Please answer number two in detail. Thanks.
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Using the Following Functions G()1672) and H() - 54 S+1 s(s+2) 1. Enter the G(s) and H(s) functio...
MATLAB questions. Please answer everything and explain for question 2. Using the Following Functions G()1672) and...
MATLAB questions. Please answer everything and explain for
question 2.
Using the Following Functions G()1672) and H() - 54 S+1 s(s+2) 1. Enter the G(s) and H(s) functions. (Take advantage of using either symbolic tool or entering vector format with Commands like tf to generate the transfer function.) Your goal is to find the following: a) X(s) G(s) H(s) Y(s) Cascade system b) X1(s) G(s) Y(s) Parallel System X2(s) H(s) c) Feedback System (Hint: Use commands like cascade(tf), parallel(tf) and...
Using the Following Functions G(s) = 1 and H(s) = 1 1. Enter the G(s) and...
Using the Following Functions G(s) = 1 and H(s) = 1 1. Enter the G(s) and H(s) functions. (Take advantage of using either symbolic tool or entering vector format with Commands like tf to generate the transfer function.) Your goal is to find the following a) X(5) - O Y ) Cascade system b) XI(6) — 6) → Y(s) Parallel System X2(8) — 20) R(S) O G() Yes H(s) Feedback System (Hint: Use commands like cascade(tf), parallel(tf) and feedback(tt)) 2....
Given the following system, where Gs(s) - -e2) Given the following system, where Gc(s) S+3 3s++2)...
Given the following system, where Gs(s) - -e2) Given the following system, where Gc(s) S+3 3s++2) and H(s)s R(S) . Gc(s) G(s) Y(s) SOLVE IN MATLAB CODE ONLY Obtain the transfer function of the system above. Find zeros, poles, and gain of the transfer function and plot zeros and poles. Rewrite the transfer function using the partial fraction expansion. Graph the Step response. Graph the impulse response.
1. Consider the unity feedback system shown in figure 1 with G(S) -2sti a) Determine the...
1. Consider the unity feedback system shown in figure 1 with G(S) -2sti a) Determine the closed loop transfer function TF(s) γ(s) R(s) What are the poles and zeros of TF1(s)? [2 marks] b) For TF(s), calculate the DC gain, natural frequency and damping ratio. Classify TF1(s) as underdamped overdamped, critically damped or undamped [3 marks] c) Use the initial value theorem and final value theorem to determine the initial value (Mo) and final value (M) of the [2 marks]...
1. Write the MATLAB commands (tf.) and zpk (...)) that yield the following trans fer functions:...
1. Write the MATLAB commands (tf.) and zpk (...)) that yield the following trans fer functions: ii) Hy=1+1+ ii) H3-3-*+-1 (s + 1)( -2) iv) H. - 3)(8 + 4) 2. Consider the feedback system: C(0) = K * G(s) Determine the values of K, a, and b of C(s) such that the dominant-closed loop poles are located at $12 = -1 j. Use the root locus method. Provide the locations of the dominant poles. You should include the root...
03. (a) Consider the block diagram shown in Figure 3.1, and assume G(s)= 3. G,(s) and...
03. (a) Consider the block diagram shown in Figure 3.1, and assume G(s)= 3. G,(s) and G,(s) 5+2 Y(s) R(S) G,() Gy(s) G;(s) Figure 3.1 3 (0) Y(s) Derive the system transfer function H(s)= of the system. Plot the R(s) poles and zeros of H(s) in the complex s-plane. State whether the system is stable or not stable, and why. [10 marks) (11) Obtain the impulse response of the system, that is ylt) for r(t)= 8(t). Evaluate the final value...
5. A milling machine has the following open-loop transfer function: (s 1)(s+3) Draw a block diagram describing a negati...
5. A milling machine has the following open-loop transfer function: (s 1)(s+3) Draw a block diagram describing a negative feedback system that includes a plant a) with transfer function of Gi(s) and a cascade proportional controller with a gain of K. b) Write the closed-loop transfer function for such a negative feedback system c The plant has poles that are solutions to P(s) 0 and zeros that are the solutions to Z(s)-0. Write an equation involving K, P(s) and Z(s)...
Problems: Consider the following system, G11(s) G12(8) G21 (s) G22(s) S+I S+2 G(s) 1S+2 s+1 and...
Problems: Consider the following system, G11(s) G12(8) G21 (s) G22(s) S+I S+2 G(s) 1S+2 s+1 and answer the following questions 1. Find the poles and zeros for each SISO transfer function G1 (s), G12(s), G21 (s) and G22(s) 2. For each SISO transfer function, eg, Yu (s) = G11(s)U1 (s), calculate a state space realization. 3. Explain how to obtain G(s) by connecting the four SISO transfer functions from 2 and calculate a state space realization for G(s) based on...
1.Using the transformed-Z unilateral determine and [n] for n20 for 7t With y [-1] 1 2. it wants to design a system,...
1.Using the transformed-Z unilateral determine and [n] for n20 for 7t With y [-1] 1 2. it wants to design a system, linear and invariant in the time with the property that for the entry unun 1 The corresponding output is 2) un) determine the transfer function H (z) and the response to the impulse H [n] of the would fulfill the response condition system that Graph the map of poles and zeros in the complex plane. . Find the...
2. For the transfer functions in problem 1 (a)(d)(e), find the corresponding impulse response functions h(t) using par...
2. For the transfer functions in problem 1 (a)(d)(e), find the corresponding impulse response functions h(t) using partial fraction expansion and determine the value of lim h(t) if the limit exists. Verify that lim- n(t)-0 for stable systems. (optional) After performing the partial fraction expansion by hand (required), yoiu are encouraged to use MATLAB to verify your results. MATLAB has a function called 'residue' that can calculate poles (pi) and residues (ci). For example, the following line will calculate the...
MATLAB questions. Please answer everything and explain for
question 2.
Using the Following Functions G()1672) and H() - 54 S+1 s(s+2) 1. Enter the G(s) and H(s) functions. (Take advantage of using either symbolic tool or entering vector format with Commands like tf to generate the transfer function.) Your goal is to find the following: a) X(s) G(s) H(s) Y(s) Cascade system b) X1(s) G(s) Y(s) Parallel System X2(s) H(s) c) Feedback System (Hint: Use commands like cascade(tf), parallel(tf) and...
Using the Following Functions G(s) = 1 and H(s) = 1 1. Enter the G(s) and H(s) functions. (Take advantage of using either symbolic tool or entering vector format with Commands like tf to generate the transfer function.) Your goal is to find the following a) X(5) - O Y ) Cascade system b) XI(6) — 6) → Y(s) Parallel System X2(8) — 20) R(S) O G() Yes H(s) Feedback System (Hint: Use commands like cascade(tf), parallel(tf) and feedback(tt)) 2....
Given the following system, where Gs(s) - -e2) Given the following system, where Gc(s) S+3 3s++2) and H(s)s R(S) . Gc(s) G(s) Y(s) SOLVE IN MATLAB CODE ONLY Obtain the transfer function of the system above. Find zeros, poles, and gain of the transfer function and plot zeros and poles. Rewrite the transfer function using the partial fraction expansion. Graph the Step response. Graph the impulse response.
1. Consider the unity feedback system shown in figure 1 with G(S) -2sti a) Determine the closed loop transfer function TF(s) γ(s) R(s) What are the poles and zeros of TF1(s)? [2 marks] b) For TF(s), calculate the DC gain, natural frequency and damping ratio. Classify TF1(s) as underdamped overdamped, critically damped or undamped [3 marks] c) Use the initial value theorem and final value theorem to determine the initial value (Mo) and final value (M) of the [2 marks]...
1. Write the MATLAB commands (tf.) and zpk (...)) that yield the following trans fer functions: ii) Hy=1+1+ ii) H3-3-*+-1 (s + 1)( -2) iv) H. - 3)(8 + 4) 2. Consider the feedback system: C(0) = K * G(s) Determine the values of K, a, and b of C(s) such that the dominant-closed loop poles are located at $12 = -1 j. Use the root locus method. Provide the locations of the dominant poles. You should include the root...
03. (a) Consider the block diagram shown in Figure 3.1, and assume G(s)= 3. G,(s) and G,(s) 5+2 Y(s) R(S) G,() Gy(s) G;(s) Figure 3.1 3 (0) Y(s) Derive the system transfer function H(s)= of the system. Plot the R(s) poles and zeros of H(s) in the complex s-plane. State whether the system is stable or not stable, and why. [10 marks) (11) Obtain the impulse response of the system, that is ylt) for r(t)= 8(t). Evaluate the final value...
5. A milling machine has the following open-loop transfer function: (s 1)(s+3) Draw a block diagram describing a negative feedback system that includes a plant a) with transfer function of Gi(s) and a cascade proportional controller with a gain of K. b) Write the closed-loop transfer function for such a negative feedback system c The plant has poles that are solutions to P(s) 0 and zeros that are the solutions to Z(s)-0. Write an equation involving K, P(s) and Z(s)...
Problems: Consider the following system, G11(s) G12(8) G21 (s) G22(s) S+I S+2 G(s) 1S+2 s+1 and answer the following questions 1. Find the poles and zeros for each SISO transfer function G1 (s), G12(s), G21 (s) and G22(s) 2. For each SISO transfer function, eg, Yu (s) = G11(s)U1 (s), calculate a state space realization. 3. Explain how to obtain G(s) by connecting the four SISO transfer functions from 2 and calculate a state space realization for G(s) based on...
1.Using the transformed-Z unilateral determine and [n] for n20 for 7t With y [-1] 1 2. it wants to design a system, linear and invariant in the time with the property that for the entry unun 1 The corresponding output is 2) un) determine the transfer function H (z) and the response to the impulse H [n] of the would fulfill the response condition system that Graph the map of poles and zeros in the complex plane. . Find the...
2. For the transfer functions in problem 1 (a)(d)(e), find the corresponding impulse response functions h(t) using partial fraction expansion and determine the value of lim h(t) if the limit exists. Verify that lim- n(t)-0 for stable systems. (optional) After performing the partial fraction expansion by hand (required), yoiu are encouraged to use MATLAB to verify your results. MATLAB has a function called 'residue' that can calculate poles (pi) and residues (ci). For example, the following line will calculate the...
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