Homework Answers
I have uploaded Matlab simulation also compare it.hope you understand.
Problem (4): Sketch the root locus plot for a system, whose transfer function are given by 10 K (s2 +3 s+7) the complex poles. G(s) (s +3) i) Determine the joo -axis crossing, breakaway point and the...
Problem (4): Sketch the root locus plot for a system, whose transfer function are given by 10 K (s2 +3 s+7) the complex poles. G(s) (s +3) i) Determine the joo -axis crossing, breakaway point and the angle of departure from (i) Determine the value of the gain for which the closed loop system will have a pole at (-10)
Problem (4): Sketch the root locus plot for a system, whose transfer function are given by 10 K (s2 +3...
Given a transfer function: a. Sketch the root locus of G(s) b. Calculate the proportional gain required for to place the dominant poles at this point: s = -1.5-j3.5 c for G(s) give the controller :...
Given a transfer function:
a. Sketch the root locus of G(s)
b. Calculate the proportional gain required for to place the
dominant poles at this point: s = -1.5-j3.5
c for G(s) give the controller :
considered closed loop, plot root locus for this system
7 (s + 5) (s + 2)(s2 + 6s + 10) G (s) H(s) = Ks +5
7 (s + 5) (s + 2)(s2 + 6s + 10) G (s)
H(s) = Ks +5
3. Consider the system shown below. For this system. G(s) s(s+1)(s 2) H(s)1 We assume that the value of the gain K is nonnegative. Sketch the root locus plot and determine the K value such that the d...
3. Consider the system shown below. For this system. G(s) s(s+1)(s 2) H(s)1 We assume that the value of the gain K is nonnegative. Sketch the root locus plot and determine the K value such that the damping ratio of a pair of dominant complex-conjugate closed-loop poles is 0.5. Ri)1 C(s)
3. Consider the system shown below. For this system. G(s) s(s+1)(s 2) H(s)1 We assume that the value of the gain K is nonnegative. Sketch the root locus plot...
Q5. Sketch the root locus for the open loop transfer function given below: (25 marks) G(s)H(S)...
Q5. Sketch the root locus for the open loop transfer function given below: (25 marks) G(s)H(S) = K(s + 1) S2 + 0.45 + 0.4
Given the transfer function 4. G(s)H(s) - (s + 8) (s +6s + 13) (a) Sketch the root locus plot using Matlab. (b) Estimate the system gain when the damping ratio is 7 0.707 (c) Add a simple pole, (s...
Given the transfer function 4. G(s)H(s) - (s + 8) (s +6s + 13) (a) Sketch the root locus plot using Matlab. (b) Estimate the system gain when the damping ratio is 7 0.707 (c) Add a simple pole, (s 2), to G (s)H (s) and examine the resulting root locus (d) Add a simple zero, (s +2), to G(s)H(s) and examine the resulting root locus
Given the transfer function 4. G(s)H(s) - (s + 8) (s +6s + 13)...
Sketch the root-locus plot of a unity feedback system. Determine the asymptotes of the root loci....
Sketch the root-locus plot of a unity feedback system. Determine the asymptotes of the root loci. Find the points where root loci cross the imaginary axis and the value of at the crossing points. Find the breakaway point. K(s+9) G(s) =- H(S)=1 s(s+2) (s+5)
[7] Sketch the root locus for the unity feedback system whose open loop transfer function is K G(s) Draw the root locus...
[7] Sketch the root locus for the unity feedback system whose open loop transfer function is K G(s) Draw the root locus of the system with the gain K as a variable s(s+4) (s2+4s+20)' Determine asymptotes, centroid,, breakaway point, angle of departure, and the gain at which root locus crosses jw -axis.
[7] Sketch the root locus for the unity feedback system whose open loop transfer function is K G(s) Draw the root locus of the system with the gain...
1) Plot the root locus of the system whose characteristic equation is 2) Plot the root locus of the closed loop system whose open-loop transfer function is given as 2s + 2 G(S)H(S)+7s3 +10s2 3)...
1) Plot the root locus of the system whose characteristic equation is 2) Plot the root locus of the closed loop system whose open-loop transfer function is given as 2s + 2 G(S)H(S)+7s3 +10s2 3) Plot root locus of the closed-loop system for which feedforward transfer function is s + 1 G(S) s( ) St(s - and feedback transfer function is H(S)2 +8s +32
1) Plot the root locus of the system whose characteristic equation is 2) Plot the root...
Sketch the root locus plot of a unity feedback system with an open loop transfer function...
Sketch the root locus plot of a unity feedback system with an open loop transfer function G(s) = K / s (s+2) (s+4) Determine the value of K so that the dominant pair of complex poles of the system has a damping ratio of 0.5.
For each of the following feedback systems a. Sketch the Root Locus b. Indicate if there...
For each of the following feedback systems a. Sketch the Root Locus b. Indicate if there are break-in and/or break-away points, and how many c. Indicate if there are asymptotes and how many d. Use hand calculations to compute the break-in/break-away points e. Use hand calculations to compute the asymptotes SYSTEMI 1 G(s) = (s2 + 5s + 4)(s2 + 5s +6) H(s) = (s + 0.5) SYSTEM II G(s) = (s2 – 3s + 2) (52 +3s + 2)...
Problem (4): Sketch the root locus plot for a system, whose transfer function are given by 10 K (s2 +3 s+7) the complex poles. G(s) (s +3) i) Determine the joo -axis crossing, breakaway point and the angle of departure from (i) Determine the value of the gain for which the closed loop system will have a pole at (-10)
Problem (4): Sketch the root locus plot for a system, whose transfer function are given by 10 K (s2 +3...
Given a transfer function:
a. Sketch the root locus of G(s)
b. Calculate the proportional gain required for to place the
dominant poles at this point: s = -1.5-j3.5
c for G(s) give the controller :
considered closed loop, plot root locus for this system
7 (s + 5) (s + 2)(s2 + 6s + 10) G (s) H(s) = Ks +5
7 (s + 5) (s + 2)(s2 + 6s + 10) G (s)
H(s) = Ks +5
3. Consider the system shown below. For this system. G(s) s(s+1)(s 2) H(s)1 We assume that the value of the gain K is nonnegative. Sketch the root locus plot and determine the K value such that the damping ratio of a pair of dominant complex-conjugate closed-loop poles is 0.5. Ri)1 C(s)
3. Consider the system shown below. For this system. G(s) s(s+1)(s 2) H(s)1 We assume that the value of the gain K is nonnegative. Sketch the root locus plot...
Q5. Sketch the root locus for the open loop transfer function given below: (25 marks) G(s)H(S) = K(s + 1) S2 + 0.45 + 0.4
Given the transfer function 4. G(s)H(s) - (s + 8) (s +6s + 13) (a) Sketch the root locus plot using Matlab. (b) Estimate the system gain when the damping ratio is 7 0.707 (c) Add a simple pole, (s 2), to G (s)H (s) and examine the resulting root locus (d) Add a simple zero, (s +2), to G(s)H(s) and examine the resulting root locus
Given the transfer function 4. G(s)H(s) - (s + 8) (s +6s + 13)...
Sketch the root-locus plot of a unity feedback system. Determine the asymptotes of the root loci. Find the points where root loci cross the imaginary axis and the value of at the crossing points. Find the breakaway point. K(s+9) G(s) =- H(S)=1 s(s+2) (s+5)
[7] Sketch the root locus for the unity feedback system whose open loop transfer function is K G(s) Draw the root locus of the system with the gain K as a variable s(s+4) (s2+4s+20)' Determine asymptotes, centroid,, breakaway point, angle of departure, and the gain at which root locus crosses jw -axis.
[7] Sketch the root locus for the unity feedback system whose open loop transfer function is K G(s) Draw the root locus of the system with the gain...
1) Plot the root locus of the system whose characteristic equation is 2) Plot the root locus of the closed loop system whose open-loop transfer function is given as 2s + 2 G(S)H(S)+7s3 +10s2 3) Plot root locus of the closed-loop system for which feedforward transfer function is s + 1 G(S) s( ) St(s - and feedback transfer function is H(S)2 +8s +32
1) Plot the root locus of the system whose characteristic equation is 2) Plot the root...
For each of the following feedback systems a. Sketch the Root Locus b. Indicate if there are break-in and/or break-away points, and how many c. Indicate if there are asymptotes and how many d. Use hand calculations to compute the break-in/break-away points e. Use hand calculations to compute the asymptotes SYSTEMI 1 G(s) = (s2 + 5s + 4)(s2 + 5s +6) H(s) = (s + 0.5) SYSTEM II G(s) = (s2 – 3s + 2) (52 +3s + 2)...
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