reduced-form model 2x + 6x + 12x = 10y(t). Use...
Obtain the state model for the reduced-form model 2x + 6x + 12x = 10y(t). Use x; and.x, as the state variables. Put the equations in standard form and find [A] and [B] matrices. whereſ (1) and S(1) are the inputs, ii) Given the state-variable model *; = x; - 5x, +1,0 , = -30x, +10/20 and the output equations y = x; – X, +1,0) Y2 = x Y = -x; + f₂ (1) obtain the expressions for the...
For a Mechanical Engineering System Dynamics class 3. A system is modeled with the following equations....
For a Mechanical Engineering System Dynamics class
3. A system is modeled with the following equations. * = y – 5x + d(t) y = 10f (t) – 30x The outputs are x(t) and y(t); the inputs are f(t) and d(t). a) b) c) From the two equations above, draw a complete block diagram for the model with X(s) at the rightmost position and F(s) at the leftmost position. All arrows must be shown clearly. Indicate the location of Y(s)...
Please explain the state equations for the given reduced-form model. Use x x as state lables....
Please explain
the state equations for the given reduced-form model. Use x x as state lables. Let x-x and x2 5x + 7x + 4x =f(r) points Check All That Apply Q, Search or enter website name 2 3 4 5 6 7
c(s), A system has a block diagram as shown. The input is R(s) and the output...
c(s), A system has a block diagram as shown. The input is R(s) and the output is C(s). a) Using only the block diagram reduction method", find the transfer function of the system. b) Determine the characteristic function and the order of the system. c) Find the characteristic roots of the system. d) Find the natural frequency of the system. e) Find the damped natural frequency of the system. 8 * NOTE: All stages of block diagram reduction must be...
Answer Q.2,3,4 and 5 9:56 Done 5 of 7 04. a) Obtain the state variable model...
Answer Q.2,3,4 and 5
9:56 Done 5 of 7 04. a) Obtain the state variable model of the following system. Find A and B matrices in standard form. 3X(t) 6X(t) + 12 X()+3 Y (t) U() 4 Y(t) + 4 X(t)+8 Y(t)-12 U(t) b) Let the Outputs be X and Y + U(you might have renamed those variables. Use names), find C and D metrices in standard form. your new os.a) Draw a block diagram for h folowing model. The...
1. For the mechanical system shown, A. Obtain the differential equations and set them in the...
1. For the mechanical system shown, A. Obtain the differential equations and set them in the matrix form. 2m B. find the natural frequencies and related amplitude ratios as functions of m and k. C. For m 4 Kg, k= 100 N/m, x,(0) 1, X2(0) 1, 1 (0) 0, *2(0) 0, find x (t) and x2 (t) in normal and general vibrations E WW
1. For the mechanical system shown, A. Obtain the differential equations and set them in the...
Required information Use MATLAB to create a state variable model and obtain the expressions for the...
Required information Use MATLAB to create a state variable model and obtain the expressions for the matrices A, B, C, and D. Consider the following equation to obtain the state model: Y() F(x) The input is no) and the output is y. Multiple Choice A = [0 1.25], B- - [8], 0 - 1 - 2 - 3 and D -(0) O A-173],3-[a] .c -60, and D - 10 1.25) A-[7.], B-[].C-10 1.25), and D - (0) A-10), B =[],c-[72]...
5. (10 points) Obtain the state model for the two-mass system whose equations of motion are...
5. (10 points) Obtain the state model for the two-mass system whose equations of motion are given below. The function f(t) is the input to the system. Identify the A and B matrices.
2. i) Obtain the state model for the reduced-form model 28 + 61 + 12x = 10y(t). Use x, and xz as the state variables. Put the equations in standard form and find [A] and [B] matrices. ii) where f (t) and f (t) are the inputs, Given the state-variable model i; = x; – 5x, +f,(t) * = -30x, +10f20) and the output equations Y; = x; – x2 + f (0) Y2 = x2 Yz = -x +...
i) Obtain the state model for the reduced-form model 2x + 68 + 12x = 10y(t). Use x, and xz as the state variables. Put the equations in standard form and find [A] and [B] matrices. Given the state-variable model = x; – 5x, + f(t) , where fi(t) and f (t) are the inputs, *, = -30x, +10/20 and the output equations y = x; – x2 + f,0 y2 = x2 Y; = -x + f20 obtain the...
Obtain the state model for the reduced-form model 2x + 6x + 12x = 10y(t). Use x; and.x, as the state variables. Put the equations in standard form and find [A] and [B] matrices. whereſ (1) and S(1) are the inputs, ii) Given the state-variable model *; = x; - 5x, +1,0 , = -30x, +10/20 and the output equations y = x; – X, +1,0) Y2 = x Y = -x; + f₂ (1) obtain the expressions for the...
For a Mechanical Engineering System Dynamics class
3. A system is modeled with the following equations. * = y – 5x + d(t) y = 10f (t) – 30x The outputs are x(t) and y(t); the inputs are f(t) and d(t). a) b) c) From the two equations above, draw a complete block diagram for the model with X(s) at the rightmost position and F(s) at the leftmost position. All arrows must be shown clearly. Indicate the location of Y(s)...
Please explain
the state equations for the given reduced-form model. Use x x as state lables. Let x-x and x2 5x + 7x + 4x =f(r) points Check All That Apply Q, Search or enter website name 2 3 4 5 6 7
c(s), A system has a block diagram as shown. The input is R(s) and the output is C(s). a) Using only the block diagram reduction method", find the transfer function of the system. b) Determine the characteristic function and the order of the system. c) Find the characteristic roots of the system. d) Find the natural frequency of the system. e) Find the damped natural frequency of the system. 8 * NOTE: All stages of block diagram reduction must be...
Answer Q.2,3,4 and 5
9:56 Done 5 of 7 04. a) Obtain the state variable model of the following system. Find A and B matrices in standard form. 3X(t) 6X(t) + 12 X()+3 Y (t) U() 4 Y(t) + 4 X(t)+8 Y(t)-12 U(t) b) Let the Outputs be X and Y + U(you might have renamed those variables. Use names), find C and D metrices in standard form. your new os.a) Draw a block diagram for h folowing model. The...
1. For the mechanical system shown, A. Obtain the differential equations and set them in the matrix form. 2m B. find the natural frequencies and related amplitude ratios as functions of m and k. C. For m 4 Kg, k= 100 N/m, x,(0) 1, X2(0) 1, 1 (0) 0, *2(0) 0, find x (t) and x2 (t) in normal and general vibrations E WW
1. For the mechanical system shown, A. Obtain the differential equations and set them in the...
Required information Use MATLAB to create a state variable model and obtain the expressions for the matrices A, B, C, and D. Consider the following equation to obtain the state model: Y() F(x) The input is no) and the output is y. Multiple Choice A = [0 1.25], B- - [8], 0 - 1 - 2 - 3 and D -(0) O A-173],3-[a] .c -60, and D - 10 1.25) A-[7.], B-[].C-10 1.25), and D - (0) A-10), B =[],c-[72]...
5. (10 points) Obtain the state model for the two-mass system whose equations of motion are given below. The function f(t) is the input to the system. Identify the A and B matrices.
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