Mercurial > hg > ltpda
view m-toolbox/classes/@ao/ao.m @ 3:960fe1aa1c10 database-connection-manager
Add LTPDADatabaseConnectionManager implementation. Java code
author | Daniele Nicolodi <nicolodi@science.unitn.it> |
---|---|
date | Mon, 05 Dec 2011 16:20:06 +0100 |
parents | f0afece42f48 |
children | a71a40911c27 bc767aaa99a8 |
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% AO analysis object class constructor. %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % % DESCRIPTION: AO analysis object class constructor. % Create an analysis object. % % Possible constructors: % a = ao() - creates an empty analysis object % a = ao('a1.xml') - creates a new AO by loading a file % a = ao('a1.mat') % a = ao('a1.mat') - creates a new AO by loading the 2-column data .MAT file. % a = ao('file.txt') - creates a new AO by loading the data. % a = ao('file.dat') % a = ao('file',pl) (<a href="matlab:utils.helper.displayMethodInfo('ao', 'ao')">Set: From ASCII File</a>) % a = ao(data) - creates an AO with a data object. % a = ao(constant) - creates an AO from a constant % a = ao(specwin) - creates an AO from a specwin object % a = ao(pzm) - creates an AO from a pole/zero model object % a = ao(pzm,nsecs,fs) % a = ao(smodel) - creates an AO from a symbolic model object % a = ao(pest) - creates an AO from a parameter estimates object % a = ao(x,y) - creates an AO with xy data % a = ao(y, fs) - creates an AO with time-series data % a = ao(x,y,fs) - creates an AO with time-series data % a = ao(x,y,pl) - creates an AO depending from the PLIST (<a href="matlab:utils.helper.displayMethodInfo('ao', 'ao')">Set: From XY Values</a>). % a = ao(plist) - creates an AO from a <a href="matlab:utils.helper.displayMethodInfo('ao', 'ao')">parameter list</a> % % <a href="matlab:utils.helper.displayConstructorExamples('ao')">Examples</a> % % <a href="matlab:utils.helper.displayMethodInfo('ao', 'ao')">Parameters Description</a> % % VERSION: $Id: ao.m,v 1.361 2011/08/22 05:23:45 hewitson Exp $ % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % AO analysis object class constructor. %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % % DESCRIPTION: AO analysis object class constructor. % Create an analysis object. % % Possible constructors: % % a = ao() - creates an empty analysis object % a = ao('a1.xml') - creates a new analysis object by loading the % analysis object from disk. % a = ao('a1.mat') - creates a new analysis object by loading the % analysis object from disk. % a = ao('a1.mat') - creates a new analysis object by loading the % 2-column data set stored in the .MAT file. % a = ao('file.txt') - creates a new analysis object by loading the % a = ao('file.dat') data in 'file.txt'. The ascii file is assumed % to be an equally sampled two-column file of % time and amplitude. By default, the amplitude % units are taken to be Volts ('V') and the % time samples are assumed to be in seconds. % a = ao('file',pl) - creates a new analysis object by loading the % data in 'file'. The parameter list decide how the % analysis object is created. The valid key values % of the parameter list are: % 'type' 'tsdata','fsdata','xydata' % [default: 'tsdata'] % 'fs' if this value is set, the % x-axes is computed by the fs value. % [default: empty array] % 'columns' [1 2 1 4] % Each pair represented the x- and y-axes. % (Each column pair creates an analysis object) % If the value 'fs' is used then % represent each column the y-axes. % (Each column creates an analysis object) % [default: [1] ] % 'comment_char' The comment character in the file % [default: ''] % 'description' To set the description in the analysis object % '...' every property where exist a public % set-function in the AO class e.g. % setName, setT0, setYunits, ... % If the constructor creates multiple ao's it is % possible to give each data class its own e.g. % 'name'. In this case the parameter list with the % key 'name' must have cell of the different values % as the name of the different data objects. e.g. % pl = plist('columns', [1 2 1 3], ... % 'name', {'name1' 'name2'}, ... % 'xunits', unit('s'), ... % 'yunits', {unit('V') unit('Hz'})); % This parameter list creates two ao's with tsdata. % % 'Robust' - set this to 'yes' to use (slow) % robust data reading. Useful for % complicated file formats. % [default: 'yes'] % % NOTE: Data files with comments at the end of the lines can only be % read if there are no lines with only comments. In this case, do not % specify a comment character. If you really want to load a file like % this, specify the 'Robust' option; this will be very slow for large % files. % % a = ao(data) - creates an analysis object with a data % object. Data object can be one of tsdata, % fsdata, cdata, xydata, xyzdata. % a = ao(data, hist) - creates an analysis object with a data % object and a history object % a = ao(specwin) - creates an analysis object from a specwin % object % a = ao(plist) - creates an analysis object from the description % given in the parameter list % % % VERSION: $Id: ao.m,v 1.361 2011/08/22 05:23:45 hewitson Exp $ % % Parameter sets for plist constructor (in order of priority): % % Notes and examples for some parameter sets follow: % % From complex ASCII File % --------------- % % >> ao(plist('filename','data.txt','complex_type','real/imag','type','tsdata')); %! % >> ao(plist('filename','data.txt','complex_type','real/imag','type','fsdata','columns',[1,2,4])); %! % % From Function % ------------- % % >> ao(plist('fcn', 'randn(100,1)','yunits','V')); % % From Values % ----------- % % >> ao(plist('vals',[1 2 3],'N',10)); % --> cdata % >> ao(plist('xvals',[1 2 3],'yvals',[10 20 30])); % --> xydata % >> ao(plist('xvals',[1 2 3],'yvals',[10 20 30],'type','tsdata')); % --> tsdata % >> ao(plist('xvals',[1 2 3],'yvals',[10 20 30],'type','fsdata')); % --> fsdata % >> ao(plist('fs',1,'yvals',[10 20 30])); % --> tsdata % >> ao(plist('fs',1,'yvals',[10 20 30],'type','fsdata')); % --> fsdata % >> ao(plist('fs',1,'yvals',[10 20 30],'type','fsdata','xunits','mHz','yunits','V')); % % From XY Function % ---------------- % % >> ao(plist('xyfcn', 'cos(2*pi*x) + randn(size(x))','x',[1:1e5])); % % From Time-series Function % ------------------------- % % >> ao(plist('tsfcn', 'cos(pi*t) + randn(size(t))', 'fs', 1, 'nsecs', 100)); % >> ao(plist('fs',10,'nsecs',10,'tsfcn','sin(2*pi*1.4*t)+0.1*randn(size(t))','t0',time('1980-12-01 12:43:12'))); % % % From Frequency-series Function % ------------------------------ % % >> ao(plist('FSFCN','f','f1',1e-5,'f2',1,'yunits','V')); % >> ao(plist('FSFCN','f','f',[0.01:0.01:1])); % % From Window % ----------- % % >> ao(plist('win', specwin('Hannning', 100))); % % From Waveform % ------------- % % >> ao(plist('waveform','sine wave','A',3,'f',1,'phi',pi/2,'toff',0.1,'nsecs',10,'fs',100)); % >> ao(plist('waveform','noise','type','normal','sigma',2,'nsecs',1000,'fs',1)); % >> ao(plist('waveform','chirp','f0',0.1,'f1',1,'t1',1,'nsecs',5,'fs',1000)); % >> ao(plist('waveform','gaussian pulse','f0',1','bw',0.2,'nsecs',20,'fs',10)); % >> ao(plist('waveform','square wave','f',2,'duty',40,'nsecs',10,'fs',100)); % >> ao(plist('waveform','sawtooth','f',1.23,'width',1,'nsecs',10/1.23,'fs',50)); % % % % From Repository % --------------- % % >> ao(plist('hostname','123.123.123.123','database','ltpda_test','ID',[1:10],'binary','yes')); %! % % % From Polynomial % --------------- % % Construct an AO from a set of polynomial coefficients. % % 'polyval' - a set of polynomial coefficients. This can also be an AO, % in which case the Y values from the AO are used. % [default: [-0.0001 0.02 -1 -1] ] % % Additional parameters: % 'Nsecs' - number of seconds [default: 10] % 'fs' - sample rate [default: 10] % or % 't' - vector of time vertices. The value can also % be an AO, in which case the X vector is used. % [default: [] ] % % Example: % plist('polyval', [1 2 3], 'Nsecs', 1e2, 'fs', 10) % % From Pzmodel % ------------ % % Generates an ao with a timeseries with a prescribed spectrum. % % 'pzmodel' - a pole/zero model which builds the time-series AO % % Additional parameters: % 'Nsecs' - number of seconds to be generated % 'fs' - sampling frequency % % You can also specify optional parameters: % 'xunits' - unit of the x-axis % 'yunits' - unit of the y-axis % % Example: p = [pz(f1,q1) pz(f2,q2)] % z = [pz(f3,q3)] % pzm = pzmodel(gain, p, z) % plist('pzmodel', pzm, 'Nsecs', 1e2, 'Fs', 10) % % From Built-in Model % ------------------- % % To get a list of built-in AOs: ao.getBuiltInModels % % Each model has additional parameters that need to be passed. To see the % % Additonal model parameters: >> help ao_model_<model_name> % % Example: >> help ao_model_mdc1_fd_dynamics % % From Plist % ---------- % % Examples: % % 1) Normally distributed random noise time-series % % >> p = plist('waveform', 'noise', 'fs', 10, 'nsecs', 1000); % >> a = ao(p); % % Indexing: % % >> b = a(1); % where a is an array of analysis objects % >> d = a.data; % get the data object % >> h = a.hist; % get the history object % >> d = a.data.x(1:20); % get a matrix of data values x; % % 2) Timeseries with a prescribed spectrum % % >> a = ao(plist('pzmodel', pzm, 'fs',10, 'nsecs', 120, 'ndigits', 50)); %! % % fs - sampling frequency % nsecs - number of seconds in time series % ndigits - number of digits for symbolic math toolbox (default: 32) % % % <a href="matlab:utils.helper.displayMethodInfo('ao', 'ao')">Parameters Description</a> % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % See also tsdata, fsdata, xydata, cdata, xyzdata % From CSD % ------------ % % Example 1D: mod is an AO with the target model power spectrum % % pl = plist('csd', mod, 'Nsecs', 1e3, 'fs', 10); % an = ao(pl); % % Example 2D: mod is a 2x2 matrix of AOs with the target model cross % spectral density. % % pl = plist('csd', mod, 'Nsecs', 1e3, 'fs', 10); % an = ao(pl); % classdef ao < ltpda_uoh %------------------------------------------------ %-------- Public (read/write) Properties ------- %------------------------------------------------ properties (Hidden = true) end % End (read/write) Properties %------------------------------------------------ %---------- Private read-only Properties -------- %------------------------------------------------ properties (GetAccess = public, SetAccess = protected) data = []; % Data object associated with this AO end % End read only properties %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Check property setting % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods function set.data(obj, val) if ~(isa(val, 'ltpda_data') || isempty(val)) error('### The value for the property ''data'' must be a ltpda_data object'); end obj.data = val; end end %------------------------------------------------ %---------------- Private Properties ------------ %------------------------------------------------ properties (GetAccess = protected, SetAccess = protected) end methods %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Constructor % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% function obj = ao(varargin) import utils.const.* utils.helper.msg(msg.PROC3, 'running ao/ao'); % check if the caller was a user of another method callerIsMethod = utils.helper.callerIsMethod; % Check the supported version utils.helper.checkMatlabVersion; %%% Collect all plists and combine them. [pli, invars, args] = utils.helper.collect_objects(varargin, 'plist'); if ~isempty(pli) pli = pli.combine(); if ~isempty(pli.find('dtype')) warning('LTPDA:ao', 'the parameter name ''dtype'' is now deprecated; please use ''type'' instead.') pli.append('type',pli.find('dtype')); pli.remove('dtype'); end if ~isempty(pli.find('use_fs')) warning('LTPDA:ao', 'the parameter name ''use_fs'' is now deprecated; please use ''fs'' instead.') pli.append('fs',pli.find('use_fs')); pli.remove('use_fs'); end %%% Append the plist to the input-arguments args{end+1} = pli; end %%% Execute appropriate constructor switch numel(args) case 0 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%% no input %%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% obj.addHistory(ao.getInfo('ao', 'None'), plist(), [], []); case 1 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%% one input %%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% if ischar(args{1}) %%%%%%%%%% a1 = ao('foo.mat') %%%%%%%%%% %%%%%%%%%% a1 = ao('foo.xml') %%%%%%%%%% %%%%%%%%%% a1 = ao('foo.txt') %%%%%%%%%% %%%%%%%%%% a1 = ao('foo.dat') %%%%%%%%%% utils.helper.msg(msg.OPROC1, 'constructing from file %s', varargin{1}); obj = fromFile(obj, args{1}); elseif isa(args{1}, 'ao') %%%%%%%%%% a1 = ao(ao) %%%%%%%%%% utils.helper.msg(msg.PROC1, 'copying %s', args{1}.name); obj = copy(args{1},1); for kk = 1:numel(args{1}) obj(kk).addHistory(ao.getInfo('ao', 'None'), [], [], obj(kk).hist); end elseif isstruct(args{1}) %%%%%%%%%% a1 = ao(struct) %%%%%%%%%% utils.helper.msg(msg.PROC1, 'constructing from struct'); obj = fromStruct(obj, varargin{1}); elseif isnumeric(args{1}) %%%%%%%%%% a1 = ao(constant) %%%%%%%%%% %%%%%%%%%% a1 = ao([1 2; 3 4]) %%%%%%%%%% utils.helper.msg(msg.PROC3, 'constructing from values'); obj = fromVals(obj, plist('VALS', args{1}), callerIsMethod); elseif isa(args{1}, 'pzmodel') %%%%%%%%% ao(pzmodel) %%%%%%%%%%%% obj = obj.fromPzmodel(plist('pzmodel', args{1})); elseif isa(args{1}, 'plist') %%%%%%%%%% a1 = ao(plist-object) %%%%%%%%%% utils.helper.msg(msg.PROC1, 'constructing from plist'); pl = args{1}; if pl.isparam('filename') %----------------------------------------------------- %--- Construct from file %----------------------------------------------------- utils.helper.msg(msg.PROC2, 'constructing from file %s', pl.find('filename')); obj = fromFile(obj, args{1}); elseif pl.isparam('built-in') %--- Construct from model utils.helper.msg(msg.PROC2, 'constructing from built-in model'); obj = obj.fromModel(pl); elseif pl.isparam('fcn') %----------------------------------------------------- %--- Construct from function %----------------------------------------------------- utils.helper.msg(msg.PROC2, 'constructing from function %s', pl.find('fcn')); obj = fromFcn(obj, pl); elseif pl.isparam('vals') %----------------------------------------------------- %--- Construct from Values %----------------------------------------------------- utils.helper.msg(msg.PROC2, 'constructing from values'); obj = obj.fromVals(pl, callerIsMethod); elseif pl.isparam('xvals') || pl.isparam('yvals') %----------------------------------------------------- %--- Construct from X and Y Values %----------------------------------------------------- utils.helper.msg(msg.PROC2, 'constructing from X and Y values'); obj = fromXYVals(obj, pl, callerIsMethod); elseif pl.isparam('tsfcn') %----------------------------------------------------- %--- Construct from Time-series function %----------------------------------------------------- utils.helper.msg(msg.PROC2, 'constructing from fcn(t) %s', pl.find('tsfcn')); obj = fromTSfcn(obj, pl); elseif pl.isparam('xyfcn') %----------------------------------------------------- %--- Construct from XY function %----------------------------------------------------- utils.helper.msg(msg.PROC2, 'constructing from fcn(x) %s', pl.find('xyfcn')); obj = obj.fromXYFcn(pl); elseif pl.isparam('fsfcn') %----------------------------------------------------- %--- Construct from frequency-series function %----------------------------------------------------- utils.helper.msg(msg.PROC2, 'constructing from fcn(f) %s', pl.find('fsfcn')); obj = obj.fromFSfcn(pl); elseif pl.isparam('win') %----------------------------------------------------- %--- Construct from Window %----------------------------------------------------- utils.helper.msg(msg.PROC2, 'constructing from window %s', char(pl.find('win'))); obj = obj.fromSpecWin(pl); elseif pl.isparam('waveform') %----------------------------------------------------- %--- Construct from Waveform %----------------------------------------------------- utils.helper.msg(msg.PROC2, 'constructing from waveform %s', pl.find('waveform')); obj = fromWaveform(obj, pl, callerIsMethod); elseif pl.isparam('hostname') || pl.isparam('conn') %----------------------------------------------------- %--- Construct from repository %----------------------------------------------------- utils.helper.msg(msg.PROC2, 'constructing from repository %s', pl.find('hostname')); obj = obj.fromRepository(pl); elseif pl.isparam('polyval') %----------------------------------------------------- %--- Construct from polynomial %----------------------------------------------------- utils.helper.msg(msg.PROC2, 'constructing from polynomial '); obj = obj.fromPolyval(pl); elseif pl.isparam('plist') %----------------------------------------------------- %--- Construct from plist %----------------------------------------------------- obj = ao(pl.find('plist')); elseif pl.isparam('pzmodel') %----------------------------------------------------- %--- Construct from pzmodel %----------------------------------------------------- utils.helper.msg(msg.PROC2, 'constructing from pzmodel %s', char(pl.find('pzmodel'))); obj = obj.fromPzmodel(pl); elseif pl.isparam('model') %----------------------------------------------------- %--- Construct from smodel %----------------------------------------------------- utils.helper.msg(msg.PROC2, 'constructing from symbolic model %s', char(pl.find('smodel'))); obj = obj.fromSModel(pl, callerIsMethod); elseif pl.isparam('Pest') %----------------------------------------------------- %--- Construct from pest %----------------------------------------------------- utils.helper.msg(msg.PROC2, 'constructing from pest object %s', char(pl.find('pest'))); obj = obj.fromPest(pl); elseif pl.isparam('parameter') utils.helper.msg(msg.PROC2, 'constructing from parameter'); obj = obj.fromParameter(pl); else % build a no-data ao from the plist and default values ii = ao.getInfo('ao', 'Default'); pl = applyDefaults(ii.plists, pl); obj.setObjectProperties(pl); obj.addHistory(ao.getInfo('ao', 'None'), pl, [], []); end elseif isa(args{1}, 'specwin') %%%%%%%%%% a1 = ao(specwin) %%%%%%%%%% utils.helper.msg(msg.PROC1, 'constructing from spectral window %s', char(args{1})); obj = obj.fromSpecWin(plist('win', args{1})); elseif isa(args{1}, 'smodel') %%%%%%%%%% a1 = ao(smodel) %%%%%%%%%% utils.helper.msg(msg.PROC1, 'constructing from smodel %s', char(args{1})); obj = obj.fromSModel(plist('model', args{1}), callerIsMethod); elseif isa(args{1}, 'pest') %%%%%%%%%% a1 = ao(pest) %%%%%%%%%% utils.helper.msg(msg.PROC1, 'constructing from pest %s', char(args{1})); obj = obj.fromPest(plist('pest', args{1})); elseif isa(args{1}, 'ltpda_data') %%%%%%%%%% a1 = ao(ltpda_data-object) %%%%%%%%%% %%%%%%%%%% a1 = ao(cdata) %%%%%%%%%% %%%%%%%%%% a1 = ao(fsdata) %%%%%%%%%% %%%%%%%%%% a1 = ao(tsdata) %%%%%%%%%% %%%%%%%%%% a1 = ao(xydata) %%%%%%%%%% %%%%%%%%%% a1 = ao(xyzdata) %%%%%%%%%% utils.helper.msg(msg.PROC1, 'constructing from data object %s', class(args{1})); obj = ao; obj.data = args{1}; obj.addHistory(ao.getInfo('ao', 'None'), [], [], []); elseif islogical(args{1}) %%%%%%%%%%% a1 = ao(true) %%%%%%%%%%%%% utils.helper.msg(msg.PROC3, 'constructing from logical'); obj = fromVals(obj, plist('VALS', args{1}), callerIsMethod); else error('### Unknown single input constructor'); end case 2 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%% two inputs %%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% if isa(varargin{1}, 'database') || isa(varargin{1}, 'mpipeline.repository.RepositoryConnection') %%%%%%%%%% ao(database-object, [IDs]) %%%%%%%%%% utils.helper.msg(msg.PROC1, 'constructing from database object'); pl = plist('conn', varargin{1}, 'id', varargin{2}); obj = obj.fromRepository(pl); elseif isnumeric(args{1}) && isnumeric(args{2}) && numel(args{1}) == numel(args{2}) %%%%%%%%%% ao(x-vector, y-vector) %%%%%%%%%% utils.helper.msg(msg.PROC1, 'constructing from X and Y values'); obj = obj.fromXYVals(plist('XVALS', args{1}, 'YVALS', args{2}), callerIsMethod); elseif isnumeric(args{1}) && isnumeric(args{2}) && numel(args{2}) == 1 %%%%%%%%%% ao(y-vector, fs) %%%%%%%%%% utils.helper.msg(msg.PROC1, 'constructing from Y values and fs'); obj = obj.fromXYVals(plist('YVALS', args{1}, 'fs', args{2}, 'xunits', 's'), callerIsMethod); elseif isa(args{1}, 'pzmodel') && isa(args{2}, 'plist') %%%%%%%%%% f = ao(pzmodel-object, plist-object) %%%%%%%%%% utils.helper.msg(msg.OPROC1, 'constructing from pzmodel %s', args{1}.name); obj = obj.fromPzmodel(combine(plist('pzmodel', args{1}), args{2})); elseif isnumeric(args{1}) && isa(args{2}, 'plist') %%%%%%%%%% ao(<double>, pl) %%%%%%%%%% utils.helper.msg(msg.PROC1, 'constructing from constant values and plist'); obj = obj.fromVals(combine(plist('VALS', args{1}), args{2}), callerIsMethod); elseif ischar(args{1}) && isa(args{2}, 'plist') %%%%%%%%%%% ao('foo.txt', pl) %%%%%%%%%% utils.helper.msg(msg.PROC1, 'constructing from filename and plist'); pl = combine(plist('filename', args{1}), args{2}); obj = obj.fromFile(pl); elseif isa(args{1}, 'ao') && isa(args{2}, 'ao') %%%%%%%%%%% ao(ao-object, ao-object) %%%%%%%%%% % Do we have a list of AOs as input obj = ao([args{1}, args{2}]); % elseif isa(args{1}, 'ao') && isa(args{2}, 'plist') && isempty(args{2}.params) % % pass to copy constructor % a = ao(args{1}); % elseif isa(args{1}, 'ao') && isa(args{2}, 'plist') && isempty(varargin{2}.params) %%%%%%%%%% f = ao(ao-object, <empty plist>) %%%%%%%%%% obj = ao(varargin{1}); elseif isa(args{1}, 'org.apache.xerces.dom.DeferredElementImpl') && ... isa(args{2}, 'history') %%%%%%%%%% obj = ao(DOM node, history-objects) %%%%%%%%%% obj = fromDom(obj, args{1}, args{2}); elseif isa(args{1}, 'ltpda_uoh') && isa(args{2}, 'plist') %%%%%%%%%%% ao(<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 args{2}.isparam('filename') if exist(fullfile('.', find(args{2}, 'filename')), 'file')==2 obj = ao(args{2}); else obj = ao(args{1}); end else obj = ao(args{2}); end else error('### Unknown constructor with two inputs'); end case 3 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%% three inputs %%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% if isnumeric(args{1}) && isnumeric(args{2}) && isnumeric(args{3}) && ... numel(args{1}) == numel(args{2}) && numel(args{3}) == 1 %%%%%%%%%% ao(x-vector, y-vector, fs) %%%%%%%%%% utils.helper.msg(msg.PROC1, 'constructing from X and Y values and frequency.'); obj = obj.fromXYVals(plist('XVALS', args{1}, 'YVALS', args{2}, 'FS', args{3}), callerIsMethod); elseif isnumeric(args{1}) && isnumeric(args{2}) && isa(args{3}, 'plist') %%%%%%%%%% ao(x-vector, y-vector, plist) %%%%%%%%%% utils.helper.msg(msg.PROC1, 'constructing from X and Y values and frequencies.'); pl = combine(plist('XVALS', args{1}, 'YVALS', args{2}), args{3}); obj = obj.fromXYVals(pl, callerIsMethod); elseif isa(args{1}, 'pzmodel') && isnumeric(args{2}) && isnumeric(args{3}) %%%%%%%%%% ao(pzmodel, nsecs, fs) %%%%%%%%%% utils.helper.msg(msg.PROC2, 'constructing from pzmodel %s', char(args{1})); pl = plist('pzmodel', args{1}, 'Nsecs', args{2}, 'fs', args{3}); obj = obj.fromPzmodel(pl); else [aoi, invars, rest] = utils.helper.collect_objects(args, 'ao'); %%% Do we have a list of AOs as input if ~isempty(aoi) && isempty(rest) obj = ao(aoi); else error('### Unknown constructor with three inputs'); end end otherwise %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%% other inputs %%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% [aoi, invars, rest] = utils.helper.collect_objects(args, 'ao'); %%% Do we have a list of AOs as input if ~isempty(aoi) && isempty(rest) obj = ao(aoi); else error('### Unknown number of arguments.'); end end end % End constructor end % End public methods %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Methods (static) % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods (Static = true) function n = randn(varargin) % RANDN convenient constructor of an AO containing random numbers. % % CALL: % n = ao.randn(nsamples) % cdata AO % n = ao.randn(nsecs, fs) % tsdata AO % switch nargin case 1 % cdata(nsamples) n = ao(plist('vals', randn(varargin{1},1))); case 2 n = ao(plist('tsfcn', 'randn(size(t))', 'fs', varargin{2}, 'nsecs', varargin{1})); otherwise error('Unknown input arguments'); end end function n = sinewave(varargin) % SINEWAVE convenient constructor of an AO containing a sine wave. % % CALL: % n = ao.sinewave(nsecs, fs, f0, phi) % tsdata AO % switch nargin case 4 n = ao(plist('waveform', 'sine wave', ... 'f', varargin{3}, 'phi', varargin{4}, ... 'fs', varargin{2}, 'nsecs', varargin{1})); otherwise error('Unknown input arguments'); end end function mdls = getBuiltInModels(varargin) mdls = ltpda_uo.getBuiltInModels('ao'); end function out = SETS() out = [SETS@ltpda_uoh, ... {'From MAT Data File'}, ... {'From ASCII File'}, ... {'From Complex ASCII File'}, ... {'From Function'}, ... {'From Values'}, ... {'From XY Values'}, ... {'From Time-series Function'}, ... {'From XY Function'}, ... {'From Frequency-series Function'}, ... {'From Window'}, ... {'From Waveform'}, ... {'From Polynomial'}, ... {'From Pzmodel'}, ... {'From Smodel'}, ... {'From Pest'}, ... {'From Parameter'} ... ]; % {'From CSD'}, ... end function out = VEROUT() out = '$Id: ao.m,v 1.361 2011/08/22 05:23:45 hewitson Exp $'; end function ii = getInfo(varargin) ii = utils.helper.generic_getInfo(varargin{:}, 'ao'); end % Return the plist for a particular parameter set function plout = getDefaultPlist(set) persistent pl; persistent lastset; if exist('pl', 'var')==0 || isempty(pl) || ~strcmp(lastset, set) pl = ao.buildplist(set); lastset = set; end plout = pl; end function out = buildplist(set) if ~utils.helper.ismember(lower(ao.SETS), lower(set)) error('### Unknown set [%s]', set); end out = plist(); out = ao.addGlobalKeys(out); out = buildplist@ltpda_uoh(out, set); % Otherwise we try to find a set for this constructor switch lower(set) case 'from mat data file' % filename p = param({'filename','MAT data filename.'}, paramValue.EMPTY_STRING); out.append(p); % filepath p = param({'filepath','Path to the data file in case the filename is a relative path.'}, paramValue.EMPTY_STRING); out.append(p); % type p = param({'type','Choose the data type.'}, paramValue.DATA_TYPES); out.append(p); % columns p = param({'columns', ['Specify column pairs for the <tt>x-y</tt> variables, e.g. [1 2 1 4].<br>',... 'Each column pair creates an analysis object.<br>',... 'If the value ''fs'' is set then each column represents only the <tt>y</tt>-axes.<br>']}, ... {1, {[]}, paramValue.OPTIONAL}); out.append(p); % Xunits p = param({'xunits','Unit on X axis.'}, paramValue.STRING_VALUE('s')); out.append(p); % Yunits p = param({'yunits','Unit on Y axis.'}, paramValue.STRING_VALUE('')); out.append(p); % Fs p = param({'fs','If this value is set, the x-axes is computed from the fs value.'}, paramValue.EMPTY_DOUBLE); out.append(p); case 'from ascii file' % filename p = param({'filename','ASCII filename.'}, paramValue.EMPTY_STRING); out.append(p); % filepath p = param({'filepath','Path to the data file in case the filename is a relative path.'}, paramValue.EMPTY_STRING); out.append(p); % type p = param({'type','Choose the data type.'}, paramValue.DATA_TYPES); out.append(p); % columns p = param({'columns', ['Specify column pairs for the <tt>x-y</tt> variables, e.g. [1 2 1 4].<br>',... 'Each column pair creates an analysis object.<br>',... 'If the value ''fs'' is set then each column represents only the <tt>y</tt>-axes.<br>']}, ... {1, {[]}, paramValue.OPTIONAL}); out.append(p); % Xunits p = param({'xunits','Unit on X axis.'}, paramValue.STRING_VALUE('')); out.append(p); % Yunits p = param({'yunits','Unit on Y axis.'}, paramValue.STRING_VALUE('')); out.append(p); % Comment char p = param({'comment_char','The comment character in the file.'}, paramValue.EMPTY_STRING); out.append(p); % Maximum number of lines p = param({'maxlines', 'Maximum number of lines which should be read.'}, paramValue.EMPTY_DOUBLE); out.append(p); % Fs p = param({'fs','If this value is set, the x-axes is computed from the fs value.'}, paramValue.EMPTY_DOUBLE); out.append(p); % Robust p = param({'Robust',['Set this to ''yes'' to use (slow) robust data reading.<br>',... 'Useful for complicated file formats.']}, paramValue.YES_NO); p.val.setValIndex(2); out.append(p); % Delimiter p = param({'Delimiter', 'Field delimiter character(s).'}, paramValue.STRING_VALUE('')); out.append(p); % T0 p = param({'T0', ['The UTC time of the first sample.<br>' ... 'For data types other than tsdata, this is ignored.']}, {1, {'1970-01-01 00:00:00.000'}, paramValue.OPTIONAL}); out.append(p); %------------------------------------------ %--- Read from complex ASCII file %------------------------------------------ case 'from complex ascii file' % Filename p = param({'filename','ASCII filename.'}, paramValue.EMPTY_STRING); out.append(p); % filepath p = param({'filepath','Path to the data file in case the filename is a relative path.'}, paramValue.EMPTY_STRING); out.append(p); % Complex type p = param({'complex_type','String defining the format of the complex data.'}, ... {1, {'real/imag', 'abs/deg', 'dB/deg', 'abs/rad', 'dB/rad'}, paramValue.SINGLE}); out.append(p); % Type p = param({'type','String defining the data type'}, paramValue.DATA_TYPES); p.val.setValIndex(2); out.append(p); % columns p = param({'columns',['Colums to consider inside the file. <br>',... 'It must be 3 or a multiple: the first column defines the x-axis and the next <br>',... 'two columns the complex y-axis. If a multiple of 3 columns are specified, <br>',... 'the constructor will output multiple aos. (e.g. [1 2 3])']}, ... {1, {[1 2 3]}, paramValue.OPTIONAL}); out.append(p); % Xunits p = param({'xunits','Unit on X axis.'}, paramValue.STRING_VALUE('Hz')); out.append(p); % Yunits p = param({'yunits','Unit on Y axis.'}, paramValue.STRING_VALUE('')); out.append(p); % Comment char p = param({'comment_char','The comment character in the file.'}, paramValue.EMPTY_STRING); out.append(p); % T0 p = param({'T0', ['The UTC time of the first sample.<br>' ... 'For data types other than tsdata, this is ignored.']}, {1, {'1970-01-01 00:00:00.000'}, paramValue.OPTIONAL}); out.append(p); %------------------------------------------ %--- Create from a function description %------------------------------------------ case 'from function' % Fcn p = param({'fcn','Any valid MATLAB function. [e.g. ''randn(100,1)'']'}, paramValue.EMPTY_STRING); out.append(p); % Yunits p = param({'yunits','Unit on Y axis.'}, paramValue.STRING_VALUE('')); out.append(p); % RAND_STREAM p = param({'RAND_STREAM', 'Set the random stream for noise generation. This should be a structure with the fields of the properties for the class RandStream (help RandStream).'}, paramValue.EMPTY_DOUBLE); out.append(p); %------------------------------------------ %--- Create from a set of values %------------------------------------------ case 'from values' % Vals p = param({'vals','A set of values.'}, paramValue.EMPTY_DOUBLE); out.append(p); % N p = param({'N','Repeat ''N'' times.'}, {1, {1}, paramValue.OPTIONAL}); out.append(p); % Yunits p = param({'yunits','Unit on Y axis'}, paramValue.STRING_VALUE('')); out.append(p); %------------------------------------------ %--- Create from a set of values %------------------------------------------ case 'from xy values' % Type p = param({'type','The data type.'}, {1, {'', 'tsdata', 'fsdata', 'xydata', 'cdata'}, paramValue.SINGLE}); out.append(p); % Fs p = param({'fs',['Frequency: if this is set, xvals (if passed) will be ignored and the <br>',... 'resulting tsdata will contain an X vector sampled according to fs. <br>', ... 'For data types other than tsdata, this is ignored.']}, paramValue.EMPTY_DOUBLE); out.append(p); % T0 p = param({'T0', ['The UTC time of the first sample.<br>' ... 'For data types other than tsdata, this is ignored.']}, {1, {'1970-01-01 00:00:00.000'}, paramValue.OPTIONAL}); out.append(p); % toffset p = param({'toffset', ['The offset between the first x sample and t0.<br>' ... 'For data types other than tsdata, this is ignored.']}, paramValue.DOUBLE_VALUE(0)); out.append(p); % Xvals p = param({'xvals','A set of x values.'}, paramValue.EMPTY_DOUBLE); out.append(p); % Yvals p = param({'yvals','A set of y values.'}, paramValue.EMPTY_DOUBLE); out.append(p); % Xunits p = param({'xunits','Unit on X axis.'}, paramValue.STRING_VALUE('')); out.append(p); % Yunits p = param({'yunits','Unit on Y axis'}, paramValue.STRING_VALUE('')); out.append(p); %------------------------------------------ %--- Create from a XY function %------------------------------------------ case 'from xy function' % XY fcn p = param({'xyfcn','Specify a function of x. (e.g. x.^2)'}, {1, {'x'}, paramValue.OPTIONAL}); out.append(p); % X p = param({'X','The x values.'}, paramValue.EMPTY_DOUBLE); out.append(p); % Xunits p = param({'xunits','Unit on X axis.'}, paramValue.STRING_VALUE('')); out.append(p); % Yunits p = param({'yunits','Unit on Y axis.'}, paramValue.STRING_VALUE('')); out.append(p); % RAND_STREAM p = param({'RAND_STREAM', 'Set the random stream for noise generation. This should be a structure with the fields of the properties for the class RandStream (help RandStream).'}, paramValue.EMPTY_DOUBLE); out.append(p); %------------------------------------------ %--- Create from a time-series function %------------------------------------------ case 'from time-series function' % TS fcn p = param({'tsfcn','A function of time.'}, {1, {'t'}, paramValue.OPTIONAL}); out.append(p); % Fs, Nsecs, Xunits out.append(plist.TSDATA_PLIST); % Yunits p = param({'yunits','Unit on Y axis.'}, paramValue.STRING_VALUE('')); out.append(p); % RAND_STREAM p = param({'RAND_STREAM', 'Set the random stream for noise generation. This should be a structure with the fields of the properties for the class RandStream (help RandStream).'}, paramValue.EMPTY_DOUBLE); out.append(p); %------------------------------------------ %--- Create from frequency-series function %------------------------------------------ case 'from frequency-series function' % FS fcn p = param({'fsfcn','A function of frequency.'}, {1, {'f'}, paramValue.OPTIONAL}); out.append(p); % F1 p = param({'f1','The initial frequency.'}, {1, {1e-9}, paramValue.OPTIONAL}); out.append(p); % F2 p = param({'f2','The final frequency.'}, {1, {10000}, paramValue.OPTIONAL}); out.append(p); % Nf p = param({'nf','The number of frequency samples.'}, {1, {1000}, paramValue.OPTIONAL}); out.append(p); % Scale p = param({'scale','Choose the frequency spacing.'}, {2, {'lin', 'log'}, paramValue.SINGLE}); out.append(p); % F p = param({'f','a vector of frequencies on which to evaluate the function.'}, paramValue.EMPTY_DOUBLE); out.append(p); % Xunits p = param({'xunits','Unit on X axis.'}, paramValue.STRING_VALUE('Hz')); out.append(p); % Yunits p = param({'yunits','Unit on Y axis.'}, paramValue.STRING_VALUE('')); out.append(p); % RAND_STREAM p = param({'RAND_STREAM', 'Set the random stream for noise generation. This should be a structure with the fields of the properties for the class RandStream (help RandStream).'}, paramValue.EMPTY_DOUBLE); out.append(p); %------------------------------------------ %--- Create from a window function %------------------------------------------ case 'from window' % Win p = param({'win','A Spectral window name.'}, paramValue.WINDOW); out.append(p); % length p = param({'length','The length of the window (number of samples).'}, paramValue.DOUBLE_VALUE(100)); out.append(p); % psll p = param({'psll','If you choose a ''kaiser'' window, you can also specify the peak-sidelobe-level.'}, paramValue.DOUBLE_VALUE(150)); out.append(p); % level order p = param({'levelOrder','If you choose a ''levelledHanning'' window, you can also specify the order of the contraction.'}, paramValue.DOUBLE_VALUE(2)); out.append(p); % Yunits p = param({'yunits','Unit on Y axis.'}, paramValue.STRING_VALUE('')); out.append(p); %------------------------------------------ %--- Create from a set of polynomial coefficients %------------------------------------------ case 'from polynomial' % Polyval p = param({'polyval',['A set of polynomial coefficients. This can also be an AO, <br>',... 'in which case the Y values from the AO are used.']}, paramValue.EMPTY_DOUBLE); out.append(p); % Fs p = param({'fs', 'The sampling frequency of the signal. [for all]'}, paramValue.EMPTY_DOUBLE); out.append(p); % Nsecs p = param({'nsecs', 'The number of seconds of data. [for all]'}, paramValue.EMPTY_DOUBLE); out.append(p); % T0 p = param({'T0', 'The UTC time of the first sample. [for all]'}, {1, {'1970-01-01 00:00:00.000'}, paramValue.OPTIONAL}); out.append(p); % toffset p = param({'toffset', 'The offset between the first x sample and t0.'}, paramValue.DOUBLE_VALUE(0)); out.append(p); % T p = param({'t',['Vector of time vertices for tsdata type. <br>',... 'The value can also be an AO, in which case the X vector is used.']}, paramValue.EMPTY_DOUBLE); out.append(p); % X p = param({'x', 'Vector of X values for xydata type. <br>',... 'The value can also be an AO, in which case the X vector is used.'}, paramValue.EMPTY_DOUBLE); out.append(p); % F p = param({'f', 'Vector of frequency values for fsdata type. <br>',... 'The value can also be an AO, in which case the X vector is used.'}, paramValue.EMPTY_DOUBLE); out.append(p); % Type p = param({'type','The data type. If this is empty, the constructor will attempt to determine the type from the other parameters.'}, {1,{'', 'tsdata', 'fsdata', 'xydata', 'cdata'}, paramValue.SINGLE}); p.setDefaultIndex(1); % Set the default to 'tsdata' out.append(p); % Xunits p = param({'xunits','Unit on X axis.'}, paramValue.EMPTY_STRING); out.append(p); % Yunits p = param({'yunits','Unit on Y axis.'}, paramValue.STRING_VALUE('')); out.append(p); %------------------------------------------ %--- Create from a waveform description %------------------------------------------ case 'from waveform' % Waveform p = param({'waveform', 'A waveform description.<br>A special case is the ''<b>sine wave</b>'' because you can create more sinewaves which are summed. For this case you can add several values for ''A'', ''f'', ''phi'', ''nsecs'' and/or ''Toff'''}, ... {1, {'sine wave', 'noise', 'chirp', 'gaussian pulse', 'square wave', 'sawtooth'}, paramValue.OPTIONAL}); out.append(p); % A p = param({'A','Amplitude of the signal. [for ''sine wave''].'}, {1, {1}, paramValue.OPTIONAL}); out.append(p); % F p = param({'f', 'Frequency of the signal. [for ''sine wave'', ''square wave'', ''sawtooth''].'}, ... {1, {1}, paramValue.OPTIONAL}); out.append(p); % Phi p = param({'phi','Phase of the signal. [for ''sine wave'']'}, {1, {0}, paramValue.OPTIONAL}); out.append(p); % Toff p = param({'Toff', ['Offset of the different sine waves, as [for ''sine wave'']<ul>', ... '<li>a vector of seconds</li>', ... '<li>a cell array with the offsets as a string</li>', ... '<li>a vector time objects</li>', ... '</ul>Remark: If t0 is not specified then it will be set to the first value of Toff.<br><br>Offset of the signal, in seconds. [for all other]']}, {1, {0}, paramValue.OPTIONAL}); out.append(p); % gaps p = param({'gaps', 'Instead of defining an offset it is possible to define a gap before the sine wave. [for ''sine wave'']<br/>'}, paramValue.EMPTY_DOUBLE); out.append(p); % Type p = param({'Type', 'Noise type. [for ''noise'']'}, {1, {'Normal', 'Uniform'}, paramValue.SINGLE}); out.append(p); % Sigma p = param({'Sigma', 'The standard deviation of the noise. [for ''noise'']'}, {1, {1}, paramValue.OPTIONAL}); out.append(p); % F0 p = param({'F0', 'A fundamental/start frequency of the signal. [for ''chirp'', ''gaussian pulse'']'}, ... {1, {1}, paramValue.OPTIONAL}); out.append(p); % F1 p = param({'F1', 'The end frequency of the signal. [for ''chirp'']'}, paramValue.EMPTY_DOUBLE); out.append(p); % T1 p = param({'T1', 'The end time of the signal. [for ''chirp'']'}, paramValue.EMPTY_DOUBLE); out.append(p); % BW p = param({'BW', 'The bandwidth of the signal. [for ''gaussian pulse'']'}, paramValue.EMPTY_DOUBLE); out.append(p); % Duty p = param({'Duty', 'The duty-cycle of the signal (in %). [for ''square wave'']'}, {1, {50}, paramValue.OPTIONAL}); out.append(p); % Width p = param({'Width', 'The width of the signal. [0-1] [for ''sawtooth'']'}, {1, {0.5}, paramValue.OPTIONAL}); out.append(p); % Fs, Nsecs, Xunits out.append(plist.TSDATA_PLIST); out.remove('toffset'); % Yunits p = param({'yunits','Unit on Y axis. [for all]'}, paramValue.STRING_VALUE('')); out.append(p); % RAND_STREAM p = param({'RAND_STREAM', 'Set the random stream for noise generation. This should be a structure with the fields of the properties for the class RandStream (help RandStream).'}, paramValue.EMPTY_DOUBLE); out.append(p); %------------------------------------------ %--- Create from a set of pzm coefficients %------------------------------------------ case 'from pzmodel' % PZModel p = param({'pzmodel','A pole/zero model which builds the time-series AO.'}, {1, {pzmodel}, paramValue.OPTIONAL}); out.append(p); % Fs, Nsecs, Xunits out.append(plist.TSDATA_PLIST); % Yunits p = param({'yunits','Unit on Y axis.'}, paramValue.STRING_VALUE('')); out.append(p); % RAND_STREAM p = param({'RAND_STREAM', 'Set the random stream for noise generation. This should be a structure with the fields of the properties for the class RandStream (help RandStream).'}, paramValue.EMPTY_DOUBLE); out.append(p); %------------------------------------------ %--- Create from a smodel %------------------------------------------ case 'from smodel' % Model p = param({'model', 'The smodel to evaluate and convert to an AO. '}, {1, {smodel()}, paramValue.OPTIONAL}); out.append(p); % X p = param({'x','Values for X axis.'}, paramValue.EMPTY_DOUBLE); out.append(p); % Xunits p = param({'xunits','Unit on X axis.'}, paramValue.STRING_VALUE('s')); out.append(p); % Type p = param({'type','Choose the data type.'}, paramValue.DATA_TYPES); p.val.setValIndex(1); out.append(p); %------------------------------------------ %--- Create from a pest %------------------------------------------ case 'from pest' % Model p = param({'pest', 'The pest object to extract the AO from. '}, paramValue.EMPTY_DOUBLE); out.append(p); % Parameter p = param({'parameter',['Name of the parameter(s) to be extracted.<br>' ... 'If empty, all parameters will be extracted into a vector ao AOs.']}, paramValue.STRING_VALUE('')); out.append(p); case 'from parameter' % parameter p = param({'parameter', ['The parameter or plist to make an AO from. <br>' ... 'If the plist is a built-in one, it is also possible just to input its name.']}, paramValue.EMPTY_STRING); out.append(p); % key p = param({'key', 'The parameter name to extract from the plist. '}, paramValue.EMPTY_STRING); out.append(p); end end % End getDefaultPlist function obj = initObjectWithSize(n,m) if numel(n) > 1 obj = ao.newarray([n(1) n(2)]); else obj = ao.newarray([n m]); end end end methods (Hidden = true) varargout = setData(varargin) varargout = attachToDom(varargin) varargout = welch(varargin) varargout = ifft_core(varargin) varargout = fft_core(varargin) varargout = fftfilt_core(varargin) varargout = xspec(varargin) end %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Methods (static, private) % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods (Static = true, Access = private) % constructor functions % Spectral estimate function [yy, dyy, info] = welchscale(xx, dxx, win, fs, norm, inunits) [x,M,isreal_x,y,Ly,win,winName,winParam,noverlap,k,L,options] = welchparse(x,esttype,varargin) [P,f] = computeperiodogram(x,win,nfft,esttype,varargin) [Xx,f] = computeDFT(xin,nfft,varargin) % Noise generator functions varargout = ngconv(varargin) varargout = ngsetup(varargin) varargout = ngsetup_vpa(varargin) varargout = nginit(varargin) varargout = ngprop(varargin) varargout = fq2fac(varargin) varargout = conv_noisegen(varargin) varargout = mchol(varargin) % LPSD-type methods varargout = ltf_plan(varargin) varargout = mlpsd_mex(varargin) varargout = mlpsd_m(varargin) varargout = mltfe(varargin) varargout = findFsMax(varargin) varargout = findFsMin(varargin) varargout = findShortestVector(varargin) varargout = lxspec(varargin) varargout = ltpda_fitChiSquare(varargin) varargout = elementOp(varargin) varargout = melementOp(varargin) varargout = applymethod(varargin) end %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Methods (static, protected) % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods (Static = true, Access = protected) function pl = addGlobalKeys(pl) % Call super-class addGlobalKeys@ltpda_uoh(pl); end function pl = removeGlobalKeys(pl) % Call super-class removeGlobalKeys@ltpda_uoh(pl); % Remove 'plotinfo' pl.remove('plotinfo'); end end %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Methods (static, hidden) % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods (Static = true, Hidden = true) varargout = loadobj(varargin) varargout = update_struct(varargin) end %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Methods (public) % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods % Setters varargout = setXunits(varargin) varargout = setYunits(varargin) varargout = setT0(varargin) varargout = setFs(varargin) varargout = setXY(varargin) varargout = setY(varargin) varargout = setX(varargin) varargout = setZ(varargin) varargout = setDy(varargin) varargout = setDx(varargin) % Other methods varargout = copy(varargin) h = md5(varargin) val = fromProcinfo(varargin) end % End public methods %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Methods (protected) % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods (Access = protected) obj = fromDataInMAT(obj, data, filename) obj = fromDatafile(obj, pli) obj = fromComplexDatafile(obj, pli) obj = fromStruct(obj, a_struct) varargout = fromDom(varargin) varargout = csvGenerateData(varargin) varargout = checkDataType(varargin) end %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Methods (private) % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% methods (Access = private) % Constructors varargout = fromParameter(varargin) varargout = fromVals(varargin) varargout = fromXYVals(varargin) varargout = fromTSfcn(varargin) varargout = fromWaveform(varargin) varargout = fromFcn(varargin) varargout = fromFSfcn(varargin) varargout = fromSpecWin(varargin) varargout = fromPolyval(varargin) varargout = fromSModel(varargin) varargout = fromPzmodel(varargin) varargout = fromXYFcn(varargin) varargout = fromCSD(varargin) varargout = fromPest(varargin) varargout = fixAxisData(varargin) varargout = smallvec_coef(in,pl) varargout = setUnitsForAxis(varargin) varargout = clearErrors(varargin) % Others varargout = applyoperator(varargin) end end