Mercurial > hg > ltpda
view m-toolbox/classes/@ssm/doSubsParameters.m @ 3:960fe1aa1c10 database-connection-manager
Add LTPDADatabaseConnectionManager implementation. Java code
author | Daniele Nicolodi <nicolodi@science.unitn.it> |
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date | Mon, 05 Dec 2011 16:20:06 +0100 |
parents | f0afece42f48 |
children |
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% DOSUBSPARAMETERS enables to substitute symbollic patameters %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % % DESCRIPTION: DOSUBSPARAMETERS enables the substitution of symbolic % parameters. This private method does the work of % subsParameters and keepParameters. % % VERSION: $Id: doSubsParameters.m,v 1.10 2011/03/03 18:11:54 hewitson Exp $ % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% function sys = doSubsParameters(sys, subsnames, callerIsMethod) % checking whether any work need be done at all if sys.params.nparams==0 || numel(subsnames)==0 return end sysNames = sys.params.getKeys; wasFound = false(size(subsnames)); removeParams = false(size(sysNames)); % If we have any matrices containing symbolic parameters, then we go % ahead and declare all parameters symbolic if hasSymbols(sys) % declaring and evaluating parameters to substitute for j=1:numel(sysNames) pname = sysNames{j}; indices = strcmpi(subsnames, pname); cmd1 = [pname '=sym(''', pname, ''');']; if sum(indices)>0 % remebering parameter match was found for this entry wasFound(indices) = indices(indices); % remembering parameter to move removeParams(j) = true; val = sys.params.params(j).getVal; if isa(val, 'plist') val = find(val, 'value'); end cmd2 = [pname '=' utils.helper.num2str(val) ';']; eval(cmd1); eval(cmd2); else eval(cmd1); end end else % This means we have no symbolic matrix elements, so we can just % declare local double variables. This works after you call % ssm/optimiseForFitting on the model. for j=1:numel(sysNames) pname = sysNames{j}; indices = strcmpi(subsnames, pname); if sum(indices)>0 % remebering parameter match was found for this entry wasFound(indices) = indices(indices); % remembering parameter to move removeParams(j) = true; val = sys.params.params(j).getVal; if isa(val, 'plist') val = find(val, 'value'); end cmd2 = [pname '=' utils.helper.num2str(val) ';']; eval(cmd2); end end end % moving substituted parameters if callerIsMethod % do nothing, since this implies the object will be thrown away else sys.numparams.append(sys.params.params(removeParams)); sys.params.remove(removeParams); end % warning if a parameter was not found in the symbolic parameter if sum(~wasFound)>0 str = ['warning!! parameters : ' subsnames(~wasFound) ' were not found in ' sys.name]; str = char(str); display(str); end % evaluation of A, B, C, D matrices for i_ss=1:sys.Nss % A Matrix for j_ss =1:sys.Nss if ~isempty(sys.amats{i_ss, j_ss}) && ~isnumeric(sys.amats{i_ss, j_ss}) sys.amats{i_ss, j_ss} = evalsym(sys.amats{i_ss, j_ss}); end end % B Matrix for j_in =1:sys.Ninputs if ~isempty(sys.bmats{i_ss, j_in}) && ~isnumeric(sys.bmats{i_ss, j_in}) sys.bmats{i_ss, j_in} = evalsym(sys.bmats{i_ss, j_in}); end end end for i_out=1:sys.Noutputs % C Matrix for j_ss =1:sys.Nss if ~isempty(sys.cmats{i_out, j_ss}) && ~isnumeric(sys.cmats{i_out, j_ss}) sys.cmats{i_out, j_ss} = evalsym(sys.cmats{i_out, j_ss}); end end % D Matrix for j_in =1:sys.Ninputs if ~isempty(sys.dmats{i_out, j_in}) && ~isnumeric(sys.dmats{i_out, j_in}) sys.dmats{i_out, j_in} = evalsym(sys.dmats{i_out, j_in}); end end end end function out = hasSymbols(sys) out = false; if any(cellfun('isclass', sys.amats, 'sym')) out = true; return; end if any(cellfun('isclass', sys.bmats, 'sym')) out = true; return; end if any(cellfun('isclass', sys.cmats, 'sym')) out = true; return; end if any(cellfun('isclass', sys.dmats, 'sym')) out = true; return; end end function e = evalsym(s) if ischar(s) cmat = map2mat(s); else cmat = map2mat(char(s)); end % '^', '*' or '/' vmat = strrep(cmat, '^', '.^'); vmat = strrep(vmat, '*', '.*'); vmat = strrep(vmat, '/', './'); vmat(strfind(vmat,'..')) = []; e = evalin('caller', vmat); end function r = map2mat(r) % MAP2MAT Maple to MATLAB string conversion. % MAP2MAT(r) converts the Maple string r containing % matrix, vector, or array to a valid MATLAB string. % % Examples: map2mat(matrix([[a,b], [c,d]]) returns % [a,b;c,d] % map2mat(array([[a,b], [c,d]]) returns % [a,b;c,d] % map2mat(vector([[a,b,c,d]]) returns % [a,b,c,d] % Deblank. r(strfind(r,' ')) = []; % Remove matrix, vector, or array from the string. r = strrep(r,'matrix([[','['); r = strrep(r,'array([[','['); r = strrep(r,'vector([','['); r = strrep(r,'],[',';'); r = strrep(r,']])',']'); r = strrep(r,'])',']'); % Special case of the empty matrix or vector if strcmp(r,'vector([])') || strcmp(r,'matrix([])') || ... strcmp(r,'array([])') r = []; end end