dirOutput1=dir(fullfile(str_path,’*XX’));%匹配XX；
file_path_24=sortObj(dirOutput1);
function file=sortObj(file)
for i=1:length(file)
A{i}=file(i).name;
end
% [~, ind]=natsortfiles(A);
% [~, ind]=natsortfiles(A);
[S,ind] = sort_nat(A);
for j=1:length(file)
files(j)=file(ind(j));%files1=file(ind);
end
clear file;
file=files’;
%----------------------未驗證--------------------------------------------------------
function [CoS,ind,ChA,NuA] = sortnat(CoS,varargin)
% Customizable natural-order sort of a cell array of strings.
%
% © 2012 Stephen Cobeldick
%
% ### Function ###
%
% Sort the strings in a cell array of strings by character order (ASCII)
% and the value of any numeric tokens.
%
% By default sorts case-insensitive ascending, with integer numeric tokens.
% Optional inputs may be used control the format of the numeric tokens
% within the strings (see ‘Tokens’), case sensitivity and sort direction.
%
% Syntax:
% SortedCellStr = sortnat(CellStr)
% [SortedCellStr,SortIndex] = sortnat(CellStr,…);
% […] = sortnat(CellStr,RegExp)
% […] = sortnat(CellStr,RegExp,Case)
% […] = sortnat(CellStr,RegExp,Case,Descend)
% […] = sortnat(CellStr,RegExp,Case,Descend,Format)
%
% See also SORT SORTROWS UNIQUE CELLSTR REGEXP SSCANF
%
% ### RegExp Tokens ###
%
% # A numeric token consists of some combination of digits, may optionally
% include a +/- sign, decimal point, exponent, etc. The numeric tokens
% must be able to be parsed by “sscanf” (default format ‘%f’), and may
% be defined by the optional “regexp” regular expression input, eg:
%
% Regular Expression Example: | Matches Numeric Token:
% ----------------------------|---------------------------------
% ‘\d+’ | integer (default).
% ----------------------------|---------------------------------
% ‘(-|+)?\d+’ | integer with optional +/- sign.
% ----------------------------|---------------------------------
% ‘\d+(.\d+)?’ | integer or decimal.
% ----------------------------|---------------------------------
% \d+|inf | integer or infinite value.
% ----------------------------|---------------------------------
% ‘(-|+)\d+.\d+’ | decimal with +/- sign.
% ----------------------------|---------------------------------
% ‘\d+e\d+’ | exponential.
% ----------------------------|---------------------------------
% '[1-9]\d|(?<=0?)0(?!\d)’ | integer excluding leading zeros.
%
% # A character is any other single character: all other characters not
% matching the “regexp” pattern, including space & non-printing characters.
%
% ### Examples (comparison with “sort”) ###
%
% # Integer numeric tokens:
%
% A = {‘File2.txt’,‘File10.txt’,‘File1.txt’};
% sort(A)
% ans = {‘File1.txt’,‘File10.txt’,‘File2.txt’}
% sortnat(A)
% ans = {‘File1.txt’,‘File2.txt’,‘File10.txt’}
%
% # Integer or decimal numeric tokens, possibly with +/- signs:
%
% B = {‘File102.txt’,‘File11.5.txt’,‘File-1.4.txt’,‘File+0.3.txt’};
% sort(B)
% ans = {‘File+0.3.txt’,‘File-1.4.txt’,‘File102.txt’,‘File11.5.txt’}
% sortnat(B,’(-|+)?\d+(.\d+)?’)
% ans = {‘File-1.4.txt’,‘File+0.3.txt’,‘File11.5.txt’,‘File102.txt’}
%
% # Integer or decimal numeric tokens, possibly with an exponent:
%
% C = {‘A_0.56e+07’,‘A_4.3E2’,‘A_10000’,‘A_9.8’}
% sort©
% ans = {A_‘0.56e+07’,‘A_10000’,‘A_4.3E2’,‘A_9.8’}
% sortnat(C,’\d+(.\d+)?(e(+|-)?\d+)?’)
% ans = {‘A_9.8’,‘A_4.3E2’,‘A_10000’,‘A_0.56e+07’}
%
% # ASCII order (including non-printing characters):
% sortnat(CellStr,’[]’,true);
%
% ### Inputs and Outputs ###
%
% Outputs:
% Out = CellOfStrings, InC sorted into natural-order, same size as InC.
% ind = Numeric array, such that OutCoS = InCoS(ind), same size as InC.
% For debugging: each row is one string, linear-indexed from InC:
% ChA = Character array, all separate non-numeric characters.
% NuA = Numeric array, “sscanf” converted numeric values.
%
% Inputs:
% InC = CellOfStrings, whose string elements are to be sorted.
% tok = String, “regexp” numeric token extraction expression, ‘\d+’.
% cse = Logical scalar, true/false* -> case sensitive/insensitive.
% dsc = Logical scalar, true/false* -> descending/ascending sort.
% fmt = String, “sscanf” numeric token conversion format, ‘%f’.
%
% An empty input [] uses the default input option value (indicated ).
%
% Outputs = [Out,ind,chr,num]
% Inputs = (InC,tok,cse,dsc*,fmt*)
DfAr = {’\d+’,false,false,’%f’}; % *{tok,cse,dsc,fmt}
DfIx = ~cellfun(‘isempty’,varargin);
DfAr(DfIx) = varargin(DfIx);
[tok,cse,dsc,fmt] = DfAr{1:4};
%
CsC = {‘ignorecase’,‘matchcase’};
SrS = [’(’,tok,’)|.’];
%
% Split strings into tokens:
[MtE,ToX] = regexp(CoS(😃,SrS,‘match’,‘tokenextents’,CsC{1+cse});
%
Clx = cellfun(‘length’,MtE);
Cly = numel(MtE);
Clz = max(Clx);
%
% Initialize arrays:
ChA = char(zeros(Cly,Clz));
ChI = false(Cly,Clz);
MtC = cell(Cly,Clz);
NuA = NaN(Cly,Clz);
NuI = false(Cly,Clz);
%
% Merge tokens into cell array:
ind = 1:Cly;
for n = ind(Clx>0)
cj = cellfun(‘isempty’,ToX{n});
ChI(n,1:Clx(n)) = cj;
NuI(n,1:Clx(n)) = ~cj;
MtC(n,1:Clx(n)) = MtE{n};
end
% Transfer tokens to numeric and char arrays:
ChA(ChI) = [MtC{ChI}];
NuA(NuI) = sscanf(sprintf(’%s ‘,MtC{NuI}),fmt);
%
if cse
MtC = ChA;
else
MtC = lower(ChA);
end
%
MoC = {‘ascend’,‘descend’};
MoS = MoC{1+dsc};
%
% Sort each column of characters and numeric values:
ei = (1:Cly)’;
for n = Clz👎1
% Sort char and numeric arrays:
[~,ci] = sort(MtC(ind,n),MoS);
[~,ni] = sort(NuA(ind,n),MoS);
% Relevant indices only:
cj = ChI(ind(ci),n);
nj = NuI(ind(ni),n);
ej = ~ChI(ind,n) & ~NuI(ind,n);
% Combine indices:
if dsc
ind = ind([ci(cj);ni(nj);ei(ej)]);
else
ind = ind([ei(ej);ni(nj);ci(cj)]);
end
end
%
ind = reshape(ind,size(CoS));
CoS = reshape(CoS(ind),size(CoS));
%----------------------------------------------------------------------End!
function [cs,index] = sort_nat(c,mode)
%sort_nat: Natural order sort of cell array of strings.
% usage: [S,INDEX] = sort_nat©
%
% where,
% C is a cell array (vector) of strings to be sorted.
% S is C, sorted in natural order.
% INDEX is the sort order such that S = C(INDEX);
%
% Natural order sorting sorts strings containing digits in a way such that
% the numerical value of the digits is taken into account. It is
% especially useful for sorting file names containing index numbers with
% different numbers of digits. Often, people will use leading zeros to get
% the right sort order, but with this function you don’t have to do that.
% For example, if C = {‘file1.txt’,‘file2.txt’,‘file10.txt’}, a normal sort
% will give you
%
% {‘file1.txt’ ‘file10.txt’ ‘file2.txt’}
%
% whereas, sort_nat will give you
%
% {‘file1.txt’ ‘file2.txt’ ‘file10.txt’}
%
% See also: sort
% Version: 1.4, 22 January 2011
% Author: Douglas M. Schwarz
% Email: dmschwarz=ieeeorg, dmschwarz=urgradrochesteredu
% Real_email = regexprep(Email,{’=’,’’},{’@’,’.’})
% Set default value for mode if necessary.
if nargin < 2
mode = ‘ascend’;
end
% Make sure mode is either ‘ascend’ or ‘descend’.
modes = strcmpi(mode,{‘ascend’,‘descend’});
is_descend = modes(2);
if ~any(modes)
error(‘sort_nat:sortDirection’,…
‘sorting direction must be ‘‘ascend’’ or ‘‘descend’’.’)
end
% Replace runs of digits with ‘0’.
c2 = regexprep(c,’\d+’,‘0’);
% Compute char version of c2 and locations of zeros.
s1 = char(c2);
z = s1 == ‘0’;
% Extract the runs of digits and their start and end indices.
[digruns,first,last] = regexp(c,’\d+’,‘match’,‘start’,‘end’);
% Create matrix of numerical values of runs of digits and a matrix of the
% number of digits in each run.
num_str = length©;
max_len = size(s1,2);
num_val = NaN(num_str,max_len);
num_dig = NaN(num_str,max_len);
for i = 1:num_str
num_val(i,z(i,:)) = sscanf(sprintf(’%s ‘,digruns{i}{:}),’%f’);
num_dig(i,z(i,:)) = last{i} - first{i} + 1;
end
% Find columns that have at least one non-NaN. Make sure activecols is a
% 1-by-n vector even if n = 0.
activecols = reshape(find(~all(isnan(num_val))),1,[]);
n = length(activecols);
% Compute which columns in the composite matrix get the numbers.
numcols = activecols + (1:2:2*n);
% Compute which columns in the composite matrix get the number of digits.
ndigcols = numcols + 1;
% Compute which columns in the composite matrix get chars.
charcols = true(1,max_len + 2*n);
charcols(numcols) = false;
charcols(ndigcols) = false;
% Create and fill composite matrix, comp.
comp = zeros(num_str,max_len + 2*n);
comp(:,charcols) = double(s1);
comp(:,numcols) = num_val(:,activecols);
comp(:,ndigcols) = num_dig(:,activecols);
% Sort rows of composite matrix and use index to sort c in ascending or
% descending order, depending on mode.
[unused,index] = sortrows(comp);
if is_descend
index = index(end👎1);
end
index = reshape(index,size©);
cs = c(index);