X = [X repmat(data(:,1),1,step)];
p1 = find(files{i}=='/',1,'last')+1;
- p2 = find(files{i}(p1:end)=='_',1)+p1;
+ if(isempty(p1))
+ p1=1;
+ end
+ p2 = find(files{i}(p1:end)=='_',2)+p1-1;
+ if(length(p2)<2)
+ p2(2) = length(files{i});
+ else
+ p2(2) = p2(2) -1;
+ end
- p3 = find(files{i}(p2:end)=='_',1)+p2;
-
- l0 = [files{i}(p2:p3-1) ' '];
-% l0 = '';
- t0 = [files{i}(p1:p2-1) ' '];
+ t0 = ['(' files{i}(p2(1)+1:p2(2)) ')'];
+ l0 = [files{i}(p1:p2(1)-1) ' '];
l1 = {type2str{data(1,[2+(0:step-1)*rows])}};
for i = 1:step
leg0 = {leg0{:}...
}';
leg3 = {leg3{:}...
- ['cond(A_{h/2})' l0 l1{i}]...
+ ['cond(A_{h/2}) ' l0 l1{i}]...
}';
sym = {sym{:} type2sym{data(1,[2+(i-1)*rows])}}';
end
-function [data er] = compute(file,times,zeta,type,theta,nu,vcon,out)
+function [data er fileo] = compute(file,times,zeta,type,theta,nu,vcon)
% [data er] = compute(file,times,zeta,type,theta,nu,vcon,out)
% Führt times Verfeinerungsschritte aus
%
%Alle MatrixBrechenungsArten mit dem selben Netz berechnen
for i = 1:length(type)
- disp (size(elements,1))
+ disp([num2str(size(elements,1)) ' : ' t2str(toc) ' ->' num2str(i)])
%Matrix aufbauen -> MEX
V_fine = mex_build_V(coo_fine,ele_fine,zeta,type(i));
% plotShape(G_C,G_E,'');
% plotMark(er,G_C,G_E);
% end
-
+
+ p1 = find(file=='/',1,'last')+1;
+ if(isempty(p1))
+ p1=1;
+ end
+
+ p2 = find(file(p1:end)=='_',2)+p1;
+ if(length(p2)<2)
+ p2(2) = length(file);
+ else
+ p2(2) = p2(2) -2;
+ end
+
+
+
%ErgebnisWerte Speichern
data(size(data,1)+1,1:length(dataS)) = dataS;
typeN = int2str(type);
- save (['meshSave/'...
- out...
- file(find(file =='_')+1:end) '_'...
- typeN(typeN~=' ')...
+ fileo = [typeN(typeN~=' ')...
't' regexprep(num2str(theta,2),'\.','')...
- 'n' regexprep(num2str(nu,2),'\.','')...
- '_' int2str(size(data,1))]...
+ 'n' regexprep(num2str(nu,2),'\.','') '_'...
+ file(p2(1):p2(2)) '_'];
+ save (['meshSave/' fileo int2str(size(data,1))]...
, 'coordinates', 'elements','neigh','data', 'sites')
%Alle Relevanten zwischenInformationen Speichern
% = hmin(T) * ( ||phi_{h/2}||^2_{L2(T)} - ||Pi_h
% phi_{h/2}||^2_{L2(T)}
+
+function str = t2str(time)
+ type = 's';
+
+ if(time/60>1)
+ time = time/60;
+ type = 'm';
+
+ if(time/60>1)
+ time = time/60;
+ type = 'h';
+ end
+ end
+
+str = [num2str(round(time*1000)/1000) type];
+end
\ No newline at end of file
switch_dim(b, d, t, v, d1, d2);\r
\r
if ((b * b + d * d) <= zeta[1] * dist2(b, d, t, v, d1, d2, d3))\r
- if (max(b,t) <= zeta[2] * min(d,v))\r
+ if ((max(b, t) <= zeta[2] * min(d, v))\r
+ && (min(dist_s2(b, t, d1), dist_s2(d, v, d2)) > 0))\r
// mexPrintf("Qx1x2");\r
return calcParIntQY1X1(b, d, t, v, d1, d2, d3);\r
\r
--- /dev/null
+function str = t2str(time)
+ type = 's';
+
+ if(time/60>1)
+ time = time/60;
+ type = 'm';
+
+ if(time/60>1)
+ time = time/60;
+ type = 'h';
+ end
+ end
+
+str = [num2str(round(time*1000)/1000) type];
+end
\ No newline at end of file
% Test ausführen
%Anzahl der Schritte
-steps = 10;
+steps = 40;
%Art der Berechnungen
-type = [1 2];
+type = [1 3];
zeta = [1 1 2];
%Anisotrop
nu = 0.5;
tic
-compute(file, steps, zeta, type, theta, nu, 0, 'ts')
+[a b fileo]=compute(file, steps, zeta, type, theta, nu, 0);
+
time = toc
typeN = int2str(type);
-A_plots({['meshSave/'...
- 'ts'...
- file(find(file =='_')+1:end) '_'...
- typeN(typeN~=' ')...
- 't' regexprep(num2str(theta,2),'\.','')...
- 'n' regexprep(num2str(nu,2),'\.','')...
- '_' int2str(steps)]},['ts'...
- file(find(file =='_')+1:end) '_'...
- typeN(typeN~=' ')...
- 't' regexprep(num2str(theta,2),'\.','')...
- 'n' regexprep(num2str(nu,2),'\.','')...
- '_' int2str(steps)]);
+
+A_plots({['meshSave/' fileo int2str(steps)]},...
+ [fileo ...
+ int2str(steps)]);
%% BLa bla
% compute('exmpl_2DQuad', steps, zeta, type, 0.5, 0.5, 1, 'tsAAvcon_')
%!PS-Adobe-2.0 EPSF-1.2
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%%Title: ./ts2DQuad_12t05n05_30_cond.eps
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(Elemente) s
390 1915 mt -90 rotate
4333 300 mt
( ) s
1 sg
-0 308 1214 0 0 -308 665 620 4 MP
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PP
--1214 0 0 308 1214 0 0 -308 665 620 5 MP stroke
+-1246 0 0 308 1246 0 0 -308 665 620 5 MP stroke
2.77778 w
DO
SO
4.16667 w
0 sg
- 665 620 mt 1879 620 L
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665 620 mt 665 312 L
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-
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c8
-252 0 715 396 2 MP stroke
-gs 790 345 103 103 MR c np
- 25 25 841 396 FO
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gr
gr
c8
0 sg
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-
-1724 574 mt
-( ) s
-%%IncludeResource: font Helvetica
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-
-1742 533 mt
-(QA) s
-gs 665 312 1215 309 MR c np
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c8
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-gs 790 484 103 103 MR c np
- 824 518 mt 858 552 L
- 858 518 mt 824 552 L
+259 0 716 535 2 MP stroke
+gs 795 484 103 103 MR c np
+ 829 518 mt 863 552 L
+ 863 518 mt 829 552 L
gr
gr
%!PS-Adobe-2.0 EPSF-1.2
%%Creator: MATLAB, The MathWorks, Inc. Version 7.14.0.739 (R2012a). Operating System: Linux 3.2.0-27-generic #43-Ubuntu SMP Fri Jul 6 14:25:57 UTC 2012 x86_64.
%%Title: ./ts2DQuad_12t05n05_30_error.eps
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-( ) s
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-
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+(Fehler \(12t05n05\)) s
2307 3432 mt
(Elemente) s
388 1926 mt -90 rotate
( ) s
SO
1 sg
-0 1274 1063 0 0 -1274 665 3166 4 MP
+0 1070 1099 0 0 -1070 665 3166 4 MP
PP
--1063 0 0 1274 1063 0 0 -1274 665 3166 5 MP stroke
+-1099 0 0 1070 1099 0 0 -1070 665 3166 5 MP stroke
2.77778 w
DO
SO
4.16667 w
0 sg
- 665 3166 mt 1728 3166 L
- 665 3166 mt 665 1892 L
- 984 1967 mt
+ 665 3166 mt 1764 3166 L
+ 665 3166 mt 665 2096 L
+ 995 2192 mt
(t) s
%%IncludeResource: font Symbol
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-1425 2008 mt
-( ) s
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-1443 1967 mt
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c8
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-gs 785 1924 103 103 MR c np
- 25 25 836 1975 FO
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gr
gr
%%IncludeResource: font Symbol
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c9
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-gs 785 2062 103 103 MR c np
- 25 25 836 2113 FO
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+ 25 25 842 2264 FO
gr
gr
c9
0 sg
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-(fehler 12t05n05) s
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-( ) s
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gr
gr
c10
0 sg
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(t) s
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c8
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-( ) s
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gr
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c9
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-(fehler 12t05n05) s
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gr
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c10
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%%IncludeResource: font Helvetica
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2307 3432 mt
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1 sg
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2.77778 w
DO
SO
4.16667 w
0 sg
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gr
gr
c8
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gr
gr
c9
0 sg
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gr
gr
c10
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c8
-265 0 718 2803 2 MP stroke
-gs 799 2752 103 103 MR c np
- 833 2786 mt 867 2820 L
- 867 2786 mt 833 2820 L
+273 0 719 2898 2 MP stroke
+gs 804 2847 103 103 MR c np
+ 838 2881 mt 872 2915 L
+ 872 2881 mt 838 2915 L
gr
gr
c8
0 sg
-1011 2940 mt
-(min hmax/max hmax 12t05n05) s
-%%IncludeResource: font Helvetica
-/Helvetica /ISOLatin1Encoding 66.6667 FMSR
-
-2150 2981 mt
-( ) s
-%%IncludeResource: font Helvetica
-/Helvetica /ISOLatin1Encoding 83.3333 FMSR
-
-2168 2940 mt
-(QA) s
-gs 665 2302 1620 865 MR c np
+1020 3031 mt
+(min hmax/max hmax ts2DQuad QA) s
+gs 665 2530 1663 637 MR c np
c9
-265 0 718 2942 2 MP stroke
-gs 799 2891 103 103 MR c np
- 833 2925 mt 867 2959 L
- 867 2925 mt 833 2959 L
+273 0 719 2999 2 MP stroke
+gs 804 2948 103 103 MR c np
+ 838 2982 mt 872 3016 L
+ 872 2982 mt 838 3016 L
gr
gr
c9
0 sg
-1011 3079 mt
-(min hmin/hmax 12t05n05) s
-%%IncludeResource: font Helvetica
-/Helvetica /ISOLatin1Encoding 66.6667 FMSR
-
-1946 3120 mt
-( ) s
-%%IncludeResource: font Helvetica
-/Helvetica /ISOLatin1Encoding 83.3333 FMSR
-
-1964 3079 mt
-(QA) s
-gs 665 2302 1620 865 MR c np
+1020 3132 mt
+(min hmin/hmax ts2DQuad QA) s
+gs 665 2530 1663 637 MR c np
c10
-265 0 718 3082 2 MP stroke
-gs 799 3031 103 103 MR c np
- 833 3065 mt 867 3099 L
- 867 3065 mt 833 3099 L
+273 0 719 3101 2 MP stroke
+gs 804 3050 103 103 MR c np
+ 838 3084 mt 872 3118 L
+ 872 3084 mt 838 3118 L
gr
gr
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/dpi2point 8.33333 def
portraitMode 0150 5100 csm
- 223 40 4216 3426 MR c np
+ 223 78 4216 3388 MR c np
85 dict begin %Colortable dictionary
/c0 { 0.000000 0.000000 0.000000 sr} bdef
/c1 { 1.000000 1.000000 1.000000 sr} bdef
%%IncludeResource: font Helvetica
/Helvetica /ISOLatin1Encoding 83.3333 FMSR
-2022 167 mt
-(Energie Norm ts2DQuad) s
-%%IncludeResource: font Helvetica
-/Helvetica /ISOLatin1Encoding 66.6667 FMSR
-
-2936 208 mt
-( ) s
-%%IncludeResource: font Helvetica
-/Helvetica /ISOLatin1Encoding 83.3333 FMSR
-
+2012 205 mt
+(Energie Norm \(12t05n05\)) s
2307 3431 mt
(Elemente) s
343 1881 mt -90 rotate
( ) s
SO
1 sg
-0 409 834 0 0 -409 3469 3165 4 MP
+0 333 870 0 0 -333 3433 3165 4 MP
PP
--834 0 0 409 834 0 0 -409 3469 3165 5 MP stroke
+-870 0 0 333 870 0 0 -333 3433 3165 5 MP stroke
2.77778 w
DO
SO
4.16667 w
0 sg
-3469 3165 mt 4303 3165 L
-3469 2756 mt 4303 2756 L
-3469 3165 mt 3469 2756 L
-4303 3165 mt 4303 2756 L
-3469 3165 mt 4303 3165 L
-3469 3165 mt 3469 2756 L
-3469 3165 mt 4303 3165 L
-3469 2756 mt 4303 2756 L
-3469 3165 mt 3469 2756 L
-4303 3165 mt 4303 2756 L
-3791 2836 mt
-(12t05n05) s
-%%IncludeResource: font Helvetica
-/Helvetica /ISOLatin1Encoding 66.6667 FMSR
-
-4138 2877 mt
-( ) s
-%%IncludeResource: font Helvetica
-/Helvetica /ISOLatin1Encoding 83.3333 FMSR
-
-4156 2836 mt
-(A) s
-gs 3469 2756 835 410 MR c np
+3433 3165 mt 4303 3165 L
+3433 2832 mt 4303 2832 L
+3433 3165 mt 3433 2832 L
+4303 3165 mt 4303 2832 L
+3433 3165 mt 4303 3165 L
+3433 3165 mt 3433 2832 L
+3433 3165 mt 4303 3165 L
+3433 2832 mt 4303 2832 L
+3433 3165 mt 3433 2832 L
+4303 3165 mt 4303 2832 L
+3769 2927 mt
+(ts2DQuad A) s
+gs 3433 2832 871 334 MR c np
c8
-247 0 3518 2840 2 MP stroke
-gs 3591 2789 103 103 MR c np
- 25 25 3642 2840 FO
+258 0 3484 2896 2 MP stroke
+gs 3562 2845 103 103 MR c np
+ 25 25 3613 2896 FO
gr
gr
c8
0 sg
-3791 2976 mt
-(12t05n05) s
-%%IncludeResource: font Helvetica
-/Helvetica /ISOLatin1Encoding 66.6667 FMSR
-
-4138 3017 mt
-( ) s
-%%IncludeResource: font Helvetica
-/Helvetica /ISOLatin1Encoding 83.3333 FMSR
-
-4156 2976 mt
-(QA) s
-gs 3469 2756 835 410 MR c np
+3769 3029 mt
+(ts2DQuad QA) s
+gs 3433 2832 871 334 MR c np
c8
-247 0 3518 2979 2 MP stroke
-gs 3591 2928 103 103 MR c np
-3625 2962 mt 3659 2996 L
-3659 2962 mt 3625 2996 L
+258 0 3484 2998 2 MP stroke
+gs 3562 2947 103 103 MR c np
+3596 2981 mt 3630 3015 L
+3630 2981 mt 3596 3015 L
gr
gr
c8
0 sg
-3791 3131 mt
+3769 3131 mt
(extrapoliert) s
-gs 3469 2756 835 410 MR c np
+gs 3433 2832 871 334 MR c np
DD
c9
-247 0 3518 3100 2 MP stroke
+258 0 3484 3100 2 MP stroke
SO
gr