\caption{2D Quad adaptiv anisotrop vollanalytisch $V\phi = 1$}
\centering
\label{fig:exmplAA_2DQuad}
-\subfloat[Fehler]{\includegraphics[width=0.5\textwidth]{fig/exmplAA_2DQuad_error}}
-% \subfloat[Seitenverhältnis]{\includegraphics[width=0.5\textwidth]{fig/exmplAA_2DQuad_hminmax}}
+\subfloat[Fehler]{\includegraphics[width=0.5\textwidth]{fig/1t05n05_2DQuad_error}}
+\subfloat[Seitenverhältnis]{\includegraphics[width=0.5\textwidth]{fig/1t05n05_2DQuad_hminmax}}\\
+\subfloat[Kondition]{\includegraphics[width=0.5\textwidth]{fig/1t05n05_2DQuad_cond}}
\end{figure}
\begin{figure}[ht]
\caption{3D FichCube adaptiv anisotrop vollanalytisch $V\phi = 1$}
\centering
\label{fig:exmplAA_3DQuad}
-\subfloat[Fehler]{\includegraphics[width=0.5\textwidth]{fig/1t05n05_3DFichCube_23_error}}
-\subfloat[Seitenverhältnis]{\includegraphics[width=0.5\textwidth]{fig/1t05n05_3DFichCube_23_hminmax}}
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+\subfloat[Seitenverhältnis]{\includegraphics[width=0.5\textwidth]{fig/1t05n05_3DFichCube_hminmax}}\\
+\subfloat[Kondition]{\includegraphics[width=0.5\textwidth]{fig/1t05n05_3DFichCube_cond}}
\end{figure}
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+ 624 2374 mt 642 2374 L
+4344 2374 mt 4325 2374 L
+ 624 2335 mt 642 2335 L
+4344 2335 mt 4325 2335 L
+ 624 2303 mt 642 2303 L
+4344 2303 mt 4325 2303 L
+ 624 2274 mt 642 2274 L
+4344 2274 mt 4325 2274 L
+ 624 2249 mt 642 2249 L
+4344 2249 mt 4325 2249 L
+ 624 2227 mt 642 2227 L
+4344 2227 mt 4325 2227 L
+ 624 2227 mt 661 2227 L
+4344 2227 mt 4306 2227 L
+%%IncludeResource: font Helvetica
+/Helvetica /ISOLatin1Encoding 83.3333 FMSR
+
+ 445 2257 mt
+(10) s
+%%IncludeResource: font Helvetica
+/Helvetica /ISOLatin1Encoding 55.5556 FMSR
+
+ 537 2206 mt
+(1) s
+ 624 2080 mt 642 2080 L
+4344 2080 mt 4325 2080 L
+ 624 1993 mt 642 1993 L
+4344 1993 mt 4325 1993 L
+ 624 1932 mt 642 1932 L
+4344 1932 mt 4325 1932 L
+ 624 1885 mt 642 1885 L
+4344 1885 mt 4325 1885 L
+ 624 1846 mt 642 1846 L
+4344 1846 mt 4325 1846 L
+ 624 1813 mt 642 1813 L
+4344 1813 mt 4325 1813 L
+ 624 1785 mt 642 1785 L
+4344 1785 mt 4325 1785 L
+ 624 1760 mt 642 1760 L
+4344 1760 mt 4325 1760 L
+ 624 1738 mt 642 1738 L
+4344 1738 mt 4325 1738 L
+ 624 1738 mt 661 1738 L
+4344 1738 mt 4306 1738 L
+%%IncludeResource: font Helvetica
+/Helvetica /ISOLatin1Encoding 83.3333 FMSR
+
+ 445 1768 mt
+(10) s
+%%IncludeResource: font Helvetica
+/Helvetica /ISOLatin1Encoding 55.5556 FMSR
+
+ 537 1717 mt
+(2) s
+ 624 1590 mt 642 1590 L
+4344 1590 mt 4325 1590 L
+ 624 1504 mt 642 1504 L
+4344 1504 mt 4325 1504 L
+ 624 1443 mt 642 1443 L
+4344 1443 mt 4325 1443 L
+ 624 1395 mt 642 1395 L
+4344 1395 mt 4325 1395 L
+ 624 1357 mt 642 1357 L
+4344 1357 mt 4325 1357 L
+ 624 1324 mt 642 1324 L
+4344 1324 mt 4325 1324 L
+ 624 1296 mt 642 1296 L
+4344 1296 mt 4325 1296 L
+ 624 1271 mt 642 1271 L
+4344 1271 mt 4325 1271 L
+ 624 1248 mt 642 1248 L
+4344 1248 mt 4325 1248 L
+ 624 1248 mt 661 1248 L
+4344 1248 mt 4306 1248 L
+%%IncludeResource: font Helvetica
+/Helvetica /ISOLatin1Encoding 83.3333 FMSR
+
+ 445 1278 mt
+(10) s
+%%IncludeResource: font Helvetica
+/Helvetica /ISOLatin1Encoding 55.5556 FMSR
+
+ 537 1227 mt
+(3) s
+ 624 1101 mt 642 1101 L
+4344 1101 mt 4325 1101 L
+ 624 1015 mt 642 1015 L
+4344 1015 mt 4325 1015 L
+ 624 954 mt 642 954 L
+4344 954 mt 4325 954 L
+ 624 906 mt 642 906 L
+4344 906 mt 4325 906 L
+ 624 867 mt 642 867 L
+4344 867 mt 4325 867 L
+ 624 835 mt 642 835 L
+4344 835 mt 4325 835 L
+ 624 806 mt 642 806 L
+4344 806 mt 4325 806 L
+ 624 781 mt 642 781 L
+4344 781 mt 4325 781 L
+ 624 759 mt 642 759 L
+4344 759 mt 4325 759 L
+ 624 759 mt 661 759 L
+4344 759 mt 4306 759 L
+%%IncludeResource: font Helvetica
+/Helvetica /ISOLatin1Encoding 83.3333 FMSR
+
+ 445 789 mt
+(10) s
+%%IncludeResource: font Helvetica
+/Helvetica /ISOLatin1Encoding 55.5556 FMSR
+
+ 537 738 mt
+(4) s
+ 624 612 mt 642 612 L
+4344 612 mt 4325 612 L
+ 624 525 mt 642 525 L
+4344 525 mt 4325 525 L
+ 624 464 mt 642 464 L
+4344 464 mt 4325 464 L
+ 624 417 mt 642 417 L
+4344 417 mt 4325 417 L
+ 624 378 mt 642 378 L
+4344 378 mt 4325 378 L
+ 624 345 mt 642 345 L
+4344 345 mt 4325 345 L
+ 624 317 mt 642 317 L
+4344 317 mt 4325 317 L
+ 624 292 mt 642 292 L
+4344 292 mt 4325 292 L
+ 624 270 mt 642 270 L
+4344 270 mt 4325 270 L
+ 624 270 mt 661 270 L
+4344 270 mt 4306 270 L
+%%IncludeResource: font Helvetica
+/Helvetica /ISOLatin1Encoding 83.3333 FMSR
+
+ 445 300 mt
+(10) s
+%%IncludeResource: font Helvetica
+/Helvetica /ISOLatin1Encoding 55.5556 FMSR
+
+ 537 249 mt
+(5) s
+ 624 3206 mt 4344 3206 L
+ 624 270 mt 4344 270 L
+ 624 3206 mt 624 270 L
+4344 3206 mt 4344 270 L
+gs 624 270 3721 2937 MR c np
+/c8 { 0.000000 0.300000 0.300000 sr} bdef
+c8
+29 -34 140 -163 116 -136 126 -148 113 -133 92 -107 105 -123 82 -96
+106 -128 73 -88 99 -123 92 -116 97 -124 131 -172 114 -148 152 -158
+120 -97 219 -118 142 -95 245 -192 235 -139 528 292 1095 2821 23 MP stroke
+gs 1044 424 3259 2741 MR c np
+ 25 25 1095 2821 FO
+ 25 25 1623 3113 FO
+ 25 25 1858 2974 FO
+ 25 25 2103 2782 FO
+ 25 25 2245 2687 FO
+ 25 25 2464 2569 FO
+ 25 25 2584 2472 FO
+ 25 25 2736 2314 FO
+ 25 25 2850 2166 FO
+ 25 25 2981 1994 FO
+ 25 25 3078 1870 FO
+ 25 25 3170 1754 FO
+ 25 25 3269 1631 FO
+ 25 25 3342 1543 FO
+ 25 25 3448 1415 FO
+ 25 25 3530 1319 FO
+ 25 25 3635 1196 FO
+ 25 25 3727 1089 FO
+ 25 25 3840 956 FO
+ 25 25 3966 808 FO
+ 25 25 4082 672 FO
+ 25 25 4222 509 FO
+ 25 25 4251 475 FO
+gr
+
+gr
+
+c8
+0 sg
+%%IncludeResource: font Helvetica
+/Helvetica /ISOLatin1Encoding 83.3333 FMSR
+
+2307 3432 mt
+(Elemente) s
+ 388 1927 mt -90 rotate
+(Sekunden) s
+90 rotate
+ 612 3237 mt
+( ) s
+4333 300 mt
+( ) s
+1 sg
+0 131 894 0 0 -131 665 443 4 MP
+PP
+-894 0 0 131 894 0 0 -131 665 443 5 MP stroke
+2.77778 w
+DO
+SO
+4.16667 w
+0 sg
+ 665 443 mt 1559 443 L
+ 665 443 mt 665 312 L
+ 980 408 mt
+(Zeit 1t05n05 A) s
+gs 665 312 895 132 MR c np
+c8
+242 0 713 377 2 MP stroke
+gs 783 326 103 103 MR c np
+ 25 25 834 377 FO
+gr
+
+gr
+
+c8
+
+end %%Color Dict
+
+eplot
+%%EndObject
+
+epage
+end
+
+showpage
+
+%%Trailer
+%%EOF
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% shift2 = shift2+shift2/10;
% error*(eta(l)-shift2)/error(l)
-first = find(abs([ 0; (G_D(2:end,2+rows*i)-G_D(1:end-1,2+rows*i))./G_D(2:end,2+rows*i)])>0.5,1);
+first = 1 +find(([ (G_D(2:end,2+rows*i)-G_D(1:end-1,2+rows*i))./G_D(2:end,2+rows*i)])>=0,1);
Ferr = (X(first,i+1)+X(first-1,i+1))/2;
loglog(repmat(X(:,i+1),1,3),[G_D(:,2+rows*i) ...
loglog(X(:,1),7*X(:,1).^(-1/2),'-.',...
X(:,1),3*X(:,1).^(-1/4),':',...
- X(:,1),4*X(:,1).^(-3/4),'--','color', [.9 .6 0])
+ X(:,1),2*X(:,1).^(-3/4),'--','color', [.9 .6 0])
loglog([Ferr; Ferr],...
[min(G_D(:,3+rows*[0:step-1]))*0.6; max(G_D(:,2+rows*[0:step-1]))*1.3],...
+
+clear
+close all
+
%% Example 1
load exmpl_2DQuad
export_mesh(coordinates,elements,neigh,[],'exmpl_3DFichCube')
%% voll Analytisch
-A_plots({'meshSave/1t05n05_3DFichCube_23'},'../doc/fig/1t05n05_3DFichCube_23')
+A_plots({'meshSave/1t05n05_3DFichCube_23'},'../doc/fig/1t05n05_3DFichCube')
+A_plots({'meshSave/1t05n05_2DQuad_28'},'../doc/fig/1t05n05_2DQuad')
+
+close all
\ No newline at end of file