• 大小: 16KB
    文件类型: .m
    金币: 2
    下载: 1 次
    发布日期: 2021-01-09
  • 语言: Matlab
  • 标签: matlab  

资源简介

捷联惯导的仿真(包括轨迹仿真,惯性器件模拟输出,捷联解算),标了详细的注释捷联惯导的仿真(包括轨迹仿真,惯性器件模拟输出,捷联解算),标了详细的注释

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代码片段和文件信息

%%  b系——机体坐标系;    %%    
%%  p系——平台坐标系;    %%
%%  n系——导航坐标系;    %% 
%%  i系——地心惯性坐标系;%%
%%  t系——地理坐标系;    %%
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%% philamada 计算值,对应平台坐标系,p系        %%
%% latilongi 理论真实值,对应导航坐标系,n系    %%
%%  注意lati、longi与phi、lamda之间相差失准角    %%
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%%  如何记录地球自转角速度在坐标系中投影                                             %%
%%  1.地球自转角速度在导航坐标系投影wien记当地经度、纬度分别为longi、lati.            %%
%%                                   则wien =[ 0 wie*cos(lati) wie*sin(lati)]‘;   %% 
%%  2.地球自转角速度在平台坐标系投影wiep记当地经度、纬度分别为lamda、phi.             %%
%%                                   则wiep =[ 0 wie*cos(phi) wie*sin(phi)]‘;     %%
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%

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