By reference to the derivation of the RLS algorithm in Chapter 3, derive the EWP algorithm. Implement the simple scalar FIS algorithm described briefly in the text of section Then apply this to the...



By reference to the derivation of the RLS algorithm in Chapter 3, derive the EWP


algorithm.



Implement the simple scalar FIS algorithm described briefly in the text of section



Then apply this to the Walgett data and check the result using the following


Matlab m-file script, which exploits the dlr routine in CAPTAIN, where z is the


Walgett data vector:


%Forward path filtering


[fit,fitse,par,parse,comp,e,y0]=dlr(z,ones(size(z)),0,qa,...


[],570,100,0);


zr=flipud(par);%reverse order of par filtered estimate


%Simple backward path smoothing of z


[fitb,fitseb,parb,parseb,compb,eb,y0b]=dlr(zr,ones(size(zz)),...


0,qa,[],pard(end),parsed(end)ˆ2,0);


%Optimal FIS for comparison


[fitd,fitsed,pards,parsed,compd,ed,y0d]=dlr(z,ones(size(z)),...


0,qa,[],570,100,1);



Dec 03, 2021
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