📄 c5l2.m
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ORDER =3;
PHIS=0.;
TS=.1;
XH=0.;
XDH=0.;
XDDH=0;
SIGNOISE=1.;
PHI=[1 TS .5*TS*TS;0 1 TS;0 0 1];
P=[99999999 0 0;0 999999999 0;0 0 999999999];
IDNP=eye(ORDER);
Q=zeros(ORDER);
RMAT=SIGNOISE^2;
HMAT=[1 0 0];
HT=HMAT';
PHIT=PHI';
Q(1,1)=PHIS*TS^5/20;
Q(1,2)=PHIS*TS^4/8;
Q(1,3)=PHIS*TS^3/6;
Q(2,1)=Q(1,2);
Q(2,2)=PHIS*TS^3/3;
Q(2,3)=PHIS*TS*TS/2;
Q(3,1)=Q(1,3);
Q(3,2)=Q(2,3);
Q(3,3)=PHIS*TS;
count=0;
for T=0:TS:20
PHIP=PHI*P;
PHIPPHIT=PHIP*PHIT;
M=PHIPPHIT+Q;
HM=HMAT*M;
HMHT=HM*HT;
HMHTR=HMHT+RMAT;
HMHTRINV=inv(HMHTR);
MHT=M*HT;
K=MHT*HMHTRINV;
KH=K*HMAT;
IKH=IDNP-KH;
P=IKH*M;
XNOISE=SIGNOISE*randn;
X=sin(T);
XD=cos(T);
XDD=-sin(T);
XS=X+XNOISE;
RES=XS-XH-TS*XDH-.5*TS*TS*XDDH;
XH=XH+XDH*TS+.5*TS*TS*XDDH+K(1,1)*RES;
XDH=XDH+XDDH*TS+K(2,1)*RES;
XDDH=XDDH+K(3,1)*RES;
count=count+1;
ArrayT(count)=T;
ArrayX(count)=X;
ArrayXS(count)=XS;
ArrayXH(count)=XH;
ArrayXD(count)=XD;
ArrayXDH(count)=XDH;
ArrayXDD(count)=XDD;
ArrayXDDH(count)=XDDH;
end
figure
plot(ArrayT,ArrayX,ArrayT,ArrayXH),grid
xlabel('Time (Sec)')
ylabel('Estimate and True Signal')
axis([0 20 -2 2])
figure
plot(ArrayT,ArrayXD,ArrayT,ArrayXDH),grid
xlabel('Time (Sec)')
ylabel('XD and XDH')
axis([0 20 -4 4])
clc
output=[ArrayT',ArrayX',ArrayXH',ArrayXD',ArrayXDH',ArrayXDD',ArrayXDDH'];
save datfil.txt output -ascii
disp 'simulation finished'
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