資源簡介
描述旋轉體目標的微動特性,完成對旋轉體目標的微多普勒仿真。
代碼片段和文件信息
clear?all;
f?=?10e9;
c?=?3e8;
%in?body?fixed?system
P1?=?[0?0?0];?%first?point?scatterer
P2?=?[0.3?0?0.6];
P3?=?[-0.3?0?0.6];
P0?=?[0?0?0];
Pax?=?[0?0?1];
model?=?[P1;?P2;?P3;?P0;?Pax];
N_sctr?=?size(model?1);
T?=?2.048;
dt?=?0.001;
t?=?0:dt:T-dt;
nt?=?length(t);
%the?origion?of?the?object?
X0?=?1000;
Y0?=?5000;
Z0?=?5000;
n_radial?=?[X0;Y0;Z0]/norm([X0?Y0?Z0]);
phi?=?30*pi/180;
theta?=?30*pi/180;
psi?=?20*pi/180;
Rz?=?[cos(phi)?sin(phi)?0;?-sin(phi)?cos(phi)?0;?0?0?1];
Ry?=?[cos(theta)?0?-sin(theta);?0?1?0;?sin(theta)?0?cos(theta)];
Rx?=?[1?0?0;?0?cos(psi)?sin(psi);?0?-sin(psi)?cos(psi)];
Rinit?=?Rx*Ry*Rz;
model_ini?=?model*Rinit;
figure(1);
plot3(model(11)?model(12)?model(13)‘bo‘)
hold?on
plot3(model_ini(11)?model_ini(12)?model_ini(13)‘bo‘)
plot3(model_ini(21)?model_ini(22)?model_ini(23)‘go‘)
plot3(model_ini(31)?model_ini(32)?model_ini(33)‘ro‘)
line([model_ini(21)?model_ini(31)][model_ini(22)?model_ini(32)]...
????[model_ini(23)?model_ini(33)]...
????‘color‘‘k‘‘linewidth‘2.0‘linestyle‘‘-‘)
line([model_ini(21)/2+model_ini(31)/2?model_ini(11)]...
????[model_ini(22)/2+model_ini(32)/2?model_ini(12)]...
????[model_ini(23)/2+model_ini(33)/2?model_ini(12)]...
????‘color‘‘k‘‘linewidth‘1.5‘linestyle‘‘--‘)
axis?image
view(-10?20)
axis([-0.8?0.8?-0.8?0.8?-0.4?0.8])
xlabel(‘x‘)
ylabel(‘y‘)
zlabel(‘z‘)
title(‘Trajectory?of?Three?Spining?Sctterers‘)
grid
drawnow
ux?=?model_ini(51);
uy?=?model_ini(52);
uz?=?model_ini(53);
fs?=?8/T;
ws_x?=?2*pi*fs*ux;
ws_y?=?2*pi*fs*uy;
ws_z?=?2*pi*fs*uz;
ws?=?[ws_x;?ws_y;?ws_z];
Omiga_s?=?sqrt(ws_x*ws_x+ws_y*ws_y+ws_z*ws_z);
ws_unit?=?ws/Omiga_s;
Ws?=?[0??????????-ws_unit(3)??ws_unit(2);...
?????ws_unit(3)??0????????????-ws_unit(1);...
?????-ws_unit(2)?ws_unit(1)???0?????????????];
?model_new?=?model_ini;
?
for?i=1:100
????Rs?=?eye(3)+Ws*sin(Omiga_s*t(i))+Ws*Ws*(1-cos(Omiga_s*t(i)));%Rodrigues?formula
????model_new?=?model_new*Rs;
????figure(1)
????plot3(model_new(11)model_new(12)model_new(13)‘bo‘)
????plot3(model_new(21)model_new(22)model_new(23)‘go‘)
????plot3(model_new(31)model_new(32)model_new(33)‘ro‘)
????drawnow
end
grid?on
for?i=1:nt
????Rs?=?eye(3)+Ws*sin(Omiga_s*t(i))+Ws*Ws*(1-cos(Omiga_s*t(i)));
????dRs?=?Omiga_s*(Ws*(Ws*sin(Omiga_s*t(i))+cos(Omiga_s*t(i))));
??????for?j=1:size(model(1:3:)1)
??????????MicroDoppler(ji)?=?2*(f/c)*(model_ini(j:)*dRs)*n_radial;
??????end
end
figure(2)
plot(t?MicroDoppler(1:)‘b.‘);
hold?on
plot(t?MicroDoppler(2:)‘g.‘);
plot(t?MicroDoppler(3:)‘r.‘);
title(‘Micro-Doppler?Signature?of?a?Spining?Target‘);
xlabel(‘Time?(sec)‘);
ylabel(‘Doppler?Frequency?(Hz)‘);
axis([0?T?-800?800])
drawnow
?屬性????????????大小?????日期????時間???名稱
-----------?---------??----------?-----??----
?????文件????????2813??2014-02-27?09:05??spining_theory.m
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