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Raspberry Pi 的代码
riv4.m
function riv4=riv4(m,k,n1,n2,n3,a,t,d1,d2,kokler);
for i=1:1:m
K1(i)=2*pi*sqrt(n1*n1-kokler(i)*kokler(i));
end
for j=1:1:m
K2(j)=2*pi*sqrt(kokler(j)*kokler(j)-n2*n2);
end
% Normaliza
alan.m
function EY=alan(j,B,t,d1,d2,n1,n2,n3)
X=j;
k1h=t*2*pi*sqrt(n1^2-B^2);
k1x=X*2*pi*sqrt(n1^2-B^2);
k2h=t*2*pi*sqrt(B^2-n2^2);
k2x=X*2*pi*sqrt(B^2-n2^2);
k3h=t*2*pi*sqrt(B^2-n3^2);
k3x=X*2*pi*
normal.m
function NNJh=normal(x,t,d1,d2,n1,n2,n3)
B=x;
k1h=t*2*pi*sqrt(n1*n1-B*B);
k2h=t*2*pi*sqrt(B*B-n2*n2);
k3h=t*2*pi*sqrt(B*B-n3*n3);
k2D2=d2*2*pi*sqrt(B*B-n2*n2);
k3D1=d1*2*pi*sqrt(B*B-n3*n3);
riv4.m
function riv4=riv4(m,k,n1,n2,n3,a,t,d1,d2,kokler);
for i=1:1:m
K1(i)=2*pi*sqrt(n1*n1-kokler(i)*kokler(i));
end
for j=1:1:m
K2(j)=2*pi*sqrt(kokler(j)*kokler(j)-n2*n2);
end
% Normaliza
alan.m
function EY=alan(j,B,t,d1,d2,n1,n2,n3)
X=j;
k1h=t*2*pi*sqrt(n1*n1-B*B);
k1x=X*2*pi*sqrt(n1*n1-B*B);
k2h=t*2*pi*sqrt(B*B-n2*n2);
k2x=X*2*pi*sqrt(B*B-n2*n2);
k3h=t*2*pi*sqrt(B*B-n3*n3);
k3x=X*
normal.m
function NNJh=normal(x,t,d1,d2,n1,n2,n3)
B=x;
k1h=t*2*pi*sqrt(n1*n1-B*B);
k2h=t*2*pi*sqrt(B*B-n2*n2);
k3h=t*2*pi*sqrt(B*B-n3*n3);
k2D2=d2*2*pi*sqrt(B*B-n2*n2);
k3D1=d1*2*pi*sqrt(B*B-n3*n3);
8-19.cpp
/*3208006411*/
#include
#include
void main()
{
float bulk(float r,float pi);
float area(float r,float pi);
float grith(float r,float pi);
float r,pi;float b,a,g;
printf("pl
最小相位序列复倒谱分析.txt
% 最小相位序列复倒谱分析
N=100;
x=[1,1,2,3,4,5,6,7];n=1:8;
k=1:N;w=exp(j*2*pi/N)*k;
Xk=x*(exp(-j*2*pi/N).^(n'*(k-1)));
FXk=log(Xk);
FXrk=log(abs(Xk));
COR=zeros(1,length(n));
for i=2:N
if angle(Xk(i
music.m
clear all;
clc;
N=5;%表示阵元数
q=3;%表示信号数目
ADOA=[50,100,200,320,250]*pi/180;%信号方位角
FDOA=[90,90,90,90,90]*pi/180; %俯仰角；
f=[5e6,4.96e6,5.02e6,5.01e6,4.95e6]; %信号频率Hz
fc=5e6;
c=3e8; %光速
r=1.25*c/fc
最小相位序列复倒谱分析.txt
% 最小相位序列复倒谱分析
N=100;
x=[1,1,2,3,4,5,6,7];n=1:8;
k=1:N;w=exp(j*2*pi/N)*k;
Xk=x*(exp(-j*2*pi/N).^(n'*(k-1)));
FXk=log(Xk);
FXrk=log(abs(Xk));
COR=zeros(1,length(n));
for i=2:N
if angle(Xk(i