Mercurial > hg > ltpda
view m-toolbox/classes/@parfrac/parfrac.m @ 26:ce4df2e95a55 database-connection-manager
Remove LTPDARepositoryManager initialization
author | Daniele Nicolodi <nicolodi@science.unitn.it> |
---|---|
date | Mon, 05 Dec 2011 16:20:06 +0100 |
parents | a71a40911c27 |
children |
line wrap: on
line source
% PARFRAC partial fraction representation of a transfer function. %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % % DESCRIPTION: PARFRAC partial fraction representation of a transfer function. % % R(1) R(2) R(n) % H(s) = -------- + -------- + ... + -------- + K(s) % s - P(1) s - P(2) s - P(n) % % SUPER CLASSES: ltpda_tf < ltpda_uoh < ltpda_uo < ltpda_obj % % CONSTRUCTOR: % % r = parfrac() - creates an empty parfrac object % r = parfrac(res, poles, dir) - construct from residuals, poles % and direct terms % r = parfrac(..., 'name') - construct including name % r = parfrac(..., iunits, ounits) - include input and output units % r = parfrac(pl) - create a parfrac object from the % description given in the parameter list. % r = parfrac(pzm) - create a parfrac from a pzmodel. % r = parfrac(rat) - create a parfrac from a rational TF. % % % The poles can be specified in a array or a cell as a real or complex number. % % Example: r = parfrac([1 2+1i 2-1i], [6 1+3i 1-3i], []); % % <a href="matlab:utils.helper.displayMethodInfo('parfrac', 'parfrac')">Parameters Description</a> % % VERSION: $Id: parfrac.m,v 1.57 2011/10/25 11:50:55 luigi Exp $ % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% classdef parfrac < ltpda_tf %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Property definition % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %---------- Public (read/write) Properties ---------- properties end %---------- Protected read-only Properties ---------- properties (SetAccess = protected) res = []; % residuals [R] poles = []; % poles (real or complex numbers) [P] pmul = []; % Represents the pole multiplicity dir = 0; % direct terms [K] end %---------- Private Properties ---------- properties (GetAccess = protected, SetAccess = protected) end %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Check property setting % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods function set.res(obj, val) if ~isnumeric(val) && ~isempty(val) error('### The value for the property ''res'' must be a numeric array.'); end if size(val,1) == 1 val = val.'; end obj.res = val; end function set.poles(obj, val) if ~(isnumeric(val) || iscell(val)) && ~isempty(val) error('### The value for the property ''poles'' must be a numeric array.'); end if size(val,1) == 1 val = val.'; end obj.poles = val; end function set.dir(obj, val) if ~isnumeric(val) && ~isempty(val) error('### The value for the property ''dir'' must be a numeric array.'); end if isempty(val) obj.dir = val; end if size(val,1) == 1 val = val.'; end obj.dir = val; end function set.pmul(obj, val) if ~isnumeric(val) && ~isempty(val) error('### The value for the property ''pmul'' must be a numeric array.'); end if size(val,1) == 1 val = val.'; end obj.pmul = val; end end %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Constructor % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods function obj = parfrac(varargin) import utils.const.* utils.helper.msg(msg.OMNAME, 'running %s/%s', mfilename('class'), mfilename); % Collect all parfract objects [parfracs, invars, rest] = utils.helper.collect_objects(varargin(:), 'parfrac'); if isempty(rest) && ~isempty(parfracs) % Do copy constructor and return utils.helper.msg(msg.OPROC1, 'copy constructor'); obj = copy(parfracs, 1); for kk=1:numel(obj) obj(kk).addHistory(parfrac.getInfo('parfrac', 'None'), [], [], obj(kk).hist); end return end switch nargin case 0 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%% Zero inputs %%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% utils.helper.msg(msg.OPROC1, 'empty constructor'); obj.addHistory(parfrac.getInfo('parfrac', 'None'), plist(), [], []); case 1 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%% One inputs %%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% if ischar(varargin{1}) %%%%%%%%%% pzm = parfract('foo.mat') %%%%%%%%%% %%%%%%%%%% pzm = parfract('foo.xml') %%%%%%%%%% utils.helper.msg(msg.OPROC1, 'constructing from file %s', varargin{1}); obj = fromFile(obj, varargin{1}); elseif isstruct(varargin{1}) %%%%%%%%%% r = parfrac(struct) %%%%%%%%%% utils.helper.msg(msg.OPROC1, 'constructing from struct'); obj = fromStruct(obj, varargin{1}); elseif isa(varargin{1}, 'rational') %%%%%%%%%% r = parfrac(rational-object) %%%%%%%%%% utils.helper.msg(msg.OPROC1, 'constructing from rational'); obj = fromRational(obj, plist('rational', varargin{1})); elseif isa(varargin{1}, 'pzmodel') %%%%%%%%%% r = parfrac(pzmodel-object) %%%%%%%%%% utils.helper.msg(msg.OPROC1, 'constructing from pzmodel'); obj = fromPzmodel(obj, plist('pzmodel', varargin{1})); elseif isa(varargin{1}, 'plist') %%%%%%%%%% r = parfrac(plist) %%%%%%%%%% pl = varargin{1}; % Selection of construction method if pl.isparam('filename') utils.helper.msg(msg.OPROC1, 'constructing from file %s', pl.find('filename')); obj = fromFile(obj, pl); elseif pl.isparam('hostname') || pl.isparam('conn') utils.helper.msg(msg.OPROC1, 'constructing from repository %s', pl.find('hostname')); obj = obj.fromRepository(pl); elseif pl.isparam('res') || pl.isparam('poles') || pl.isparam('dir') utils.helper.msg(msg.OPROC1, 'constructing from residuals/poles/direct'); obj = fromResidualsPolesDirect(obj, pl); elseif pl.isparam('pzmodel') utils.helper.msg(msg.OPROC1, 'constructing from pole/zero model'); obj = fromPzmodel(obj, pl); elseif pl.isparam('rational') utils.helper.msg(msg.OPROC1, 'constructing from rational object'); obj = fromRational(obj, pl); elseif pl.isparam('built-in') utils.helper.msg(msg.OPROC1, 'constructing from built-in model'); obj = fromModel(obj, pl); elseif pl.isparam('Plist') ipl = find(pl, 'Plist'); obj = parfrac(ipl); else obj.setObjectProperties(pl); obj.addHistory(parfrac.getInfo('parfrac', 'None'), pl, [], []); end else error('### Unknown single argument constructor.'); end case 2 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%% Two inputs %%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% if (isa(varargin{1}, 'database') || isa(varargin{1}, 'java.sql.Connection')) && isnumeric(varargin{2}) %%%%%%%%%% f = parfrac(<database-object>, [IDs]) %%%%%%%%%% % parfrac(<database-object>, [IDs]) utils.helper.msg(msg.OPROC1, 'retrieve from repository'); obj = obj.fromRepository(plist('conn', varargin{1}, 'id', varargin{2})); elseif (isa(varargin{1}, 'parfrac') || isa(varargin{1}, 'rational')) && isa(varargin{2}, 'plist') && isempty(varargin{2}.params) %%%%%%%%%% f = parfrac(parfrac-object, <empty plist>) %%%%%%%%%% obj = parfrac(varargin{1}); elseif isa(varargin{1}, 'org.apache.xerces.dom.DeferredElementImpl') && ... isa(varargin{2}, 'history') %%%%%%%%%% obj = parfrac(DOM node, history-objects) %%%%%%%%%% obj = fromDom(obj, varargin{1}, varargin{2}); elseif isa(varargin{1}, 'ltpda_uoh') && isa(varargin{2}, 'plist') %%%%%%%%%%% parfrac(<ltpda_uoh>-object, plist-object) %%%%%%%%%% % always recreate from plist % If we are trying to load from file, and the file exists, do % that. Otherwise, copy the input object. if varargin{2}.isparam('filename') if exist(fullfile('.', find(varargin{2}, 'filename')), 'file')==2 obj = parfrac(varargin{2}); else obj = parfrac(varargin{1}); end else obj = parfrac(varargin{2}); end elseif isnumeric(varargin{1}) && isnumeric(varargin{2}) % r = parfrac(num, den) utils.helper.msg(msg.OPROC1, 'constructing from residuals/poles/direct'); pl = plist('res', varargin{1}, 'poles', varargin{2}); obj = fromResidualsPolesDirect(obj, pl); else error('### Unknown 2 argument constructor.'); end case 3 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%% Three inputs %%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%% r = parfrac(num, den, dir) %%%%%%%%%% utils.helper.msg(msg.OPROC1, 'constructing from residuals/poles/direct'); pl = plist('res', varargin{1}, 'poles', varargin{2}, 'dir', varargin{3}); obj = fromResidualsPolesDirect(obj, pl); case 4 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%% Four inputs %%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%% r = parfrac(num, den, dir, name) %%%%%%%%%% utils.helper.msg(msg.OPROC1, 'constructing from residuals/poles/direct'); pl = plist('res', varargin{1}, 'poles', varargin{2}, 'dir', varargin{3}, 'name', varargin{4}); obj = fromResidualsPolesDirect(obj, pl); case 6 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%% five inputs %%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%% pzm = parfrac(res, poles, dir, name, iunits, ounits) %%%%%%%%%% utils.helper.msg(msg.OPROC1, 'constructing from residuals/poles/direct'); pl = plist('res', varargin{1}, 'poles', varargin{2}, 'dir', varargin{3}, ... 'name', varargin{4}, ... 'iunits', varargin{5}, 'ounits', varargin{6}); obj = fromResidualsPolesDirect(obj, pl); otherwise [parfracs, invars, rest] = utils.helper.collect_objects(varargin, 'parfrac'); %%% Do we have a list of PARFRAC objects as input if ~isempty(parfracs) && isempty(rest) obj = parfrac(parfracs); else error('### Unknown number of arguments.'); end end end % End constructor end %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Methods (protected) % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods (Access = protected) end %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Methods (static) % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods (Static) function mdls = getBuiltInModels(varargin) mdls = ltpda_uo.getBuiltInModels('parfrac'); end function out = VEROUT() out = '$Id: parfrac.m,v 1.57 2011/10/25 11:50:55 luigi Exp $'; end function ii = getInfo(varargin) ii = utils.helper.generic_getInfo(varargin{:}, 'parfrac'); end function out = SETS() out = [SETS@ltpda_uoh, ... {'From Rational'}, ... {'From Pzmodel'}, ... {'From Residuals/Poles/Direct'}]; end function plout = getDefaultPlist(set) persistent pl; persistent lastset; if exist('pl', 'var')==0 || isempty(pl) || ~strcmp(lastset, set) pl = parfrac.buildplist(set); lastset = set; end plout = pl; end function out = buildplist(set) if ~utils.helper.ismember(lower(parfrac.SETS), lower(set)) error('### Unknown set [%s]', set); end out = plist(); out = parfrac.addGlobalKeys(out); out = buildplist@ltpda_uoh(out, set); switch lower(set) case 'from rational' % rational p = param({'rational','Rational transfer-function model object to design from.'}, {1, {rational}, paramValue.OPTIONAL}); out.append(p); % Iunits p = param({'iunits','The input units of the model.'}, paramValue.EMPTY_STRING); out.append(p); % Ounits p = param({'ounits','The output units of the model.'}, paramValue.EMPTY_STRING); out.append(p); case 'from pzmodel' % pzmodel p = param({'pzmodel','Pole/zero model object to design from.'}, {1, {pzmodel}, paramValue.OPTIONAL}); out.append(p); % Iunits p = param({'iunits','The input units of the model.'}, paramValue.EMPTY_STRING); out.append(p); % Ounits p = param({'ounits','The output units of the model.'}, paramValue.EMPTY_STRING); out.append(p); case 'from residuals/poles/direct' % res p = param({'res','Residual terms.'}, paramValue.EMPTY_DOUBLE); out.append(p); % Poles p = param({'poles','Poles (real or complex numbers).'}, paramValue.EMPTY_DOUBLE); out.append(p); % Dir p = param({'dir','Direct terms.'}, paramValue.DOUBLE_VALUE(0)); out.append(p); % Iunits p = param({'iunits','The input units of the model.'}, paramValue.EMPTY_STRING); out.append(p); % Ounits p = param({'ounits','The output units of the model.'}, paramValue.EMPTY_STRING); out.append(p); end end % function out = getDefaultPlist(varargin) function obj = initObjectWithSize(n,m) obj = parfrac.newarray([n m]); end end % End static methods %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Methods (static, private) % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods (Static, Access=private) end % End static, private methods %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Methods (static, hidden) % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods (Static = true, Hidden = true) varargout = loadobj(varargin) varargout = update_struct(varargin); end methods (Hidden = true) varargout = attachToDom(varargin) end %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Methods (public) % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods varargout = char(varargin) varargout = display(varargin) varargout = copy(varargin) end %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Methods (protected) % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods (Access = protected) varargout = respCore(varargin) varargout = fromStruct(varargin) varargout = fromDom(varargin) end %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Methods (private) % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods (Access = private) % Constructors varargout = fromResidualsPolesDirect(varargin) varargout = fromRational(varargin) varargout = fromPzmodel(varargin) end end % End classdef % From XML File % ------------- % % Construct a parfrac by loading it from an XML file. % % 'filename' - construct a parfrac from a filename. % [default: empty string] % % Example: plist('filename', 'parfrac1.xml') % % From MAT File % ------------- % % Construct a parfrac by loading it from a MAT file. % % 'filename' - construct a parfrac from a filename. % [default: empty string] % % Example: plist('filename', 'parfrac1.mat') % % % From Repository % --------------- % % Construct a parfrac by retrieving it from an LTPDA repository. % % 'Hostname' - the repository hostname. Only those objects which % are parfracs are returned. % [default: 'localhost']; % % Additional parameters: % % 'Database' - The database name [default: 'ltpda'] % 'ID' - A vector of object IDs. [default: []] % 'CID' - Retrieve all parfrac objects from a particular % collection. % 'Binary' - Set to 'yes' to retrieve from stored binary % representation (not always available). % % From Rational % ------------ % % Construct a parfrac TF from a rational TF % % 'rational' - the rational model to convert % [default: empty rational object] % % Example: rat = rational([1 2 3], [4 5 6 7], 'my rational') % plist('rational', rat) % % From Pzmodel % ------------ % % Construct a parfrac TF from a pzmodel % % 'pzmodel' - the pzmodel to convert % [default: empty pole/zero model (pzmodel)] % % Example: pzm = pzmodel(1, {1 2 3}, {4 5}) % plist('pzmodel', pzm) % % From Residuals/Poles/Direct % -------------------------------- % % Construct a parfrac from arrays of coefficients % % 'res' - vector of residuals [default: []] % 'poles' - vector/cell of real or complex numbers [default: []] % 'dir' - vector of direct terms [default: []] % 'name' - name of model [default: 'None'] % % From Plist % ---------- % % 'Plist' - construct from a plist. The value passed should be a plist % object. [default: empty plist] % % Example: pzm = pzmodel(1, {1 2 3}, {4 5}) % pl = plist('pzmodel', pzm) % plist('PLIST', pl)