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view m-toolbox/classes/@parfrac/fromResidualsPolesDirect.m @ 0:f0afece42f48
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author | Daniele Nicolodi <nicolodi@science.unitn.it> |
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date | Wed, 23 Nov 2011 19:22:13 +0100 |
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%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % % FUNCTION: fromResidualsPolesDirect % % DESCRIPTION: Construct a partial fraction TF from residuals, poles, and % direct terms. % % CALL: pf = fromResidualsPolesDirect(a, pl) % % PARAMETER: pl - plist % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% function pf = fromResidualsPolesDirect(pf, pli) VERSION = '$Id: fromResidualsPolesDirect.m,v 1.9 2011/08/15 12:32:10 hewitson Exp $'; % get pzmodel info ii = parfrac.getInfo('parfrac', 'From Residuals/Poles/Direct'); % Set the method version string in the minfo object ii.setMversion([VERSION '-->' ii.mversion]); % Combine input plist with default values pl = applyDefaults(ii.plists, pli); % Set fields pf.res = find(pl, 'res'); pf.dir = find(pl, 'dir'); % deal with poles poles = find(pl, 'poles'); if isnumeric(poles) pf.poles = poles; elseif isa(poles, 'pz') pf.poles = []; for ii = 1:length(poles) tpl = poles(ii).ri; if (poles(ii).q > 0.5) || (poles(ii).q < 0.5) pf.poles = [pf.poles tpl(1) tpl(2)]; else pf.poles = [pf.poles tpl]; end end elseif iscell(poles) pf.poles = []; for jj = 1:length(poles) tpl = poles{jj}; pf.poles = [pf.poles tpl]; end else error('### Poles are in unknown format'); end % Checking for high multiplicity poles res = pf.res; pls = pf.poles; % mults contain poles multiplicity and indx is the corresponding position [mults, indx] = mpoles( pls, 1e-15, 0 ); % Sorting poles and residues in the mults order pf.res = res(indx); pf.poles = pls(indx); pf.pmul = mults.'; % a vector with the corresponding poles multiplicity if numel(pf.poles) ~= numel(pf.res) error('### The number of residual and poles must be equal.'); end % Add history pf.addHistory(ii, pl, [], []); % Set object properties from input plist pf.setObjectProperties(pl); end