📄 ex8_2b.m
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%%%%%%%%%%%%%%%%% Example 8.2(b) %%%%%%%%%%%%%%%%% Discrete-Time Control Problems using %% MATLAB and the Control System Toolbox %% by J.H. Chow, D.K. Frederick, & N.W. Chbat %% Brooks/Cole Publishing Company %% September 2002 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% ---- Root-locus plot for PI control ----%cleardisp('Example 8.2(b)')Ts = 0.1; % sampling periodGp_s = tf(4,conv([2 1],[0.5 1])); % continuous processH_s = tf(1,[0.05 1]); % continuous sensorGp_z = c2d(Gp_s,Ts,'zoh'); % discrete plant (no sensor)HGp_z = c2d(H_s*Gp_s,Ts,'zoh'); % discrete plant + sensorKI = 0.5KP = 1; % fix KP at unity for root-locus plotGc = KP*tf([1+KI*Ts -1],[1 -1],Ts); % PI control lawGol = HGp_z*Gc;%---- first, show large area ------figure, ucircle, hold onrlocus(Gol)zgrid(0.8,[]),hold offaxis([-8 2 -5 5])title('Example 8.2(b) - Large-area Root locus for PI control')disp('******>'), pause%---- then show smaller area ------figure, ucircle, hold onrlocus(Gol)zgrid(0.8,[]), hold offaxis([-1.5 1.5 -1.5 1.5])title('Example 8.2(b) - Root Locus for PI control with KP varying, KI fixed')text('Units','norm','Pos',[0.1,0.1],'Str',['KI = ',num2str(KI)])disp('******>'), pause%---- then show smaller area for use with rlocfind cmd ------figure, ucircle, hold on % add unit circle plotrlocus(Gol), hold offaxis([0.6 1.2 -0.1 0.55]) % adjust region plottedtitle('Example 8.2(b) - Root Locus for PI control with KP varying, KI fixed')text('Units','norm','Pos',[0.1,0.1],'Str',['KI = ',num2str(KI)])disp('select point for marginal stablity')[kk,pCL] = rlocfind(Gol) % calibrate locus with gains[mag_pCL,theta_pCL] = xy2p(pCL);[kk,pCL] = rlocfind(Gol)[mag_pCL,theta_pCL] = xy2p(pCL);[kk,pCL] = rlocfind(Gol)[mag_pCL,theta_pCL] = xy2p(pCL);[kk,pCL] = rlocfind(Gol)[mag_pCL,theta_pCL] = xy2p(pCL);[kk,pCL] = rlocfind(Gol)[mag_pCL,theta_pCL] = xy2p(pCL);[kk,pCL] = rlocfind(Gol)[mag_pCL,theta_pCL] = xy2p(pCL);disp('Click on root locus curve to find gain, pole, ')disp('damping ratio, overshoot, and frequency.')%%%%%%%%%%
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