Tylor.rar_taylor_taylor array_tylor_泰勒阵列_阵列

function SF=SF_Taylor(n,sidelevel) if (nargin~=2) error('The number of input parameter is wrong!') end SF=zeros(1,n-1); if sidelevel==40 A=2.84428; %%%&&& 事实上这里的A与标准泰勒形式中的A^2相同 elseif sidelevel==30 A=1.74229; elseif sidelevel==35 A=2.25976; elseif sidelevel==25 A=1.29177; elseif sidelevel==20 A=0.90777; else error(['Sidelobe level ' num2str(sidelevel) ' is not defined in this function! Please refer to other books!']); end for p=1:n-1 SF1=(prod(1:1:(n-1)))^2; %%&&&& prod代表连乘运算 SF2=(prod(1:1:(n-1+p)))*(prod(1:1:(n-1-p))); sigma=n/sqrt(A+(n-0.5)^2); SF3=1; for m=1:n-1 SF3=(1-(p^2)/((sigma^2)*(A+(m-0.5)^2)))*SF3; end SF(p)=SF1*SF3/SF2; end