Mercurial > hg > ltpda
view m-toolbox/classes/@unit/simplify.m @ 2:18e956c96a1b database-connection-manager
Add LTPDADatabaseConnectionManager implementation. Matlab code
author | Daniele Nicolodi <nicolodi@science.unitn.it> |
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date | Sun, 04 Dec 2011 21:23:09 +0100 |
parents | f0afece42f48 |
children |
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% SIMPLIFY the units. %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % % DESCRIPTION: SIMPLIFY the units. % % CALL: a = a.simplify % % VERSION: $Id: simplify.m,v 1.10 2011/02/18 16:48:55 ingo Exp $ % %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% function v = simplify(v, exceptions) v = copy(v, nargout); if nargin == 1 exceptions = {}; elseif nargin == 2 if ischar(exceptions) exceptions = cellstr(exceptions); end end udef = struct('vals', [], 'exps', []); ustruct = struct(); ex = struct('strs', {{}}, 'vals', [], 'exps', []); remain_val = 1; % Create a structure with the different units as the fields % For example: 'mm um ks^2 s' % % ustruct.m: vals = [1e-3 1e-6] % exps = [1 1] % ustruct.s: vals = [1e3 1] % exps = [2 1] % % 1.) Initialize structure with empty 'vals' and 'exps' fields % 2.) Fill 'vals' and 'exps' fields for ii = unique(v.strs) if ~utils.helper.ismember(ii, exceptions) ustruct.(cell2mat(ii)) = udef; end end for ii = 1:numel(v.strs) if ~(utils.helper.ismember(v.strs{ii}, exceptions) || utils.helper.ismember(sprintf('%s%s', unit.val2prefix(v.vals(ii)), v.strs{ii}), exceptions)) ustruct.(v.strs{ii}).vals = [ustruct.(v.strs{ii}).vals v.vals(ii)]; ustruct.(v.strs{ii}).exps = [ustruct.(v.strs{ii}).exps v.exps(ii)]; else % Collext all units which are in the exception list ex.strs = [ex.strs v.strs(ii)]; ex.vals = [ex.vals v.vals(ii)]; ex.exps = [ex.exps v.exps(ii)]; end end % Simplify all supported units fields = fieldnames(ustruct); for ii = 1:numel(fields) field = fields{ii}; exp = sum(ustruct.(field).exps); if exp == 0 % The unit is canced. Keep prefix remain_val = remain_val * power(10,sum(log10(ustruct.(field).vals) .* ustruct.(field).exps)); ustruct = rmfield(ustruct, field); continue end [N,D] = rat(sum( log10(ustruct.(field).vals) .* ustruct.(field).exps ./ exp)); if D ~= 1 || ~any(N==[-24:3:-3 -2:1:2 3:3:24]) % The value is not a supported prefix -> Don't simplify continue end % Simplify the units ustruct.(field).vals = eval(['1e' num2str(N)]); ustruct.(field).exps = exp; end % Prepare output unit-object % All information of the output object is in 'ustruct' v.strs = {}; v.vals = []; v.exps = []; fields = fieldnames(ustruct); for ii = 1:numel(fields) field = fields{ii}; strs = {}; strs(1:numel(ustruct.(field).vals)) = {field}; v.strs = [v.strs strs]; v.vals = [v.vals ustruct.(field).vals]; v.exps = [v.exps ustruct.(field).exps]; end if remain_val ~= 1 && numel(v.vals) >= 1 % It might be that the units are canceled out but not the prefixes % For example: 'mm m^-1 Hz' % Add in this case the prefix to the remaining unit % Result: 'mHz' [N,D] = rat((log10(v.vals) .* v.exps + log10(remain_val) ) ./ v.exps); idx = find(D==1); found = false; for ii = 1:numel(idx) valexp = N(idx(ii)); if ~any(valexp==[-24:3:-3 -2:1:2 3:3:24]) % It is not possibple to add the remaining prefix to one of the other % units without having an not suported prefix continue else found = true; break end end if ~found % If it is not possible to add the remaining prefix to an other unit % then retrun the input unit v = copy(v, 1); return else idx = idx(ii); end v.vals(idx) = eval(['1e' num2str(N(idx))]); % It might be that it is possible to simplify the units again v.simplify(exceptions); elseif remain_val ~= 1 && isempty(v.vals) % It might be that the units are canceled out but not the prefixes % For example: 'mm m^-1' % But it is possible that there is no unit left. Return in this case % the input object. % Result: 'mm m^-1' v = copy(v, 1); return end % Add units which are in the exception list v.strs = [v.strs ex.strs]; v.vals = [v.vals ex.vals]; v.exps = [v.exps ex.exps]; end