📄 fig9_36.m
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% Figure 9.36 Feedback Control of Dynamic Systems, 4e
% Franklin, Powell, Emami
%
% Fig. 9.36 Script for computation of the yaw damper Bode plot
% for feedback through a washout circuit.
% the equations of the aircraft:
f =[-0.0558 -0.9968 0.0802 0.0415;
0.5980 -0.1150 -0.0318 0 ;
-3.0500 0.3880 -0.4650 0 ;
0 0.0805 1.0000 0] ;
g =[0.0073;
-0.4750;
0.1530;
0];
h = [0 1 0 0];
j =[0];
% the equations of the actuator:
na=[0 10];
da=[1 10];
[fa,ga,ha,ja]=tf2ss(na,da);
% the equations of the aircraft with actuator:
[fp,gp,hp,jp]=series(fa,ga,ha,ja,f,g,h,j);
% the washout circuit
nw=[1 0];dw=[1 1/3];
[fw,gw,hw,jw]=tf2ss(nw,dw);
% Open loop equations with washout
sysw=ss(fw,gw,hw,jw);
sysp=ss(fp,gp,hp,jp);
syspw=series(sysp,sysw)
[fpw,gpw,hpw,jpw]=ssdata(syspw);
% the washout compensated rootlocus
hold off; clf
w=logspace(-1,1);
syspw1=ss(fpw,gpw,-hpw,-jpw);
[mag, ph]=bode(syspw1,w);
subplot(211); loglog(w,mag(:,:)); grid; hold on;
xlabel('\omega (rad/sec)');
ylabel('Magnitude');
loglog(w,ones(size(mag(:,:))),'g');
title('Fig. 9.36 Bode plot for rate-feedback with washout')
ph1 = [ph(:,:); -180*ones(size(ph(:,:)))];
subplot(212); semilogx(w,ph1); grid;
xlabel('\omega (rad/sec)');
ylabel('Phase (deg)');
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