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📄 c15l2.m

📁 这是本战略战术导弹制导的书中的matlab程序,比书中的 forchan程序简单易懂
💻 M
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count=0;
LEFT=0;
XNCLIM=644.;
A=2.0926e7;
GM=1.4077e16;
DEGRAD=360./(2.*pi);
XNP=3.;
PREDERR=0.;
XISP1=250.;
XISP2=250.;
XMF1=.85;
XMF2=.85;
WPAY=100.;
DELV=20000.;
DELV1=.3333*DELV;
DELV2=.6667*DELV;
AMAX1=20.;
AMAX2=20.;
XKICKDEG=80.;
TOP2=WPAY*(exp(DELV2/(XISP2*32.2))-1.);
BOT2=1/XMF2-((1.-XMF2)/XMF2)*exp(DELV2/(XISP2*32.2));
WP2=TOP2/BOT2;
WS2=WP2*(1-XMF2)/XMF2;
WTOT2=WP2+WS2+WPAY;
TRST2=AMAX2*(WPAY+WS2);
TB2=XISP2*WP2/TRST2;
TOP1=WTOT2*(exp(DELV1/(XISP1*32.2))-1.);
BOT1=1/XMF1-((1.-XMF1)/XMF1)*exp(DELV1/(XISP1*32.2));
WP1=TOP1/BOT1;
WS1=WP1*(1-XMF1)/XMF1;
WTOT=WP1+WS1+WTOT2;
TRST1=AMAX1*(WTOT2+WS1);
TB1=XISP1*WP1/TRST1;
XLONGMDEG=85.;
XLONGTDEG=90.;
ALTNMTIC=0.;
ALTNMMIC=0.;
XKICKDEG=80.;
TF=50.;
ALTT=ALTNMTIC*6076.;
ALTM=ALTNMMIC*6076.;
S=0.;
XLONGM=XLONGMDEG/DEGRAD;
XLONGT=XLONGTDEG/DEGRAD;
XM=(A+ALTM)*cos(XLONGM);
YM=(A+ALTM)*sin(XLONGM);
XT=(A+ALTT)*cos(XLONGT);
YT=(A+ALTT)*sin(XLONGT);
XFIRSTT=XT;
YFIRSTT=YT;
if LEFT==1
	X1T=cos(pi/2.-XKICKDEG/DEGRAD+XLONGT);
	Y1T=sin(pi/2.-XKICKDEG/DEGRAD+XLONGT);
else
	X1T=cos(-pi/2.+XKICKDEG/DEGRAD+XLONGT);
	Y1T=sin(-pi/2.+XKICKDEG/DEGRAD+XLONGT);
end
XFIRSTT=XT;
YFIRSTT=YT;
T=0.;
[XTF,YTF]=predictb(TF,XT,YT,X1T,Y1T,WP1,WTOT,TB1,TRST1,TB2,WP2,WTOT2,TRST2,WPAY);
YTF=YTF+PREDERR;
[VRXM,VRYM]=lambert(XM,YM,TF,XTF,YTF,XLONGM,XLONGT);
X1M=VRXM;
Y1M=VRYM;
RTM1=XT-XM;
RTM2=YT-YM;
RTM=sqrt(RTM1^2+RTM2^2);
VTM1=X1T-X1M;
VTM2=Y1T-Y1M;
VC=-(RTM1*VTM1+RTM2*VTM2)/RTM;
DELV=0.;
while VC>=0.
 	TGO=RTM/VC;
 	if TGO>.1
       %H=.01;
       %Integration interval increased by factor of 10 to get acceptable running time
		H=.1;
	else
		H=.0001;
	end
	XOLDT=XT;
	YOLDT=YT;
	X1OLDT=X1T;
	Y1OLDT=Y1T;
	XOLDM=XM;
	YOLDM=YM;
	X1OLDM=X1M;
	Y1OLDM=Y1M;
	DELVOLD=DELV;
	STEP=1;
	FLAG=0;
	while STEP <=1
		if FLAG==1
			XT=XT+H*XDT;
			YT=YT+H*YDT;
			X1T=X1T+H*X1DT;
			Y1T=Y1T+H*Y1DT;
			XM=XM+H*XDM;
			YM=YM+H*YDM;
			X1M=X1M+H*X1DM;
			Y1M=Y1M+H*Y1DM;
			DELV=DELV+H*DELVD;
			T=T+H;
			STEP=2;
		end
		if T<TB1
			WGT=-WP1*T/TB1+WTOT;
			TRST=TRST1;
		elseif T<(TB1+TB2)
			WGT=-WP2*T/TB2+WTOT2+WP2*TB1/TB2;
			TRST=TRST2;
		else
			WGT=WPAY;
			TRST=0.;
		end
		AT=32.2*TRST/WGT;
		VEL=sqrt(X1T^2+Y1T^2);
		AXT=AT*X1T/VEL;
		AYT=AT*Y1T/VEL;
		TEMBOTT=(XT^2+YT^2)^1.5;
		X1DT=-GM*XT/TEMBOTT+AXT;
		Y1DT=-GM*YT/TEMBOTT+AYT;
		XDT=X1T;
		YDT=Y1T;
		RTM1=XT-XM;
		RTM2=YT-YM;
		RTM=sqrt(RTM1^2+RTM2^2);
		VTM1=X1T-X1M;
		VTM2=Y1T-Y1M;
		VC=-(RTM1*VTM1+RTM2*VTM2)/RTM;
		TGO=RTM/VC;
		XLAM=atan2(RTM2,RTM1);
		XLAMD=(RTM1*VTM2-RTM2*VTM1)/(RTM*RTM);
		ATPLOS=Y1DT*cos(XLAM)-X1DT*sin(XLAM);
		if T>25.
			XNC=XNP*VC*XLAMD;
		else
			XNC=0.;
		end
		if XNC>XNCLIM
			XNC=XNCLIM;
		end
		if XNC<-XNCLIM
			XNC=-XNCLIM;
		end
		DELVD=abs(XNC);
		AM1=-XNC*sin(XLAM);
		AM2=XNC*cos(XLAM);
		TEMBOTM=(XM^2+YM^2)^1.5;
		X1DM=-GM*XM/TEMBOTM+AM1;
		Y1DM=-GM*YM/TEMBOTM+AM2;
		XDM=X1M;
		YDM=Y1M;
		FLAG=1;
	end;
	FLAG=0;
 	XT=(XOLDT+XT)/2+.5*H*XDT;
	YT=(YOLDT+YT)/2+.5*H*YDT;
	X1T=(X1OLDT+X1T)/2+.5*H*X1DT;
	Y1T=(Y1OLDT+Y1T)/2+.5*H*Y1DT;
	XM=(XOLDM+XM)/2+.5*H*XDM;
	YM=(YOLDM+YM)/2+.5*H*YDM;
	X1M=(X1OLDM+X1M)/2+.5*H*X1DM;
	Y1M=(Y1OLDM+Y1M)/2+.5*H*Y1DM;
	DELV=(DELVOLD+DELV)/2.+.5*H*DELVD;
	ALTT=sqrt(XT^2+YT^2)-A;
	ALTM=sqrt(XM^2+YM^2)-A;
	S=S+H;
	if S>=.99999
		S=0.;
		ALTNMT=ALTT/6076.;
		DISTNM=distance(XT,YT,XFIRSTT,YFIRSTT);
		DISTNMT=DISTNM;
		ALTNMM=ALTM/6076.;
		XNCG=XNC/32.2;
		DISTNM=distance(XM,YM,XFIRSTT,YFIRSTT);
		DISTNMM=DISTNM;
		ATPLOSG=ATPLOS/32.2;
		count=count+1;
		ArrayT(count)=T;
		ArrayDISTNMT(count)=DISTNMT;
		ArrayALTNMT(count)=ALTNMT;
		ArrayDISTNMM(count)=DISTNMM;
		ArrayALTNMM(count)=ALTNMM;
		ArrayXNCG(count)=XNCG;
		ArrayDELV(count)=DELV;
		ArrayATPLOSG(count)=ATPLOSG;
	end
end
RTM
DELV
figure
plot(ArrayDISTNMT,ArrayALTNMT,ArrayDISTNMM,ArrayALTNMM),grid
xlabel('Downrange (Nmi)')
ylabel('Altitude (Nmi) ')
figure
plot(ArrayT,ArrayATPLOSG),grid
xlabel('Time (Sec)')
ylabel('Acceleration Perp. To LOS (G) ')
figure
plot(ArrayT,ArrayXNCG),grid
xlabel('Time (Sec)')
ylabel('Acceleration (G) ')
figure
plot(ArrayT,ArrayDELV),grid
xlabel('Time (Sec)')
ylabel('Lateral Divert (Ft/Sec) ')
clc
output=[ArrayT',ArrayDISTNMT',ArrayALTNMT',ArrayDISTNMM',ArrayALTNMM',ArrayXNCG',ArrayDELV'ArrayATPLOSG'];
save datfil.txt output /ascii
disp 'simulation finished'

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