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  • 大小: 12KB
    文件類型: .m
    金幣: 1
    下載: 2 次
    發布日期: 2021-06-14
  • 語言: Matlab
  • 標簽: SINS.m??

資源簡介

matlab捷聯慣導算法,用于基礎學習捷聯慣性導航知識,針對于導航剛入門的學習

資源截圖

代碼片段和文件信息

?clear?all;?
clc;
close?all;

%%?初始參數設置
g0?=?9.78049;
rad_deg?=?0.01745329;%%度到弧度
wie?=?7.27220417e-5;
Re?=?6378393.0;
%%?The?duration?of?simulation
time?=?8*60*60;?%仿真時長
Hn?=?1;%時間間隔
%%%陀螺常值漂移
G_Drift=[2*rad_deg/3600;???
?????????2*rad_deg/3600;??
????????2*rad_deg/3600];
%%%陀螺隨機漂移
Drift_x?=?0.01*rad_deg/3600;
Drift_y?=?0.01*rad_deg/3600;
Drift_z?=?0.01*rad_deg/3600;

%%%%加速度計零偏
A_Bias=[1e-4*g0?????
???????1e-4*g0????
????????1e-4*g0];

A_randn_Bias=[1e-5*g0
??????????????1e-5*g0
??????????????1e-5*g0];
%%%姿態角搖擺周期
T_p?=?10;
T_r?=?10;
T_y?=?10;
%%%姿態角搖擺幅值
%?pitchm?=?5*rad_deg;
%?rollm?=?5*rad_deg;
%?yawm?=?10*rad_deg;

pitchm?=?0*rad_deg;
rollm?=?0*rad_deg;
yawm?=?0*rad_deg;
%%%初始姿態角
pitchk?=?0*rad_deg;
rollk?=?0*rad_deg;
yawk?=?0*rad_deg;
%%?The?initial?angular?phase
p_pitch?=?0*rad_deg;
p_roll?=?0*rad_deg;
p_yaw?=?0*rad_deg;

pitch_error=1*rad_deg;
roll_error=1*rad_deg;
yaw_error=1*rad_deg;%%%%%%%初始平臺失準角(粗對準以后的結果)

%%?The?true?initial?position?parameters?used?for?simulator
lati?=?45.7796*rad_deg;
longi?=?126.6705*rad_deg;
wien?=?[0
????????wie*cos(lati)
????????wie*sin(lati)];
%%?These?parameters?used?for?SINS?updating?calculation?
phi=45.7796*rad_deg;
lamda=126.6705*rad_deg;
wiep=[0
??????wie*cos(phi)
??????wie*sin(phi)];

pitch0?=?pitchm*sin(p_pitch)+pitchk;
roll0?=?rollm*sin(p_roll)+rollk;
yaw0?=?yawm*sin(p_yaw)+yawk;
%%%運動加速度
aold?=?0.0*g0;
a?=?[?aold;?aold;?0.0];

%%?The?initial?velocity
%?v0=[10.0*sin(yawk);10.0*cos(yawk);0.0];
%?v0=[10.0;10.0;0.0];
v0?=?[0.0;0.0;0.0];
v?=?v0;

position_error1?=?0;
position_error2?=?0;

wepp=[-v(2)/Re
???????v(1)/Re
???????v(1)*tan(phi)/Re];
???
q=[1??0???0???0]‘;

%%?Establish?the?initial?strapdown?matrix?with?initial?attitude?angles
pitch00?=?pitch0;
roll00?=?roll0;
yaw00?=?yaw0;

Tbn(11)?=?cos(roll00)*cos(yaw00)?-?sin(roll00)*sin(pitch00)*sin(yaw00);
Tbn(12)?=?-cos(pitch00)*sin(yaw00);
Tbn(13)?=?sin(roll00)*cos(yaw00)?+?cos(roll00)*sin(pitch00)*sin(yaw00);

Tbn(21)?=??cos(roll00)*sin(yaw00)?+?sin(roll00)*sin(pitch00)*cos(yaw00);
Tbn(22)?=?cos(pitch00)*cos(yaw00)?;
Tbn(23)?=??sin(roll00)*sin(yaw00)?-?cos(roll00)*sin(pitch00)*cos(yaw00);

Tbn(31)?=?-sin(roll00)*cos(pitch00);
Tbn(32)?=?sin(pitch00);
Tbn(33)?=?cos(roll00)*cos(pitch00);

TT=[1??????????yaw_error?????-roll_error;
????-yaw_error?1?????????????pitch_error;
????roll_error?-pitch_error??1];
T?=?TT*Tbn;
?
q(1)?=?sqrt(1+T(11)+T(22)+T(33))/2.0;
q(2)?=?(T(32)-T(23))/(4*q(1));
q(3)?=?(T(13)-T(31))/(4*q(1));
q(4)?=?(T(21)-T(12))/(4*q(1));

Tn?=?time/Hn;
%%*****?軌跡發生器?*****%%模擬慣導輸出
for?k?=?1:Tn

????for?i=1:3
????????pitchT(i)?=?pitchm*sin(2*pi*(k-(3-i)/2)*Hn/T_p+p_pitch)+pitchk;
????????rollT(i)??=?rollm*sin(2*pi*(k-(3-i)/2)*Hn/T_r+p_roll)+rollk;
????????yawT(i)???=?yawm*sin(2*pi*(k-(3-i)/2)*Hn/T_y+p_yaw)+yawk;
????????
????????wpT(i)?=?2*pi/T_p*pitchm*cos(2*pi*(k-(3-i)/2)*Hn/T_p+p_pitch);
????????wrT(i)?=?2*p

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