From e9a683e8d66c0d7866cea70f96c59df660894b6c Mon Sep 17 00:00:00 2001 From: Peter Schaefer Date: Tue, 21 May 2013 12:21:03 +0200 Subject: [PATCH] [src] tmu wieder entfernt [src] noch ein sol durchlauf [doc] weitere Fehler korrigiert [doc] Plots aktualisiert --- doc/doc.pdf | Bin 752998 -> 753776 bytes doc/doc.tex | 26 +- doc/fig/132t05n05_2DQuad_cond.eps | 4 +- doc/fig/132t05n05_2DQuad_error.eps | 4 +- doc/fig/132t05n05_2DQuad_hminmax.eps | 4 +- doc/fig/132t05n05_2DQuad_time.eps | 598 +++++++++++------------ doc/fig/132t05n05_3DFichCube_cond.eps | 70 +-- doc/fig/132t05n05_3DFichCube_error.eps | 166 +++---- doc/fig/132t05n05_3DFichCube_hminmax.eps | 128 ++--- doc/fig/132t05n05_3DFichCube_time.eps | 590 +++++++++++----------- doc/fig/2222t05n05_2DQuad_cond.eps | 58 ++- doc/fig/2222t05n05_2DQuad_error.eps | 194 +++++--- doc/fig/2222t05n05_2DQuad_hminmax.eps | 170 ++++--- doc/fig/2222t05n05_2DQuad_time.eps | 332 +++++++------ src/compute.m | 3 - src/export_exmpl.m | 4 +- src/test_sol.m | 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zhqfR3A$3{cnImp=;EiawhF7Lo=L0mDGt2v_C;=dE>9?cL=^t7s;J+7Q%$2m`<;nmgc0I5xqMX=oM%nkZpz0jMcjZ~!VK z|3{qUSoAwh1D+3PBT9oulBfs3FL}@q4zo)7m(Y-Z>Rk^~0@7u|59m0sVRa_F3@#AL z+mg;8AA+-o$CmILAUivFJPy@_jh!87!`NHf*uqZ^Il^+_|98cBZA(k-S+jjZXU`Ay TpR5hl5lxWVrl$789JK!*_SXxV diff --git a/doc/doc.tex b/doc/doc.tex index 5618895..de9ca99 100644 --- a/doc/doc.tex +++ b/doc/doc.tex @@ -155,11 +155,11 @@ \psfrag{Zeit 132t05n05 A}{\tiny Zeit analytisch} \psfrag{cond 132t05n05 A}{\tiny Kondition analytisch} -\psfrag{tmu 132t05n05 QEQA}{\tiny $\tilde \mu$ semiquadratur QE} -\psfrag{eta 132t05n05 QEQA}{\tiny $\eta$ semiquadratur QE} -\psfrag{fehler 132t05n05 QEQA}{\tiny Fehler semiquadratur QE} -\psfrag{Zeit 132t05n05 QEQA}{\tiny Zeit semiquadratur QE} -\psfrag{cond 132t05n05 QEQA}{\tiny Kondition semiquadratur QE} +\psfrag{tmu 132t05n05 QEQA}{\tiny $\tilde \mu$ semianalytisch QE} +\psfrag{eta 132t05n05 QEQA}{\tiny $\eta$ semianalytisch QE} +\psfrag{fehler 132t05n05 QEQA}{\tiny Fehler semianalytisch QE} +\psfrag{Zeit 132t05n05 QEQA}{\tiny Zeit semianalytisch QE} +\psfrag{cond 132t05n05 QEQA}{\tiny Kondition semianalytisch QE} \psfrag{tmu 132t05n05 QA}{\tiny $\tilde \mu$ volle Quadratur} \psfrag{eta 132t05n05 QA}{\tiny $\eta$ volle Quadratur} @@ -2213,13 +2213,13 @@ Um auch die Stabilität der drei Strategien untersuchen zu können, sehen wir in Weiterhin können wir in Abbildung \ref{fig:2DQuad:verfeinern:time} die benötigte Zeit für einen Berechnungsschritt ablesen. In einem Berechnungsschritt wird die Matrix $\hat V_{\ell}$ und $V_{\ell}$ aufgestellt und die Galerkin-Lösung inklusive aller Fehlerschätzer berechnet. Hierbei fällt auf, dass die Wahl der Strategie keinen Einfluss auf die benötigte Zeit hat, sondern nur die Anzahl der Elemente. Für die Berechnung mit 3000 Elementen benötigen alle drei Strategien etwa $10^4$ Sekunden, was fast drei Stunden entspricht. \noindent -Diese Ergebnisse Zeigen also, dass die "`adaptiv anisotrope"' Strategie die beste Konvergenzrate aufweist, wir dafür jedoch eine schlechtere Konditionszahl der Matrix in kauf nehmen müssen. Dies ist letztendlich auf die Größe und Forme der Elemente zurückzuführen. An dieser Stelle wollen wir noch zusätzlich Abbildung \ref{fig:mesh:2DQuad:steps} betrachten, welche das "`adaptiv anisotrop"' verfeinerte Netz nach 12 Schritten darstellt. Denn hier erkennen wir sehr gut, dass diese Strategie das Netz insbesondere an den Singularitäten verfeinert. +Diese Ergebnisse zeigen also, dass die "`adaptiv anisotrope"' Strategie die beste Konvergenzrate aufweist, wir dafür jedoch eine schlechtere Konditionszahl der Matrix in Kauf nehmen müssen. Dies ist letztendlich auf die Größe und Form der Elemente zurückzuführen. An dieser Stelle wollen wir noch zusätzlich Abbildung \ref{fig:mesh:2DQuad:steps} betrachten, welche das "`adaptiv anisotrop"' verfeinerte Netz nach 12 Schritten darstellt. Denn hier erkennen wir sehr gut, dass diese Strategie das Netz insbesondere an den Singularitäten verfeinert. \noindent -Ziel wird es nun sein die Instabilitäten, die bei der analytischen Berechnung auftreten durch Quadratur zu vermeiden. Dafür werden wir vorher noch Berechnungen mit verschiedenen Quadraturgraden genauer untersuchen. +Ziel wird es nun sein, die Instabilitäten, die bei der analytischen Berechnung auftreten, durch Quadratur zu vermeiden. Dafür werden wir vorher noch Berechnungen mit verschiedenen Quadraturgraden genauer untersuchen. \subsubsection{Vergleich verschiedener Quadraturgrade} -Bei der folgenden Berechnung werden wir wieder den Algorithmus \ref{alg:adapt} mit Parametern $\theta=0.5,\nu=0.5$ zum Lösen von \eqref{math:bsp:Quad:gls} verwenden, wobei alle Integrale von $\zeta_Q$-zulässigen Elemente durch die vorgestellte Gauss-Quadratur approximiert werden. Hierbei werden wir jeweils 1, 2, 4 oder 8 Auswertungsstellen verwenden. Alle vier Berechnungsarten werden auf den selben Netzen ausgeführt um die Ergebnisse nicht durch die Wahl des Netzes zu beeinflussen. Zum Berechnen des $\tilde \mu_{\ell}$-Schätzers, welcher die Verfeinerung steuert, werden wir in jedem Schritt die Lösung der Quadratur mit 8 Auswertungsstellen verwenden. +Bei der folgenden Berechnung verwenden wir wieder den Algorithmus \ref{alg:adapt} mit Parametern $\theta=0.5,\nu=0.5$ zum Lösen von \eqref{math:bsp:Quad:gls}, wobei alle Integrale von $\zeta_Q$-zulässigen Elementen durch die vorgestellte Gauss-Quadratur approximiert werden. Hierbei wählen wir jeweils 1, 2, 4 oder 8 Auswertungsstellen. Alle vier Berechnungsarten führen wir auf den selben Netzen aus, um die Ergebnisse nicht durch die Wahl des Netzes zu beeinflussen. Zum Berechnen des $\tilde \mu_{\ell}$-Schätzers, welcher die Verfeinerung steuert, verwenden wir in jedem Schritt die Lösung der Quadratur mit 8 Auswertungsstellen. \begin{figure}[ht] @@ -2272,20 +2272,20 @@ Bei der folgenden Berechnung werden wir wieder den Algorithmus \ref{alg:adapt} m \end{figure} \noindent -In Abbildung \ref{fig:2DQuad:quad:err} haben wir die Ergebnisse der Fehler und Fehlerschätzer für die verschiedenen Quadraturgrade dargestellt. Wir beobachten, dass eine sowie zwei Auswertungsstellen, dargestellt durch die Linien in \figLineA[] und \figLineB[] instabil werden. Für die Quadraturgrade vier und acht dargestellt durch die Linien in \figLineC[] und \figLineD[], erkennen wir, dass die Berechnungen stabil bleiben und das auch für Elementanzahlen bei denen die analytische Berechnung (vergleiche Abbildung \ref{fig:2DQuad:verfeinern}) versagt. +In Abbildung \ref{fig:2DQuad:quad:err} haben wir die Ergebnisse der Fehler und Fehlerschätzer für die verschiedenen Quadraturgrade dargestellt. Wir beobachten, dass eine sowie zwei Auswertungsstellen, dargestellt durch die Linien in \figLineA[] und \figLineB[], instabil werden. Für die Quadraturgrade vier und acht, dargestellt durch die Linien in \figLineC[] und \figLineD[], erkennen wir, dass die Berechnungen stabil bleiben und dass auch für Elementanzahlen, bei denen die analytische Berechnung (vergleiche Abbildung \ref{fig:2DQuad:verfeinern}) versagt. \noindent -Da wir möglichst ökonomisch arbeiten wollen, haben wir auch die Berechnungszeiten für die Matrix $\hat V_{\ell}$ in Abbildung \ref{fig:2DQuad:quad:time} untersucht. Wie sich leicht erkennen lässt benötigt die Berechnung mit Quadraturgrad 8, dargestellt durch die Linie in \figLineD[] für 3000 Elemente etwa $1000$ Sekunden. Die Berechnungszeiten für die Quadraturgrade 1,2,4 benötigen hingegen wesentlich weniger Zeit und sind fast äquivalent. Sie Berechnen die $\hat V_{\ell}$ Matrix für 3000 Elmente in etwa $100$ Sekunden und sind damit etwa 16 Mal schneller als die Quadratur vom Grad 8. +Da wir möglichst ökonomisch arbeiten wollen, haben wir auch die Berechnungszeiten für die Matrix $\hat V_{\ell}$ in Abbildung \ref{fig:2DQuad:quad:time} untersucht. Wie sich leicht erkennen lässt, benötigt die Berechnung mit Quadraturgrad 8, dargestellt durch die Linie in \figLineD[], für 3000 Elemente etwa $1000$ Sekunden. Die Berechnungszeiten für die Quadraturgrade 1,2,4 benötigen hingegen wesentlich weniger Zeit und sind fast äquivalent. Sie berechnen die Matrix $\hat V_{\ell}$ mit 3000 Elementen in etwa $100$ Sekunden und sind damit etwa 16 Mal schneller als die Quadratur vom Grad 8. \noindent -Aufgrund dieser Ergebnisse werden wir für die Folgenden Berechnungen einen Quadraturgrad von 4 wählen. Denn wir wollen zum einen die Berechnungszeiten gering halten und zum anderen die Stabilität der Berechnungen sicher stellen. +Aufgrund dieser Ergebnisse werden wir für die folgenden Berechnungen einen Quadraturgrad von 4 wählen. Da wir zum einen die Berechnungszeiten gering halten und zum anderen die Stabilität der Berechnungen sicherstellen wollen. \subsubsection{Vergleich verschiedener Berechnungsarten} Wie wir für die analytische Berechnung mit adaptiv anisotroper Netzverfeinerung in Abbildung \ref{fig:2DQuad:verfeinern:err} gesehen haben, wird der Fehlerschätzer $\tilde \mu_{\ell}$ ab etwa 3000 Elementen instabil. Deswegen wollen wir an dieser Stelle verschiedene Strategien zur Approximation der Matrix $\hat V_{\ell}$ vorstellen.\\ Bei den folgenden Berechnungen werden wir wieder den Algorithmus \ref{alg:adapt} mit Parametern $\theta=0.5,\nu=0.5$ zum Lösen von \eqref{math:bsp:Quad:gls} verwenden, wobei für alle auftretenden Gauss-Quadraturen der Grad 4 gewählt wurde. Alle Berechnungsarten werden auf den selben Netzen ausgeführt um die Ergebnisse nicht durch die Wahl des Netzes zu beeinflussen.\\ Wir werden nun die Matrix $\hat V_{\ell}$ in der "`analytischen"' Strategie durch die in Kapitel \ref{sec:analyt} vorgestellten Stammfunktionen analytisch berechnen. -Dann werden wir für $\zeta_E$-zulässigen Elemente wie in Kapitel \ref{sec:semi:QE} das Integral über das kleinere Element durch Gauss-Quadratur ersetzen. Alle anderen Elemente werden bei dieser "`semianalytischen QE"' Strategie weiterhin analytisch berechnet. -In der letzten Strategie "`volle Quadratur"' werden wir alle $\zeta_Q$-zulässige Elemente wie in Kapitel \ref{sec:semi:Q} durch Gauss-Quadratur ersetzen und unzulässige wieder analytisch. Da wir annehmen, dass die letzte Strategie stabil sein wird, werden wir den zugehörigen $\tilde \mu_{\ell}$ Schätzer zum Steuern der Verfeinerung verwenden. +Dann werden wir für $\zeta_E$-zulässige Elemente wie in Kapitel \ref{sec:semi:QE} das Integral über das kleinere Element durch Gauss-Quadratur ersetzen. Alle anderen Elemente werden bei dieser "`semianalytischen QE"' Strategie weiterhin analytisch berechnet. +In der letzten Strategie "`volle Quadratur"' berechnen wir alle $\zeta_Q$-zulässige Elemente wie in Kapitel \ref{sec:semi:Q} durch Gauss-Quadratur und unzulässige wieder analytisch. Da wir annehmen, dass die letzte Strategie stabil sein wird, werden wir den zugehörigen $\tilde \mu_{\ell}$ Schätzer zum Steuern der Verfeinerung verwenden. \begin{figure}[ht] \centering diff --git a/doc/fig/132t05n05_2DQuad_cond.eps b/doc/fig/132t05n05_2DQuad_cond.eps index a6448e8..3e6093a 100644 --- a/doc/fig/132t05n05_2DQuad_cond.eps +++ b/doc/fig/132t05n05_2DQuad_cond.eps @@ -1,7 +1,7 @@ %!PS-Adobe-2.0 EPSF-1.2 -%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-19-generic #30-Ubuntu SMP Wed May 1 16:35:23 UTC 2013 x86_64. +%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-21-generic #32-Ubuntu SMP Tue May 14 22:16:46 UTC 2013 x86_64. %%Title: ../doc/fig/132t05n05_2DQuad_cond.eps -%%CreationDate: 05/14/2013 13:14:28 +%%CreationDate: 05/21/2013 12:12:18 %%DocumentNeededFonts: Helvetica %%DocumentProcessColors: Cyan Magenta Yellow Black %%Extensions: CMYK diff --git a/doc/fig/132t05n05_2DQuad_error.eps b/doc/fig/132t05n05_2DQuad_error.eps index 17f3c23..3590c9c 100644 --- a/doc/fig/132t05n05_2DQuad_error.eps +++ b/doc/fig/132t05n05_2DQuad_error.eps @@ -1,7 +1,7 @@ %!PS-Adobe-2.0 EPSF-1.2 -%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-19-generic #30-Ubuntu SMP Wed May 1 16:35:23 UTC 2013 x86_64. +%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-21-generic #32-Ubuntu SMP Tue May 14 22:16:46 UTC 2013 x86_64. %%Title: ../doc/fig/132t05n05_2DQuad_error.eps -%%CreationDate: 05/14/2013 13:14:27 +%%CreationDate: 05/21/2013 12:12:17 %%DocumentNeededFonts: Helvetica %%DocumentProcessColors: Cyan Magenta Yellow Black %%Extensions: CMYK diff --git a/doc/fig/132t05n05_2DQuad_hminmax.eps b/doc/fig/132t05n05_2DQuad_hminmax.eps index 94bad4a..e3c2e15 100644 --- a/doc/fig/132t05n05_2DQuad_hminmax.eps +++ b/doc/fig/132t05n05_2DQuad_hminmax.eps @@ -1,7 +1,7 @@ %!PS-Adobe-2.0 EPSF-1.2 -%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-19-generic #30-Ubuntu SMP Wed May 1 16:35:23 UTC 2013 x86_64. +%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). 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Operating System: Linux 3.8.0-21-generic #32-Ubuntu SMP Tue May 14 22:16:46 UTC 2013 x86_64. %%Title: ../doc/fig/132t05n05_3DFichCube_cond.eps -%%CreationDate: 05/14/2013 13:14:30 +%%CreationDate: 05/21/2013 12:12:20 %%DocumentNeededFonts: Helvetica %%DocumentProcessColors: Cyan Magenta Yellow Black %%Extensions: CMYK @@ -597,10 +597,10 @@ gr /c9 { 0.000000 0.600000 0.600000 sr} bdef c9 -132 -455 119 19 126 -274 113 -161 92 -86 105 -82 82 25 106 -149 +132 -175 119 -174 126 21 113 -162 92 -84 105 -82 82 25 106 -149 73 1 99 2 92 -183 97 6 131 -186 114 7 152 -184 120 7 219 -166 142 30 245 -170 235 -122 528 -139 1095 2878 22 MP stroke -gs 1044 567 3225 2363 MR c np +gs 1044 950 3225 1980 MR c np 0 j 29 50 -58 0 29 -50 1095 2911 4 MP DP @@ -636,15 +636,15 @@ DP DP 29 50 -58 0 29 -50 3635 1608 4 MP DP -29 50 -58 0 29 -50 3727 1522 4 MP +29 50 -58 0 29 -50 3727 1524 4 MP DP -29 50 -58 0 29 -50 3840 1361 4 MP +29 50 -58 0 29 -50 3840 1362 4 MP DP -29 50 -58 0 29 -50 3966 1087 4 MP +29 50 -58 0 29 -50 3966 1383 4 MP DP -29 50 -58 0 29 -50 4085 1106 4 MP +29 50 -58 0 29 -50 4085 1209 4 MP DP -29 50 -58 0 29 -50 4217 651 4 MP +29 50 -58 0 29 -50 4217 1034 4 MP DP gr @@ -703,7 +703,7 @@ gr DA c2 0 -2330 4029 2924 2 MP stroke -0 -2329 4029 2924 2 MP stroke +0 -1947 4029 2924 2 MP stroke 0 -1947 4029 2924 2 MP stroke gr @@ -724,37 +724,37 @@ DA ( ) s SO 1 sg -0 434 1213 0 0 -434 665 746 4 MP +0 434 1093 0 0 -434 665 746 4 MP PP --1213 0 0 434 1213 0 0 -434 665 746 5 MP stroke +-1093 0 0 434 1093 0 0 -434 665 746 5 MP stroke 2.77778 w DO SO 4.16667 w 0 sg - 665 746 mt 1878 746 L + 665 746 mt 1758 746 L 665 746 mt 665 312 L -1016 407 mt -(cond 132t05n05 A) s -gs 665 312 1214 435 MR c np +1006 407 mt +(cond 142t05n05 A) s +gs 665 312 1094 435 MR c np c8 -270 0 718 376 2 MP stroke -gs 802 325 103 103 MR c np - 25 25 853 376 FO +262 0 717 376 2 MP stroke +gs 797 325 103 103 MR c np + 25 25 848 376 FO gr gr c8 0 sg -1016 509 mt -(cond 132t05n05 QEQA) s -gs 665 312 1214 435 MR c np +1006 509 mt +(cond 142t05n05 QE) s +gs 665 312 1094 435 MR c np c9 -270 0 718 478 2 MP stroke -gs 802 427 103 103 MR c np +262 0 717 478 2 MP stroke +gs 797 427 103 103 MR c np 0 j -29 50 -58 0 29 -50 853 511 4 MP +29 50 -58 0 29 -50 848 511 4 MP DP gr @@ -762,26 +762,26 @@ gr c9 0 sg -1016 610 mt -(cond 132t05n05 QA) s -gs 665 312 1214 435 MR c np +1006 610 mt +(cond 142t05n05 QA) s +gs 665 312 1094 435 MR c np c10 -270 0 718 579 2 MP stroke -gs 802 528 103 103 MR c np - 836 562 mt 870 596 L - 870 562 mt 836 596 L +262 0 717 579 2 MP stroke +gs 797 528 103 103 MR c np + 831 562 mt 865 596 L + 865 562 mt 831 596 L gr gr c10 0 sg -1016 712 mt +1006 712 mt (erste Fehler) s -gs 665 312 1214 435 MR c np +gs 665 312 1094 435 MR c np DA c2 -270 0 718 681 2 MP stroke +262 0 717 681 2 MP stroke SO gr diff --git a/doc/fig/132t05n05_3DFichCube_error.eps b/doc/fig/132t05n05_3DFichCube_error.eps index e532101..3b6b304 100644 --- a/doc/fig/132t05n05_3DFichCube_error.eps +++ b/doc/fig/132t05n05_3DFichCube_error.eps @@ -1,7 +1,7 @@ %!PS-Adobe-2.0 EPSF-1.2 -%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-19-generic #30-Ubuntu SMP Wed May 1 16:35:23 UTC 2013 x86_64. +%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-21-generic #32-Ubuntu SMP Tue May 14 22:16:46 UTC 2013 x86_64. %%Title: ../doc/fig/132t05n05_3DFichCube_error.eps -%%CreationDate: 05/14/2013 13:14:29 +%%CreationDate: 05/21/2013 12:12:19 %%DocumentNeededFonts: Helvetica %%DocumentProcessColors: Cyan Magenta Yellow Black %%Extensions: CMYK @@ -574,10 +574,10 @@ gr /c9 { 0.000000 0.600000 0.600000 sr} bdef c9 -132 -944 119 -21 126 63 113 66 92 63 105 62 82 61 106 56 +132 74 119 71 126 71 113 66 92 63 105 62 82 61 106 56 73 50 99 47 92 50 97 61 131 65 114 59 152 64 120 58 219 58 142 53 245 58 235 61 528 56 1095 968 22 MP stroke -gs 1044 917 3225 1214 MR c np +gs 1044 917 3225 1367 MR c np 16 W 1095 968 PD 16 W @@ -617,17 +617,17 @@ gs 1044 917 3225 1214 MR c np 16 W 3840 2016 PD 16 W -3966 2079 PD +3966 2087 PD 16 W -4085 2058 PD +4085 2158 PD 16 W -4217 1114 PD +4217 2232 PD gr -132 101 119 51 126 58 113 60 92 48 105 55 82 53 106 57 +132 62 119 50 126 59 113 60 92 48 105 55 82 53 106 57 73 54 99 52 92 42 97 62 131 58 114 58 152 58 120 56 219 56 142 45 245 61 235 55 528 98 1095 1289 22 MP stroke -gs 1044 1238 3225 1341 MR c np +gs 1044 1238 3225 1302 MR c np 0 j -29 50 -29 -50 58 0 1066 1306 4 MP DP @@ -667,11 +667,11 @@ DP DP -29 50 -29 -50 58 0 3811 2334 4 MP DP --29 50 -29 -50 58 0 3937 2392 4 MP +-29 50 -29 -50 58 0 3937 2393 4 MP DP -29 50 -29 -50 58 0 4056 2443 4 MP DP --29 50 -29 -50 58 0 4188 2544 4 MP +-29 50 -29 -50 58 0 4188 2505 4 MP DP gr @@ -918,7 +918,7 @@ DA 219 98 142 63 245 108 235 105 528 234 1095 1542 22 MP stroke c2 0 -1805 4029 2690 2 MP stroke -0 -1805 4029 2690 2 MP stroke +0 -1766 4029 2651 2 MP stroke 0 -1766 4029 2651 2 MP stroke gr @@ -939,37 +939,37 @@ DA ( ) s SO 1 sg -0 1344 1238 0 0 -1344 665 3165 4 MP +0 1344 1118 0 0 -1344 665 3165 4 MP PP --1238 0 0 1344 1238 0 0 -1344 665 3165 5 MP stroke +-1118 0 0 1344 1118 0 0 -1344 665 3165 5 MP stroke 2.77778 w DO SO 4.16667 w 0 sg - 665 3165 mt 1903 3165 L + 665 3165 mt 1783 3165 L 665 3165 mt 665 1821 L -1000 1916 mt -(tmu 132t05n05 A) s -gs 665 1821 1239 1345 MR c np + 989 1916 mt +(tmu 142t05n05 A) s +gs 665 1821 1119 1345 MR c np c8 -257 0 716 1885 2 MP stroke -gs 794 1834 103 103 MR c np - 25 25 845 1885 FO +249 0 714 1885 2 MP stroke +gs 788 1834 103 103 MR c np + 25 25 839 1885 FO gr gr c8 0 sg -1000 2017 mt -(eta 132t05n05 A) s -gs 665 1821 1239 1345 MR c np + 989 2017 mt +(eta 142t05n05 A) s +gs 665 1821 1119 1345 MR c np c8 -257 0 716 1986 2 MP stroke -gs 794 1935 103 103 MR c np +249 0 714 1986 2 MP stroke +gs 788 1935 103 103 MR c np 0 j -29 50 -58 0 29 -50 845 2019 4 MP +29 50 -58 0 29 -50 839 2019 4 MP DP gr @@ -977,42 +977,42 @@ gr c8 0 sg -1000 2118 mt -(fehler 132t05n05 A) s -gs 665 1821 1239 1345 MR c np + 989 2118 mt +(fehler 142t05n05 A) s +gs 665 1821 1119 1345 MR c np c8 -257 0 716 2088 2 MP stroke -gs 794 2037 103 103 MR c np - 828 2071 mt 862 2105 L - 862 2071 mt 828 2105 L +249 0 714 2088 2 MP stroke +gs 788 2037 103 103 MR c np + 822 2071 mt 856 2105 L + 856 2071 mt 822 2105 L gr gr c8 0 sg -1000 2220 mt -(tmu 132t05n05 QEQA) s -gs 665 1821 1239 1345 MR c np + 989 2220 mt +(tmu 142t05n05 QE) s +gs 665 1821 1119 1345 MR c np c9 -257 0 716 2189 2 MP stroke -gs 794 2138 103 103 MR c np +249 0 714 2189 2 MP stroke +gs 788 2138 103 103 MR c np 16 W -845 2189 PD +839 2189 PD gr gr c9 0 sg -1000 2321 mt -(eta 132t05n05 QEQA) s -gs 665 1821 1239 1345 MR c np + 989 2321 mt +(eta 142t05n05 QE) s +gs 665 1821 1119 1345 MR c np c9 -257 0 716 2290 2 MP stroke -gs 794 2239 103 103 MR c np +249 0 714 2290 2 MP stroke +gs 788 2239 103 103 MR c np 0 j --29 50 -29 -50 58 0 816 2307 4 MP +-29 50 -29 -50 58 0 810 2307 4 MP DP gr @@ -1020,29 +1020,29 @@ gr c9 0 sg -1000 2422 mt -(fehler 132t05n05 QEQA) s -gs 665 1821 1239 1345 MR c np + 989 2422 mt +(fehler 142t05n05 QE) s +gs 665 1821 1119 1345 MR c np c9 -257 0 716 2391 2 MP stroke -gs 794 2340 103 103 MR c np - 820 2391 mt 870 2391 L - 845 2366 mt 845 2416 L +249 0 714 2391 2 MP stroke +gs 788 2340 103 103 MR c np + 814 2391 mt 864 2391 L + 839 2366 mt 839 2416 L gr gr c9 0 sg -1000 2524 mt -(tmu 132t05n05 QA) s -gs 665 1821 1239 1345 MR c np + 989 2524 mt +(tmu 142t05n05 QA) s +gs 665 1821 1119 1345 MR c np c10 -257 0 716 2493 2 MP stroke -gs 794 2442 103 103 MR c np +249 0 714 2493 2 MP stroke +gs 788 2442 103 103 MR c np 0 j -14 -11 5 -17 -15 10 -14 -10 5 17 -14 11 18 0 5 17 -6 -17 18 0 821 2485 11 MP +6 -17 18 0 815 2485 11 MP DP gr @@ -1050,14 +1050,14 @@ gr c10 0 sg -1000 2625 mt -(eta 132t05n05 QA) s -gs 665 1821 1239 1345 MR c np + 989 2625 mt +(eta 142t05n05 QA) s +gs 665 1821 1119 1345 MR c np c10 -257 0 716 2594 2 MP stroke -gs 794 2543 103 103 MR c np +249 0 714 2594 2 MP stroke +gs 788 2543 103 103 MR c np 0 j -0 -40 -40 0 0 40 40 0 825 2574 5 MP +0 -40 -40 0 0 40 40 0 819 2574 5 MP DP gr @@ -1065,14 +1065,14 @@ gr c10 0 sg -1000 2726 mt -(fehler 132t05n05 QA) s -gs 665 1821 1239 1345 MR c np + 989 2726 mt +(fehler 142t05n05 QA) s +gs 665 1821 1119 1345 MR c np c10 -257 0 716 2695 2 MP stroke -gs 794 2644 103 103 MR c np +249 0 714 2695 2 MP stroke +gs 788 2644 103 103 MR c np 0 j -25 33 -25 33 -25 -33 25 -33 845 2728 5 MP +25 33 -25 33 -25 -33 25 -33 839 2728 5 MP DP gr @@ -1080,45 +1080,45 @@ gr c10 0 sg -1000 2827 mt + 989 2827 mt (N-12) s -gs 665 1821 1239 1345 MR c np +gs 665 1821 1119 1345 MR c np DD c11 -257 0 716 2796 2 MP stroke +249 0 714 2796 2 MP stroke SO gr c11 0 sg -1000 2929 mt + 989 2929 mt (N-14) s -gs 665 1821 1239 1345 MR c np +gs 665 1821 1119 1345 MR c np DO c11 -257 0 716 2897 2 MP stroke +249 0 714 2897 2 MP stroke SO gr c11 0 sg -1000 3030 mt + 989 3030 mt (N-34) s -gs 665 1821 1239 1345 MR c np +gs 665 1821 1119 1345 MR c np DA c11 -257 0 716 2999 2 MP stroke +249 0 714 2999 2 MP stroke SO gr c11 0 sg -1000 3131 mt + 989 3131 mt (erste Fehler) s -gs 665 1821 1239 1345 MR c np +gs 665 1821 1119 1345 MR c np DA c2 -257 0 716 3100 2 MP stroke +249 0 714 3100 2 MP stroke SO gr diff --git a/doc/fig/132t05n05_3DFichCube_hminmax.eps b/doc/fig/132t05n05_3DFichCube_hminmax.eps index a88b020..a631271 100644 --- a/doc/fig/132t05n05_3DFichCube_hminmax.eps +++ b/doc/fig/132t05n05_3DFichCube_hminmax.eps @@ -1,7 +1,7 @@ %!PS-Adobe-2.0 EPSF-1.2 -%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-19-generic #30-Ubuntu SMP Wed May 1 16:35:23 UTC 2013 x86_64. +%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-21-generic #32-Ubuntu SMP Tue May 14 22:16:46 UTC 2013 x86_64. %%Title: ../doc/fig/132t05n05_3DFichCube_hminmax.eps -%%CreationDate: 05/14/2013 13:14:30 +%%CreationDate: 05/21/2013 12:12:20 %%DocumentNeededFonts: Helvetica %%DocumentProcessColors: Cyan Magenta Yellow Black %%Extensions: CMYK @@ -958,37 +958,37 @@ DA ( ) s SO 1 sg -0 1041 1801 0 0 -1041 665 3165 4 MP +0 1041 1681 0 0 -1041 665 3165 4 MP PP --1801 0 0 1041 1801 0 0 -1041 665 3165 5 MP stroke +-1681 0 0 1041 1681 0 0 -1041 665 3165 5 MP stroke 2.77778 w DO SO 4.16667 w 0 sg - 665 3165 mt 2466 3165 L + 665 3165 mt 2346 3165 L 665 3165 mt 665 2124 L -1021 2219 mt -(min hmin/max hmax 132t05n05 A) s -gs 665 2124 1802 1042 MR c np +1015 2219 mt +(min hmin/max hmax 142t05n05 A) s +gs 665 2124 1682 1042 MR c np c8 -274 0 719 2188 2 MP stroke -gs 805 2137 103 103 MR c np - 25 25 856 2188 FO +269 0 718 2188 2 MP stroke +gs 802 2137 103 103 MR c np + 25 25 853 2188 FO gr gr c8 0 sg -1021 2320 mt -(min hmax/max hmax 132t05n05 A) s -gs 665 2124 1802 1042 MR c np +1015 2320 mt +(min hmax/max hmax 142t05n05 A) s +gs 665 2124 1682 1042 MR c np c8 -274 0 719 2290 2 MP stroke -gs 805 2239 103 103 MR c np +269 0 718 2290 2 MP stroke +gs 802 2239 103 103 MR c np 0 j -29 50 -58 0 29 -50 856 2323 4 MP +29 50 -58 0 29 -50 853 2323 4 MP DP gr @@ -996,42 +996,42 @@ gr c8 0 sg -1021 2422 mt -(min hmin/hmax 132t05n05 A) s -gs 665 2124 1802 1042 MR c np +1015 2422 mt +(min hmin/hmax 142t05n05 A) s +gs 665 2124 1682 1042 MR c np c8 -274 0 719 2391 2 MP stroke -gs 805 2340 103 103 MR c np - 839 2374 mt 873 2408 L - 873 2374 mt 839 2408 L +269 0 718 2391 2 MP stroke +gs 802 2340 103 103 MR c np + 836 2374 mt 870 2408 L + 870 2374 mt 836 2408 L gr gr c8 0 sg -1021 2523 mt -(min hmin/max hmax 132t05n05 QEQA) s -gs 665 2124 1802 1042 MR c np +1015 2523 mt +(min hmin/max hmax 142t05n05 QE) s +gs 665 2124 1682 1042 MR c np c9 -274 0 719 2492 2 MP stroke -gs 805 2441 103 103 MR c np +269 0 718 2492 2 MP stroke +gs 802 2441 103 103 MR c np 16 W -856 2492 PD +853 2492 PD gr gr c9 0 sg -1021 2624 mt -(min hmax/max hmax 132t05n05 QEQA) s -gs 665 2124 1802 1042 MR c np +1015 2624 mt +(min hmax/max hmax 142t05n05 QE) s +gs 665 2124 1682 1042 MR c np c9 -274 0 719 2593 2 MP stroke -gs 805 2542 103 103 MR c np +269 0 718 2593 2 MP stroke +gs 802 2542 103 103 MR c np 0 j --29 50 -29 -50 58 0 827 2610 4 MP +-29 50 -29 -50 58 0 824 2610 4 MP DP gr @@ -1039,29 +1039,29 @@ gr c9 0 sg -1021 2726 mt -(min hmin/hmax 132t05n05 QEQA) s -gs 665 2124 1802 1042 MR c np +1015 2726 mt +(min hmin/hmax 142t05n05 QE) s +gs 665 2124 1682 1042 MR c np c9 -274 0 719 2695 2 MP stroke -gs 805 2644 103 103 MR c np - 831 2695 mt 881 2695 L - 856 2670 mt 856 2720 L +269 0 718 2695 2 MP stroke +gs 802 2644 103 103 MR c np + 828 2695 mt 878 2695 L + 853 2670 mt 853 2720 L gr gr c9 0 sg -1021 2827 mt -(min hmin/max hmax 132t05n05 QA) s -gs 665 2124 1802 1042 MR c np +1015 2827 mt +(min hmin/max hmax 142t05n05 QA) s +gs 665 2124 1682 1042 MR c np c10 -274 0 719 2796 2 MP stroke -gs 805 2745 103 103 MR c np +269 0 718 2796 2 MP stroke +gs 802 2745 103 103 MR c np 0 j -14 -11 5 -17 -15 10 -14 -10 5 17 -14 11 18 0 5 17 -6 -17 18 0 832 2788 11 MP +6 -17 18 0 829 2788 11 MP DP gr @@ -1069,14 +1069,14 @@ gr c10 0 sg -1021 2928 mt -(min hmax/max hmax 132t05n05 QA) s -gs 665 2124 1802 1042 MR c np +1015 2928 mt +(min hmax/max hmax 142t05n05 QA) s +gs 665 2124 1682 1042 MR c np c10 -274 0 719 2897 2 MP stroke -gs 805 2846 103 103 MR c np +269 0 718 2897 2 MP stroke +gs 802 2846 103 103 MR c np 0 j -0 -40 -40 0 0 40 40 0 836 2877 5 MP +0 -40 -40 0 0 40 40 0 833 2877 5 MP DP gr @@ -1084,14 +1084,14 @@ gr c10 0 sg -1021 3030 mt -(min hmin/hmax 132t05n05 QA) s -gs 665 2124 1802 1042 MR c np +1015 3030 mt +(min hmin/hmax 142t05n05 QA) s +gs 665 2124 1682 1042 MR c np c10 -274 0 719 2998 2 MP stroke -gs 805 2947 103 103 MR c np +269 0 718 2998 2 MP stroke +gs 802 2947 103 103 MR c np 0 j -25 33 -25 33 -25 -33 25 -33 856 3031 5 MP +25 33 -25 33 -25 -33 25 -33 853 3031 5 MP DP gr @@ -1099,12 +1099,12 @@ gr c10 0 sg -1021 3131 mt +1015 3131 mt (erste Fehler) s -gs 665 2124 1802 1042 MR c np +gs 665 2124 1682 1042 MR c np DA c2 -274 0 719 3100 2 MP stroke +269 0 718 3100 2 MP stroke SO gr diff --git a/doc/fig/132t05n05_3DFichCube_time.eps b/doc/fig/132t05n05_3DFichCube_time.eps index 058ff01..563fb7d 100644 --- a/doc/fig/132t05n05_3DFichCube_time.eps +++ b/doc/fig/132t05n05_3DFichCube_time.eps @@ -1,7 +1,7 @@ %!PS-Adobe-2.0 EPSF-1.2 -%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-19-generic #30-Ubuntu SMP Wed May 1 16:35:23 UTC 2013 x86_64. +%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-21-generic #32-Ubuntu SMP Tue May 14 22:16:46 UTC 2013 x86_64. %%Title: ../doc/fig/132t05n05_3DFichCube_time.eps -%%CreationDate: 05/14/2013 13:14:30 +%%CreationDate: 05/21/2013 12:12:21 %%DocumentNeededFonts: Helvetica %%DocumentProcessColors: Cyan Magenta Yellow Black %%Extensions: CMYK @@ -184,33 +184,33 @@ c0 1 sg 0 0 4801 3602 PR 4.16667 w -0 2935 3721 0 0 -2935 623 3205 4 MP +0 2935 3720 0 0 -2935 624 3205 4 MP PP --3721 0 0 2935 3721 0 0 -2935 623 3205 5 MP stroke +-3720 0 0 2935 3720 0 0 -2935 624 3205 5 MP stroke 2.77778 w DO SO 4.16667 w 0 sg - 623 3205 mt 4344 3205 L - 623 270 mt 4344 270 L - 623 3205 mt 623 270 L + 624 3205 mt 4344 3205 L + 624 270 mt 4344 270 L + 624 3205 mt 624 270 L 4344 3205 mt 4344 270 L - 623 3205 mt 4344 3205 L - 623 3205 mt 623 270 L - 623 3205 mt 623 3186 L - 623 270 mt 623 288 L - 623 3205 mt 623 3167 L - 623 270 mt 623 307 L + 624 3205 mt 4344 3205 L + 624 3205 mt 624 270 L + 624 3205 mt 624 3186 L + 624 270 mt 624 288 L + 624 3205 mt 624 3167 L + 624 270 mt 624 307 L %%IncludeResource: font Helvetica /Helvetica /ISOLatin1Encoding 83.3333 FMSR - 562 3331 mt + 563 3331 mt (10) s %%IncludeResource: font Helvetica /Helvetica /ISOLatin1Encoding 55.5556 FMSR - 654 3280 mt + 655 3280 mt (1) s 997 3205 mt 997 3186 L 997 270 mt 997 288 L @@ -228,19 +228,19 @@ SO 1743 270 mt 1743 288 L 1807 3205 mt 1807 3186 L 1807 270 mt 1807 288 L -1863 3205 mt 1863 3186 L -1863 270 mt 1863 288 L -1863 3205 mt 1863 3167 L -1863 270 mt 1863 307 L +1864 3205 mt 1864 3186 L +1864 270 mt 1864 288 L +1864 3205 mt 1864 3167 L +1864 270 mt 1864 307 L %%IncludeResource: font Helvetica /Helvetica /ISOLatin1Encoding 83.3333 FMSR -1802 3331 mt +1803 3331 mt (10) s %%IncludeResource: font Helvetica /Helvetica /ISOLatin1Encoding 55.5556 FMSR -1894 3280 mt +1895 3280 mt (2) s 2237 3205 mt 2237 3186 L 2237 270 mt 2237 288 L @@ -302,9 +302,9 @@ SO 4375 3280 mt (4) s - 623 3205 mt 642 3205 L + 624 3205 mt 642 3205 L 4344 3205 mt 4325 3205 L - 623 3205 mt 661 3205 L + 624 3205 mt 661 3205 L 4344 3205 mt 4306 3205 L %%IncludeResource: font Helvetica /Helvetica /ISOLatin1Encoding 83.3333 FMSR @@ -316,205 +316,175 @@ SO 537 3184 mt (-2) s - 623 3078 mt 642 3078 L -4344 3078 mt 4325 3078 L - 623 3004 mt 642 3004 L -4344 3004 mt 4325 3004 L - 623 2952 mt 642 2952 L -4344 2952 mt 4325 2952 L - 623 2911 mt 642 2911 L -4344 2911 mt 4325 2911 L - 623 2878 mt 642 2878 L -4344 2878 mt 4325 2878 L - 623 2850 mt 642 2850 L -4344 2850 mt 4325 2850 L - 623 2826 mt 642 2826 L -4344 2826 mt 4325 2826 L - 623 2804 mt 642 2804 L -4344 2804 mt 4325 2804 L - 623 2785 mt 642 2785 L -4344 2785 mt 4325 2785 L - 623 2785 mt 661 2785 L -4344 2785 mt 4306 2785 L + 624 3057 mt 642 3057 L +4344 3057 mt 4325 3057 L + 624 2971 mt 642 2971 L +4344 2971 mt 4325 2971 L + 624 2910 mt 642 2910 L +4344 2910 mt 4325 2910 L + 624 2863 mt 642 2863 L +4344 2863 mt 4325 2863 L + 624 2824 mt 642 2824 L +4344 2824 mt 4325 2824 L + 624 2791 mt 642 2791 L +4344 2791 mt 4325 2791 L + 624 2763 mt 642 2763 L +4344 2763 mt 4325 2763 L + 624 2738 mt 642 2738 L +4344 2738 mt 4325 2738 L + 624 2715 mt 642 2715 L +4344 2715 mt 4325 2715 L + 624 2715 mt 661 2715 L +4344 2715 mt 4306 2715 L %%IncludeResource: font Helvetica /Helvetica /ISOLatin1Encoding 83.3333 FMSR - 445 2815 mt + 445 2745 mt (10) s %%IncludeResource: font Helvetica /Helvetica /ISOLatin1Encoding 55.5556 FMSR - 537 2764 mt + 537 2694 mt (-1) s - 623 2659 mt 642 2659 L -4344 2659 mt 4325 2659 L - 623 2585 mt 642 2585 L -4344 2585 mt 4325 2585 L - 623 2533 mt 642 2533 L -4344 2533 mt 4325 2533 L - 623 2492 mt 642 2492 L -4344 2492 mt 4325 2492 L - 623 2459 mt 642 2459 L -4344 2459 mt 4325 2459 L - 623 2431 mt 642 2431 L -4344 2431 mt 4325 2431 L - 623 2407 mt 642 2407 L -4344 2407 mt 4325 2407 L - 623 2385 mt 642 2385 L -4344 2385 mt 4325 2385 L - 623 2366 mt 642 2366 L -4344 2366 mt 4325 2366 L - 623 2366 mt 661 2366 L -4344 2366 mt 4306 2366 L + 624 2568 mt 642 2568 L +4344 2568 mt 4325 2568 L + 624 2482 mt 642 2482 L +4344 2482 mt 4325 2482 L + 624 2421 mt 642 2421 L +4344 2421 mt 4325 2421 L + 624 2373 mt 642 2373 L +4344 2373 mt 4325 2373 L + 624 2335 mt 642 2335 L +4344 2335 mt 4325 2335 L + 624 2302 mt 642 2302 L +4344 2302 mt 4325 2302 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 2226 mt 642 2226 L +4344 2226 mt 4325 2226 L + 624 2226 mt 661 2226 L +4344 2226 mt 4306 2226 L %%IncludeResource: font Helvetica /Helvetica /ISOLatin1Encoding 83.3333 FMSR - 445 2396 mt + 445 2256 mt (10) s %%IncludeResource: font Helvetica /Helvetica /ISOLatin1Encoding 55.5556 FMSR - 537 2345 mt + 537 2205 mt (0) s - 623 2240 mt 642 2240 L -4344 2240 mt 4325 2240 L - 623 2166 mt 642 2166 L -4344 2166 mt 4325 2166 L - 623 2113 mt 642 2113 L -4344 2113 mt 4325 2113 L - 623 2073 mt 642 2073 L -4344 2073 mt 4325 2073 L - 623 2040 mt 642 2040 L -4344 2040 mt 4325 2040 L - 623 2012 mt 642 2012 L -4344 2012 mt 4325 2012 L - 623 1987 mt 642 1987 L -4344 1987 mt 4325 1987 L - 623 1966 mt 642 1966 L -4344 1966 mt 4325 1966 L - 623 1947 mt 642 1947 L -4344 1947 mt 4325 1947 L - 623 1947 mt 661 1947 L -4344 1947 mt 4306 1947 L + 624 2079 mt 642 2079 L +4344 2079 mt 4325 2079 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 1884 mt 642 1884 L +4344 1884 mt 4325 1884 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 1784 mt 642 1784 L +4344 1784 mt 4325 1784 L + 624 1759 mt 642 1759 L +4344 1759 mt 4325 1759 L + 624 1737 mt 642 1737 L +4344 1737 mt 4325 1737 L + 624 1737 mt 661 1737 L +4344 1737 mt 4306 1737 L %%IncludeResource: font Helvetica /Helvetica /ISOLatin1Encoding 83.3333 FMSR - 445 1977 mt + 445 1767 mt (10) s %%IncludeResource: font Helvetica /Helvetica /ISOLatin1Encoding 55.5556 FMSR - 537 1926 mt + 537 1716 mt (1) s - 623 1820 mt 642 1820 L -4344 1820 mt 4325 1820 L - 623 1747 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/Helvetica /ISOLatin1Encoding 83.3333 FMSR - 445 1557 mt + 445 1278 mt (10) s %%IncludeResource: font Helvetica /Helvetica /ISOLatin1Encoding 55.5556 FMSR - 537 1506 mt + 537 1227 mt (2) s - 623 1401 mt 642 1401 L -4344 1401 mt 4325 1401 L - 623 1327 mt 642 1327 L -4344 1327 mt 4325 1327 L - 623 1275 mt 642 1275 L -4344 1275 mt 4325 1275 L - 623 1234 mt 642 1234 L -4344 1234 mt 4325 1234 L - 623 1201 mt 642 1201 L -4344 1201 mt 4325 1201 L - 623 1173 mt 642 1173 L -4344 1173 mt 4325 1173 L - 623 1149 mt 642 1149 L -4344 1149 mt 4325 1149 L - 623 1127 mt 642 1127 L -4344 1127 mt 4325 1127 L - 623 1108 mt 642 1108 L -4344 1108 mt 4325 1108 L - 623 1108 mt 661 1108 L -4344 1108 mt 4306 1108 L + 624 1101 mt 642 1101 L +4344 1101 mt 4325 1101 L + 624 1014 mt 642 1014 L +4344 1014 mt 4325 1014 L + 624 953 mt 642 953 L +4344 953 mt 4325 953 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 + 624 834 mt 642 834 L +4344 834 mt 4325 834 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 1138 mt + 445 789 mt (10) s %%IncludeResource: font Helvetica /Helvetica /ISOLatin1Encoding 55.5556 FMSR - 537 1087 mt + 537 738 mt (3) s - 623 982 mt 642 982 L -4344 982 mt 4325 982 L - 623 908 mt 642 908 L -4344 908 mt 4325 908 L - 623 856 mt 642 856 L -4344 856 mt 4325 856 L - 623 815 mt 642 815 L -4344 815 mt 4325 815 L - 623 782 mt 642 782 L -4344 782 mt 4325 782 L - 623 754 mt 642 754 L -4344 754 mt 4325 754 L - 623 729 mt 642 729 L -4344 729 mt 4325 729 L - 623 708 mt 642 708 L -4344 708 mt 4325 708 L - 623 689 mt 642 689 L -4344 689 mt 4325 689 L - 623 689 mt 661 689 L -4344 689 mt 4306 689 L -%%IncludeResource: font Helvetica -/Helvetica /ISOLatin1Encoding 83.3333 FMSR - - 445 719 mt -(10) s -%%IncludeResource: font Helvetica -/Helvetica /ISOLatin1Encoding 55.5556 FMSR - - 537 668 mt -(4) s - 623 563 mt 642 563 L -4344 563 mt 4325 563 L - 623 489 mt 642 489 L -4344 489 mt 4325 489 L - 623 436 mt 642 436 L -4344 436 mt 4325 436 L - 623 396 mt 642 396 L -4344 396 mt 4325 396 L - 623 363 mt 642 363 L -4344 363 mt 4325 363 L - 623 334 mt 642 334 L -4344 334 mt 4325 334 L - 623 310 mt 642 310 L -4344 310 mt 4325 310 L - 623 289 mt 642 289 L -4344 289 mt 4325 289 L - 623 270 mt 642 270 L + 624 611 mt 642 611 L +4344 611 mt 4325 611 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 - 623 270 mt 661 270 L + 624 270 mt 661 270 L 4344 270 mt 4306 270 L %%IncludeResource: font Helvetica /Helvetica /ISOLatin1Encoding 83.3333 FMSR @@ -525,145 +495,145 @@ SO /Helvetica /ISOLatin1Encoding 55.5556 FMSR 537 249 mt -(5) s - 623 3205 mt 4344 3205 L - 623 270 mt 4344 270 L - 623 3205 mt 623 270 L +(4) s + 624 3205 mt 4344 3205 L + 624 270 mt 4344 270 L + 624 3205 mt 624 270 L 4344 3205 mt 4344 270 L -gs 624 269 3721 2937 MR c np +gs 624 270 3721 2936 MR c np /c8 { 0.000000 0.300000 0.300000 sr} bdef c8 -132 -126 119 -113 126 -109 113 -109 92 -87 105 -103 82 -77 106 -96 -73 -72 99 -87 92 -84 97 -92 131 -140 114 -114 152 -132 120 -95 -219 -155 142 -77 245 -145 235 -193 528 173 1095 2499 22 MP stroke -gs 1044 415 3225 2309 MR c np - 25 25 1095 2499 FO - 25 25 1623 2672 FO - 25 25 1858 2479 FO - 25 25 2103 2334 FO - 25 25 2245 2257 FO - 25 25 2464 2102 FO - 25 25 2584 2007 FO - 25 25 2736 1875 FO - 25 25 2850 1761 FO - 25 25 2981 1621 FO - 25 25 3078 1529 FO - 25 25 3170 1445 FO - 25 25 3269 1358 FO - 25 25 3342 1286 FO - 25 25 3448 1190 FO - 25 25 3530 1113 FO - 25 25 3635 1010 FO - 25 25 3727 923 FO - 25 25 3840 814 FO - 25 25 3966 705 FO - 25 25 4085 592 FO - 25 25 4217 466 FO +132 -104 119 67 126 -99 113 -91 92 -72 105 -84 82 -69 106 -87 +73 -55 99 -80 92 -74 97 -75 131 -106 114 -90 152 -126 120 -77 +219 -185 142 -87 245 -177 235 -195 528 -488 1095 3099 22 MP stroke +gs 1044 694 3225 2457 MR c np + 25 25 1095 3099 FO + 25 25 1623 2611 FO + 25 25 1858 2416 FO + 25 25 2103 2239 FO + 25 25 2245 2152 FO + 25 25 2464 1967 FO + 25 25 2584 1890 FO + 25 25 2736 1764 FO + 25 25 2850 1674 FO + 25 25 2981 1568 FO + 25 25 3078 1493 FO + 25 25 3170 1419 FO + 25 25 3269 1339 FO + 25 25 3342 1284 FO + 25 25 3448 1197 FO + 25 25 3530 1128 FO + 25 25 3635 1044 FO + 25 25 3727 972 FO + 25 25 3840 881 FO + 25 25 3966 782 FO + 25 25 4085 849 FO + 25 25 4217 745 FO gr /c9 { 0.000000 0.600000 0.600000 sr} bdef c9 -132 -122 119 -112 126 -115 113 -105 92 -86 105 -100 82 -74 106 -99 -73 -66 99 -89 92 -87 97 -93 131 -127 114 -122 152 -131 120 -100 -219 -146 142 -79 245 -187 235 -128 528 -278 1095 2915 22 MP stroke -gs 1044 418 3225 2549 MR c np +132 15 119 -69 126 -96 113 -88 92 -77 105 -79 82 -66 106 -89 +73 -54 99 -78 92 -76 97 -73 131 -109 114 -88 152 -129 120 -77 +219 -175 142 -69 245 -199 235 -172 528 -350 1095 2920 22 MP stroke +gs 1044 656 3225 2316 MR c np 0 j -29 50 -58 0 29 -50 1095 2948 4 MP +29 50 -58 0 29 -50 1095 2953 4 MP DP -29 50 -58 0 29 -50 1623 2670 4 MP +29 50 -58 0 29 -50 1623 2603 4 MP DP -29 50 -58 0 29 -50 1858 2542 4 MP +29 50 -58 0 29 -50 1858 2431 4 MP DP -29 50 -58 0 29 -50 2103 2355 4 MP +29 50 -58 0 29 -50 2103 2232 4 MP DP -29 50 -58 0 29 -50 2245 2276 4 MP +29 50 -58 0 29 -50 2245 2163 4 MP DP -29 50 -58 0 29 -50 2464 2130 4 MP +29 50 -58 0 29 -50 2464 1988 4 MP DP -29 50 -58 0 29 -50 2584 2030 4 MP +29 50 -58 0 29 -50 2584 1911 4 MP DP -29 50 -58 0 29 -50 2736 1899 4 MP +29 50 -58 0 29 -50 2736 1782 4 MP DP -29 50 -58 0 29 -50 2850 1777 4 MP +29 50 -58 0 29 -50 2850 1694 4 MP DP -29 50 -58 0 29 -50 2981 1650 4 MP +29 50 -58 0 29 -50 2981 1585 4 MP DP -29 50 -58 0 29 -50 3078 1557 4 MP +29 50 -58 0 29 -50 3078 1512 4 MP DP -29 50 -58 0 29 -50 3170 1470 4 MP +29 50 -58 0 29 -50 3170 1436 4 MP DP -29 50 -58 0 29 -50 3269 1381 4 MP +29 50 -58 0 29 -50 3269 1358 4 MP DP -29 50 -58 0 29 -50 3342 1315 4 MP +29 50 -58 0 29 -50 3342 1304 4 MP DP -29 50 -58 0 29 -50 3448 1216 4 MP +29 50 -58 0 29 -50 3448 1215 4 MP DP -29 50 -58 0 29 -50 3530 1142 4 MP +29 50 -58 0 29 -50 3530 1149 4 MP DP -29 50 -58 0 29 -50 3635 1042 4 MP +29 50 -58 0 29 -50 3635 1070 4 MP DP -29 50 -58 0 29 -50 3727 956 4 MP +29 50 -58 0 29 -50 3727 993 4 MP DP -29 50 -58 0 29 -50 3840 851 4 MP +29 50 -58 0 29 -50 3840 905 4 MP DP -29 50 -58 0 29 -50 3966 736 4 MP +29 50 -58 0 29 -50 3966 809 4 MP DP -29 50 -58 0 29 -50 4085 624 4 MP +29 50 -58 0 29 -50 4085 740 4 MP DP -29 50 -58 0 29 -50 4217 502 4 MP +29 50 -58 0 29 -50 4217 755 4 MP DP gr /c10 { 0.600000 0.000000 0.600000 sr} bdef c10 -132 -128 119 -114 126 -122 113 -98 92 -86 105 -105 82 -79 106 -100 -73 -66 99 -91 92 -90 97 -99 131 -128 114 -133 152 -161 120 -84 -219 -118 142 -138 245 -124 235 -196 528 -237 1095 2968 22 MP stroke -gs 1044 420 3225 2600 MR c np -1078 2951 mt 1112 2985 L -1112 2951 mt 1078 2985 L -1606 2714 mt 1640 2748 L -1640 2714 mt 1606 2748 L -1841 2518 mt 1875 2552 L -1875 2518 mt 1841 2552 L -2086 2394 mt 2120 2428 L -2120 2394 mt 2086 2428 L -2228 2256 mt 2262 2290 L -2262 2256 mt 2228 2290 L -2447 2138 mt 2481 2172 L -2481 2138 mt 2447 2172 L -2567 2054 mt 2601 2088 L -2601 2054 mt 2567 2088 L -2719 1893 mt 2753 1927 L -2753 1893 mt 2719 1927 L -2833 1760 mt 2867 1794 L -2867 1760 mt 2833 1794 L -2964 1632 mt 2998 1666 L -2998 1632 mt 2964 1666 L -3061 1533 mt 3095 1567 L -3095 1533 mt 3061 1567 L -3153 1443 mt 3187 1477 L -3187 1443 mt 3153 1477 L -3252 1352 mt 3286 1386 L -3286 1352 mt 3252 1386 L -3325 1286 mt 3359 1320 L -3359 1286 mt 3325 1320 L -3431 1186 mt 3465 1220 L -3465 1186 mt 3431 1220 L -3513 1107 mt 3547 1141 L -3547 1107 mt 3513 1141 L -3618 1002 mt 3652 1036 L -3652 1002 mt 3618 1036 L -3710 916 mt 3744 950 L -3744 916 mt 3710 950 L -3823 818 mt 3857 852 L -3857 818 mt 3823 852 L -3949 696 mt 3983 730 L -3983 696 mt 3949 730 L -4068 582 mt 4102 616 L -4102 582 mt 4068 616 L -4200 454 mt 4234 488 L -4234 454 mt 4200 488 L +132 -105 119 -94 126 82 113 -90 92 -71 105 -89 82 -65 106 -86 +73 -57 99 -75 92 -76 97 -87 131 -94 114 -105 152 -81 120 -95 +219 -164 142 -124 245 -129 235 -65 528 -254 1095 2877 22 MP stroke +gs 1044 902 3225 2027 MR c np +1078 2860 mt 1112 2894 L +1112 2860 mt 1078 2894 L +1606 2606 mt 1640 2640 L +1640 2606 mt 1606 2640 L +1841 2541 mt 1875 2575 L +1875 2541 mt 1841 2575 L +2086 2412 mt 2120 2446 L +2120 2412 mt 2086 2446 L +2228 2288 mt 2262 2322 L +2262 2288 mt 2228 2322 L +2447 2124 mt 2481 2158 L +2481 2124 mt 2447 2158 L +2567 2029 mt 2601 2063 L +2601 2029 mt 2567 2063 L +2719 1948 mt 2753 1982 L +2753 1948 mt 2719 1982 L +2833 1843 mt 2867 1877 L +2867 1843 mt 2833 1877 L +2964 1749 mt 2998 1783 L +2998 1749 mt 2964 1783 L +3061 1662 mt 3095 1696 L +3095 1662 mt 3061 1696 L +3153 1586 mt 3187 1620 L +3187 1586 mt 3153 1620 L +3252 1511 mt 3286 1545 L +3286 1511 mt 3252 1545 L +3325 1454 mt 3359 1488 L +3359 1454 mt 3325 1488 L +3431 1368 mt 3465 1402 L +3465 1368 mt 3431 1402 L +3513 1303 mt 3547 1337 L +3547 1303 mt 3513 1337 L +3618 1214 mt 3652 1248 L +3652 1214 mt 3618 1248 L +3710 1143 mt 3744 1177 L +3744 1143 mt 3710 1177 L +3823 1053 mt 3857 1087 L +3857 1053 mt 3823 1087 L +3949 1135 mt 3983 1169 L +3983 1135 mt 3949 1169 L +4068 1041 mt 4102 1075 L +4102 1041 mt 4068 1075 L +4200 936 mt 4234 970 L +4234 936 mt 4200 970 L gr gr @@ -680,40 +650,40 @@ c10 90 rotate 612 3236 mt ( ) s -4333 299 mt +4333 300 mt ( ) s 1 sg -0 333 1171 0 0 -333 665 644 4 MP +0 333 1051 0 0 -333 665 645 4 MP PP --1171 0 0 333 1171 0 0 -333 665 644 5 MP stroke +-1051 0 0 333 1051 0 0 -333 665 645 5 MP stroke 2.77778 w DO SO 4.16667 w 0 sg - 665 644 mt 1836 644 L - 665 644 mt 665 311 L -1004 406 mt -(Zeit 132t05n05 A) s -gs 665 311 1172 334 MR c np + 665 645 mt 1716 645 L + 665 645 mt 665 312 L + 993 407 mt +(Zeit 142t05n05 A) s +gs 665 312 1052 334 MR c np c8 -260 0 717 375 2 MP stroke -gs 796 324 103 103 MR c np - 25 25 847 375 FO +252 0 715 376 2 MP stroke +gs 790 325 103 103 MR c np + 25 25 841 376 FO gr gr c8 0 sg -1004 508 mt -(Zeit 132t05n05 QEQA) s -gs 665 311 1172 334 MR c np + 993 509 mt +(Zeit 142t05n05 QE) s +gs 665 312 1052 334 MR c np c9 -260 0 717 477 2 MP stroke -gs 796 426 103 103 MR c np +252 0 715 478 2 MP stroke +gs 790 427 103 103 MR c np 0 j -29 50 -58 0 29 -50 847 510 4 MP +29 50 -58 0 29 -50 841 511 4 MP DP gr @@ -721,14 +691,14 @@ gr c9 0 sg -1004 610 mt -(Zeit 132t05n05 QA) s -gs 665 311 1172 334 MR c np + 993 611 mt +(Zeit 142t05n05 QA) s +gs 665 312 1052 334 MR c np c10 -260 0 717 579 2 MP stroke -gs 796 528 103 103 MR c np - 830 562 mt 864 596 L - 864 562 mt 830 596 L +252 0 715 580 2 MP stroke +gs 790 529 103 103 MR c np + 824 563 mt 858 597 L + 858 563 mt 824 597 L gr gr diff --git a/doc/fig/2222t05n05_2DQuad_cond.eps b/doc/fig/2222t05n05_2DQuad_cond.eps index 0d3be86..0d862bb 100644 --- a/doc/fig/2222t05n05_2DQuad_cond.eps +++ b/doc/fig/2222t05n05_2DQuad_cond.eps @@ -1,7 +1,7 @@ %!PS-Adobe-2.0 EPSF-1.2 -%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-19-generic #30-Ubuntu SMP Wed May 1 16:35:23 UTC 2013 x86_64. +%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-21-generic #32-Ubuntu SMP Tue May 14 22:16:46 UTC 2013 x86_64. %%Title: ../doc/fig/2222t05n05_2DQuad_cond.eps -%%CreationDate: 05/14/2013 13:03:33 +%%CreationDate: 05/21/2013 12:13:08 %%DocumentNeededFonts: Helvetica %%DocumentProcessColors: Cyan Magenta Yellow Black %%Extensions: CMYK @@ -597,11 +597,11 @@ SO gs 624 270 3721 2936 MR c np /c8 { 0.000000 0.300000 0.300000 sr} bdef c8 -122 -166 107 -177 99 32 97 -133 94 4 87 -182 72 -149 55 -17 -84 -159 54 0 64 2 60 -180 61 94 61 -189 45 0 62 -190 -48 0 52 0 70 -189 51 0 90 -189 71 0 103 2 123 -185 -190 -168 254 -167 560 -70 1183 2994 28 MP stroke -gs 1132 567 2939 2479 MR c np +128 -187 120 26 122 -166 107 -177 99 32 97 -133 94 4 87 -182 +72 -149 55 -17 84 -159 54 0 64 2 60 -180 61 94 61 -189 +45 0 62 -190 48 0 52 0 70 -189 51 0 90 -189 71 0 +103 2 123 -185 190 -168 254 -167 560 -70 1183 2994 30 MP stroke +gs 1132 406 3187 2640 MR c np 25 25 1183 2994 FO 25 25 1743 2924 FO 25 25 1997 2757 FO @@ -630,15 +630,17 @@ gs 1132 567 2939 2479 MR c np 25 25 3790 961 FO 25 25 3897 784 FO 25 25 4019 618 FO + 25 25 4139 644 FO + 25 25 4267 457 FO gr /c9 { 0.000000 0.600000 0.600000 sr} bdef c9 -122 -166 107 -177 99 32 97 -133 94 4 87 -181 72 -150 55 -17 -84 -159 54 0 64 2 60 -180 61 94 61 -189 45 0 62 -190 -48 0 52 0 70 -189 51 0 90 -189 71 0 103 2 123 -185 -190 -168 254 -166 560 -71 1183 2994 28 MP stroke -gs 1132 567 2939 2479 MR c np +128 -187 120 26 122 -166 107 -177 99 32 97 -133 94 4 87 -181 +72 -150 55 -17 84 -159 54 0 64 2 60 -180 61 94 61 -189 +45 0 62 -190 48 0 52 0 70 -189 51 0 90 -189 71 0 +103 2 123 -185 190 -168 254 -166 560 -71 1183 2994 30 MP stroke +gs 1132 406 3187 2640 MR c np 0 j 29 50 -58 0 29 -50 1183 3027 4 MP DP @@ -696,15 +698,19 @@ DP DP 29 50 -58 0 29 -50 4019 651 4 MP DP +29 50 -58 0 29 -50 4139 677 4 MP +DP +29 50 -58 0 29 -50 4267 490 4 MP +DP gr /c10 { 0.600000 0.000000 0.600000 sr} bdef c10 -122 -166 107 -177 99 32 97 -133 94 4 87 -181 72 -150 55 -17 -84 -159 54 0 64 2 60 -180 61 94 61 -189 45 0 62 -190 -48 0 52 0 70 -189 51 0 90 -189 71 0 103 2 123 -185 -190 -168 254 -166 560 -71 1183 2994 28 MP stroke -gs 1132 567 2939 2479 MR c np +128 -187 120 26 122 -166 107 -177 99 32 97 -133 94 4 87 -181 +72 -150 55 -17 84 -159 54 0 64 2 60 -180 61 94 61 -189 +45 0 62 -190 48 0 52 0 70 -189 51 0 90 -189 71 0 +103 2 123 -185 190 -168 254 -166 560 -71 1183 2994 30 MP stroke +gs 1132 406 3187 2640 MR c np 1166 2977 mt 1200 3011 L 1200 2977 mt 1166 3011 L 1726 2906 mt 1760 2940 L @@ -761,15 +767,19 @@ gs 1132 567 2939 2479 MR c np 3914 767 mt 3880 801 L 4002 601 mt 4036 635 L 4036 601 mt 4002 635 L +4122 627 mt 4156 661 L +4156 627 mt 4122 661 L +4250 440 mt 4284 474 L +4284 440 mt 4250 474 L gr /c11 { 0.000000 0.000000 0.900000 sr} bdef c11 -122 -166 107 -177 99 32 97 -133 94 4 87 -181 72 -150 55 -17 -84 -159 54 0 64 2 60 -180 61 94 61 -189 45 0 62 -190 -48 0 52 0 70 -189 51 0 90 -189 71 0 103 2 123 -185 -190 -168 254 -166 560 -71 1183 2994 28 MP stroke -gs 1132 567 2939 2479 MR c np +128 -187 120 26 122 -166 107 -177 99 32 97 -133 94 4 87 -181 +72 -150 55 -17 84 -159 54 0 64 2 60 -180 61 94 61 -189 +45 0 62 -190 48 0 52 0 70 -189 51 0 90 -189 71 0 +103 2 123 -185 190 -168 254 -166 560 -71 1183 2994 30 MP stroke +gs 1132 406 3187 2640 MR c np 16 W 1183 2994 PD 16 W @@ -826,6 +836,10 @@ gs 1132 567 2939 2479 MR c np 3897 784 PD 16 W 4019 618 PD +16 W +4139 644 PD +16 W +4267 457 PD gr gr diff --git a/doc/fig/2222t05n05_2DQuad_error.eps b/doc/fig/2222t05n05_2DQuad_error.eps index 0540b01..08ab870 100644 --- a/doc/fig/2222t05n05_2DQuad_error.eps +++ b/doc/fig/2222t05n05_2DQuad_error.eps @@ -1,7 +1,7 @@ %!PS-Adobe-2.0 EPSF-1.2 -%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-19-generic #30-Ubuntu SMP Wed May 1 16:35:23 UTC 2013 x86_64. +%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-21-generic #32-Ubuntu SMP Tue May 14 22:16:46 UTC 2013 x86_64. %%Title: ../doc/fig/2222t05n05_2DQuad_error.eps -%%CreationDate: 05/14/2013 13:03:32 +%%CreationDate: 05/21/2013 12:13:07 %%DocumentNeededFonts: Helvetica %%DocumentProcessColors: Cyan Magenta Yellow Black %%Extensions: CMYK @@ -473,11 +473,11 @@ SO gs 624 270 3721 2936 MR c np /c8 { 0.000000 0.300000 0.300000 sr} bdef c8 -122 70 107 67 99 72 97 70 94 65 87 66 72 63 55 58 -84 57 54 56 64 55 60 55 61 55 61 50 45 49 62 51 -48 50 52 53 70 52 51 51 90 53 71 56 103 78 123 50 -190 65 254 54 560 71 1183 932 28 MP stroke -gs 1132 881 2939 1695 MR c np +128 67 120 59 122 70 107 67 99 72 97 70 94 65 87 66 +72 63 55 58 84 57 54 56 64 55 60 55 61 55 61 50 +45 49 62 51 48 50 52 53 70 52 51 51 90 53 71 56 +103 78 123 50 190 65 254 54 560 71 1183 932 30 MP stroke +gs 1132 881 3187 1821 MR c np 25 25 1183 932 FO 25 25 1743 1003 FO 25 25 1997 1057 FO @@ -506,13 +506,15 @@ gs 1132 881 2939 1695 MR c np 25 25 3790 2387 FO 25 25 3897 2454 FO 25 25 4019 2524 FO + 25 25 4139 2583 FO + 25 25 4267 2650 FO gr -122 122 107 73 99 28 97 51 94 20 87 23 72 2 55 -1 -84 45 54 1 64 -2 60 0 61 17 61 12 45 15 62 18 -48 24 52 24 70 34 51 37 90 34 71 49 103 59 123 53 -190 55 254 60 560 85 1183 1284 28 MP stroke -gs 1132 1233 2939 1041 MR c np +128 -209 120 211 122 122 107 73 99 28 97 51 94 20 87 23 +72 2 55 -1 84 45 54 1 64 -2 60 0 61 17 61 12 +45 15 62 18 48 24 52 24 70 34 51 37 90 34 71 49 +103 59 123 53 190 55 254 60 560 85 1183 1284 30 MP stroke +gs 1132 1233 3187 1252 MR c np 0 j 29 50 -58 0 29 -50 1183 1317 4 MP DP @@ -570,13 +572,17 @@ DP DP 29 50 -58 0 29 -50 4019 2255 4 MP DP +29 50 -58 0 29 -50 4139 2466 4 MP +DP +29 50 -58 0 29 -50 4267 2257 4 MP +DP gr -122 -24 107 -39 99 -28 97 -67 94 -87 87 -306 72 -52 55 -213 -84 661 54 24 64 25 60 25 61 45 61 46 45 48 62 48 -48 50 52 48 70 54 51 52 90 50 71 58 103 72 123 57 -190 63 254 63 560 95 1183 1156 28 MP stroke -gs 1132 1105 2939 1687 MR c np +128 -6 120 -20 122 -24 107 -39 99 -28 97 -67 94 -87 87 -306 +72 -52 55 -213 84 661 54 24 64 25 60 25 61 45 61 46 +45 48 62 48 48 50 52 48 70 54 51 52 90 50 71 58 +103 72 123 57 190 63 254 63 560 95 1183 1156 30 MP stroke +gs 1132 1105 3187 1687 MR c np 1166 1139 mt 1200 1173 L 1200 1139 mt 1166 1173 L 1726 1234 mt 1760 1268 L @@ -633,15 +639,19 @@ gs 1132 1105 2939 1687 MR c np 3914 1931 mt 3880 1965 L 4002 1907 mt 4036 1941 L 4036 1907 mt 4002 1941 L +4122 1887 mt 4156 1921 L +4156 1887 mt 4122 1921 L +4250 1881 mt 4284 1915 L +4284 1881 mt 4250 1915 L gr /c9 { 0.000000 0.600000 0.600000 sr} bdef c9 -122 77 107 75 99 72 97 70 94 67 87 68 72 63 55 59 -84 58 54 56 64 55 60 55 61 57 61 48 45 49 62 50 -48 50 52 53 70 51 51 52 90 53 71 56 103 77 123 51 -190 65 254 53 560 72 1183 932 28 MP stroke -gs 1132 881 2939 1715 MR c np +128 82 120 80 122 77 107 75 99 72 97 70 94 67 87 68 +72 63 55 59 84 58 54 56 64 55 60 55 61 57 61 48 +45 49 62 50 48 50 52 53 70 51 51 52 90 53 71 56 +103 77 123 51 190 65 254 53 560 72 1183 932 30 MP stroke +gs 1132 881 3187 1877 MR c np 16 W 1183 932 PD 16 W @@ -698,13 +708,17 @@ gs 1132 881 2939 1715 MR c np 3897 2467 PD 16 W 4019 2544 PD +16 W +4139 2624 PD +16 W +4267 2706 PD gr -122 74 107 71 99 54 97 41 94 51 87 44 72 27 55 32 -84 52 54 39 64 42 60 44 61 50 61 48 45 49 62 47 -48 51 52 47 70 54 51 54 90 46 71 60 103 70 123 58 -190 59 254 59 560 92 1183 1284 28 MP stroke -gs 1132 1233 2939 1518 MR c np +128 93 120 105 122 74 107 71 99 54 97 41 94 51 87 44 +72 27 55 32 84 52 54 39 64 42 60 44 61 50 61 48 +45 49 62 47 48 51 52 47 70 54 51 54 90 46 71 60 +103 70 123 58 190 59 254 59 560 92 1183 1284 30 MP stroke +gs 1132 1233 3187 1716 MR c np 0 j -29 50 -29 -50 58 0 1154 1301 4 MP DP @@ -762,13 +776,17 @@ DP DP -29 50 -29 -50 58 0 3990 2716 4 MP DP +-29 50 -29 -50 58 0 4110 2821 4 MP +DP +-29 50 -29 -50 58 0 4238 2914 4 MP +DP gr -122 105 107 88 99 64 97 45 94 57 87 48 72 35 55 41 -84 59 54 48 64 50 60 51 61 54 61 57 45 55 62 52 -48 54 52 51 70 56 51 54 90 50 71 59 103 73 123 58 -190 64 254 62 560 95 1183 1156 28 MP stroke -gs 1132 1105 2939 1688 MR c np +128 192 120 213 122 105 107 88 99 64 97 45 94 57 87 48 +72 35 55 41 84 59 54 48 64 50 60 51 61 54 61 57 +45 55 62 52 48 54 52 51 70 56 51 54 90 50 71 59 +103 73 123 58 190 64 254 62 560 95 1183 1156 30 MP stroke +gs 1132 1105 3187 2093 MR c np 1158 1156 mt 1208 1156 L 1183 1131 mt 1183 1181 L 1718 1251 mt 1768 1251 L @@ -825,15 +843,19 @@ gs 1132 1105 2939 1688 MR c np 3897 2611 mt 3897 2661 L 3994 2741 mt 4044 2741 L 4019 2716 mt 4019 2766 L +4114 2954 mt 4164 2954 L +4139 2929 mt 4139 2979 L +4242 3146 mt 4292 3146 L +4267 3121 mt 4267 3171 L gr /c10 { 0.600000 0.000000 0.600000 sr} bdef c10 -122 77 107 75 99 72 97 70 94 67 87 68 72 63 55 59 -84 58 54 56 64 56 60 54 61 57 61 48 45 49 62 50 -48 50 52 53 70 51 51 52 90 53 71 56 103 77 123 51 -190 65 254 53 560 72 1183 932 28 MP stroke -gs 1132 881 2939 1715 MR c np +128 81 120 80 122 77 107 75 99 72 97 70 94 67 87 68 +72 63 55 59 84 58 54 56 64 56 60 54 61 57 61 48 +45 49 62 50 48 50 52 53 70 51 51 52 90 53 71 56 +103 77 123 51 190 65 254 53 560 72 1183 932 30 MP stroke +gs 1132 881 3187 1876 MR c np 0 j -14 -11 5 -17 -15 10 -14 -10 5 17 -14 11 18 0 5 17 6 -17 18 0 1159 924 11 MP @@ -919,13 +941,19 @@ DP -14 -11 5 -17 -15 10 -14 -10 5 17 -14 11 18 0 5 17 6 -17 18 0 3995 2536 11 MP DP +-14 -11 5 -17 -15 10 -14 -10 5 17 -14 11 18 0 5 17 +6 -17 18 0 4115 2616 11 MP +DP +-14 -11 5 -17 -15 10 -14 -10 5 17 -14 11 18 0 5 17 +6 -17 18 0 4243 2697 11 MP +DP gr -122 64 107 65 99 51 97 36 94 52 87 44 72 29 55 33 -84 52 54 40 64 43 60 46 61 50 61 48 45 49 62 47 -48 52 52 46 70 55 51 54 90 46 71 60 103 70 123 58 -190 59 254 59 560 92 1183 1284 28 MP stroke -gs 1132 1233 2939 1503 MR c np +128 66 120 79 122 64 107 65 99 51 97 36 94 52 87 44 +72 29 55 33 84 52 54 40 64 43 60 46 61 50 61 48 +45 49 62 47 48 52 52 46 70 55 51 54 90 46 71 60 +103 70 123 58 190 59 254 59 560 92 1183 1284 30 MP stroke +gs 1132 1233 3187 1648 MR c np 0 j 0 -40 -40 0 0 40 40 0 1163 1264 5 MP DP @@ -983,13 +1011,17 @@ DP DP 0 -40 -40 0 0 40 40 0 3999 2664 5 MP DP +0 -40 -40 0 0 40 40 0 4119 2743 5 MP +DP +0 -40 -40 0 0 40 40 0 4247 2809 5 MP +DP gr -122 66 107 66 99 52 97 39 94 53 87 45 72 35 55 40 -84 58 54 47 64 51 60 50 61 54 61 57 45 55 62 52 -48 54 52 51 70 56 51 54 90 50 71 59 103 73 123 58 -190 64 254 62 560 95 1183 1156 28 MP stroke -gs 1132 1105 2939 1599 MR c np +128 73 120 83 122 66 107 66 99 52 97 39 94 53 87 45 +72 35 55 40 84 58 54 47 64 51 60 50 61 54 61 57 +45 55 62 52 48 54 52 51 70 56 51 54 90 50 71 59 +103 73 123 58 190 64 254 62 560 95 1183 1156 30 MP stroke +gs 1132 1105 3187 1755 MR c np 0 j 25 33 -25 33 -25 -33 25 -33 1183 1189 5 MP DP @@ -1047,15 +1079,19 @@ DP DP 25 33 -25 33 -25 -33 25 -33 4019 2685 5 MP DP +25 33 -25 33 -25 -33 25 -33 4139 2768 5 MP +DP +25 33 -25 33 -25 -33 25 -33 4267 2841 5 MP +DP gr /c11 { 0.000000 0.000000 0.900000 sr} bdef c11 -122 77 107 75 99 72 97 70 94 67 87 68 72 63 55 59 -84 58 54 56 64 56 60 54 61 57 61 48 45 49 62 50 -48 50 52 53 70 51 51 52 90 53 71 56 103 77 123 51 -190 65 254 53 560 72 1183 932 28 MP stroke -gs 1132 881 2939 1715 MR c np +128 81 120 80 122 77 107 75 99 72 97 70 94 67 87 68 +72 63 55 59 84 58 54 56 64 56 60 54 61 57 61 48 +45 49 62 50 48 50 52 53 70 51 51 52 90 53 71 56 +103 77 123 51 190 65 254 53 560 72 1183 932 30 MP stroke +gs 1132 881 3187 1876 MR c np 25 25 1183 932 FO 25 25 1743 1004 FO 25 25 1997 1057 FO @@ -1084,13 +1120,15 @@ gs 1132 881 2939 1715 MR c np 25 25 3790 2392 FO 25 25 3897 2467 FO 25 25 4019 2544 FO + 25 25 4139 2624 FO + 25 25 4267 2705 FO gr -122 64 107 65 99 51 97 36 94 52 87 44 72 29 55 33 -84 52 54 40 64 43 60 46 61 50 61 48 45 49 62 47 -48 52 52 46 70 55 51 54 90 46 71 60 103 70 123 58 -190 59 254 59 560 92 1183 1284 28 MP stroke -gs 1132 1233 2939 1503 MR c np +128 66 120 79 122 64 107 65 99 51 97 36 94 52 87 44 +72 29 55 33 84 52 54 40 64 43 60 46 61 50 61 48 +45 49 62 47 48 52 52 46 70 55 51 54 90 46 71 60 +103 70 123 58 190 59 254 59 560 92 1183 1284 30 MP stroke +gs 1132 1233 3187 1648 MR c np 0 j 29 50 -58 0 29 -50 1183 1317 4 MP DP @@ -1148,13 +1186,17 @@ DP DP 29 50 -58 0 29 -50 4019 2717 4 MP DP +29 50 -58 0 29 -50 4139 2796 4 MP +DP +29 50 -58 0 29 -50 4267 2862 4 MP +DP gr -122 66 107 66 99 52 97 39 94 53 87 45 72 35 55 40 -84 58 54 47 64 51 60 50 61 54 61 57 45 55 62 52 -48 54 52 51 70 56 51 54 90 50 71 59 103 73 123 58 -190 64 254 62 560 95 1183 1156 28 MP stroke -gs 1132 1105 2939 1599 MR c np +128 73 120 83 122 66 107 66 99 52 97 39 94 53 87 45 +72 35 55 40 84 58 54 47 64 51 60 50 61 54 61 57 +45 55 62 52 48 54 52 51 70 56 51 54 90 50 71 59 +103 73 123 58 190 64 254 62 560 95 1183 1156 30 MP stroke +gs 1132 1105 3187 1755 MR c np 1166 1139 mt 1200 1173 L 1200 1139 mt 1166 1173 L 1726 1234 mt 1760 1268 L @@ -1211,25 +1253,29 @@ gs 1132 1105 2939 1599 MR c np 3914 2569 mt 3880 2603 L 4002 2635 mt 4036 2669 L 4036 2635 mt 4002 2669 L +4122 2718 mt 4156 2752 L +4156 2718 mt 4122 2752 L +4250 2791 mt 4284 2825 L +4284 2791 mt 4250 2825 L gr DD /c12 { 0.900000 0.600000 0.000000 sr} bdef c12 -122 47 107 43 99 39 97 38 94 37 87 34 72 29 55 21 -84 34 54 21 64 25 60 24 61 24 61 24 45 18 62 24 -48 19 52 21 70 27 51 21 90 35 71 28 103 41 123 48 -190 75 254 100 560 221 1183 524 28 MP stroke +128 50 120 48 122 47 107 43 99 39 97 38 94 37 87 34 +72 29 55 21 84 34 54 21 64 25 60 24 61 24 61 24 +45 18 62 24 48 19 52 21 70 27 51 21 90 35 71 28 +103 41 123 48 190 75 254 100 560 221 1183 524 30 MP stroke DO -122 24 107 21 99 20 97 19 94 18 87 18 72 14 55 11 -84 16 54 11 64 13 60 11 61 12 61 12 45 9 62 13 -48 9 52 10 70 14 51 10 90 18 71 14 103 20 123 24 -190 38 254 50 560 110 1183 764 28 MP stroke +128 25 120 24 122 24 107 21 99 20 97 19 94 18 87 18 +72 14 55 11 84 16 54 11 64 13 60 11 61 12 61 12 +45 9 62 13 48 9 52 10 70 14 51 10 90 18 71 14 +103 20 123 24 190 38 254 50 560 110 1183 764 30 MP stroke DA -122 71 107 64 99 59 97 57 94 55 87 52 72 43 55 32 -84 50 54 32 64 38 60 35 61 36 61 36 45 27 62 37 -48 28 52 31 70 41 51 31 90 53 71 42 103 61 123 72 -190 113 254 150 560 331 1183 1114 28 MP stroke +128 75 120 72 122 71 107 64 99 59 97 57 94 55 87 52 +72 43 55 32 84 50 54 32 64 38 60 35 61 36 61 36 +45 27 62 37 48 28 52 31 70 41 51 31 90 53 71 42 +103 61 123 72 190 113 254 150 560 331 1183 1114 30 MP stroke gr c12 diff --git a/doc/fig/2222t05n05_2DQuad_hminmax.eps b/doc/fig/2222t05n05_2DQuad_hminmax.eps index 143367d..70825dc 100644 --- a/doc/fig/2222t05n05_2DQuad_hminmax.eps +++ b/doc/fig/2222t05n05_2DQuad_hminmax.eps @@ -1,7 +1,7 @@ %!PS-Adobe-2.0 EPSF-1.2 -%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-19-generic #30-Ubuntu SMP Wed May 1 16:35:23 UTC 2013 x86_64. +%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-21-generic #32-Ubuntu SMP Tue May 14 22:16:46 UTC 2013 x86_64. %%Title: ../doc/fig/2222t05n05_2DQuad_hminmax.eps -%%CreationDate: 05/14/2013 13:03:33 +%%CreationDate: 05/21/2013 12:13:07 %%DocumentNeededFonts: Helvetica %%DocumentProcessColors: Cyan Magenta Yellow Black %%Extensions: CMYK @@ -565,11 +565,11 @@ SO gs 624 270 3721 2936 MR c np /c8 { 0.000000 0.300000 0.300000 sr} bdef c8 -122 121 107 121 99 121 97 121 94 121 87 121 72 0 55 121 -84 121 54 121 64 121 60 0 61 121 61 121 45 121 62 0 -48 121 52 0 70 121 51 121 90 0 71 121 103 0 123 121 -190 121 254 121 560 0 1183 391 28 MP stroke -gs 1132 340 2939 2523 MR c np +128 121 120 121 122 121 107 121 99 121 97 121 94 121 87 121 +72 0 55 121 84 121 54 121 64 121 60 0 61 121 61 121 +45 121 62 0 48 121 52 0 70 121 51 121 90 0 71 121 +103 0 123 121 190 121 254 121 560 0 1183 391 30 MP stroke +gs 1132 340 3187 2765 MR c np 25 25 1183 391 FO 25 25 1743 391 FO 25 25 1997 512 FO @@ -598,13 +598,15 @@ gs 1132 340 2939 2523 MR c np 25 25 3790 2569 FO 25 25 3897 2690 FO 25 25 4019 2811 FO + 25 25 4139 2932 FO + 25 25 4267 3053 FO gr -122 121 107 121 99 0 97 121 94 0 87 121 72 121 55 0 -84 121 54 0 64 0 60 121 61 0 61 121 45 0 62 121 -48 0 52 0 70 121 51 0 90 121 71 0 103 0 123 121 -190 121 254 121 560 0 1183 391 28 MP stroke -gs 1132 340 2939 1797 MR c np +128 121 120 0 122 121 107 121 99 0 97 121 94 0 87 121 +72 121 55 0 84 121 54 0 64 0 60 121 61 0 61 121 +45 0 62 121 48 0 52 0 70 121 51 0 90 121 71 0 +103 0 123 121 190 121 254 121 560 0 1183 391 30 MP stroke +gs 1132 340 3187 1918 MR c np 0 j 29 50 -58 0 29 -50 1183 424 4 MP DP @@ -662,13 +664,17 @@ DP DP 29 50 -58 0 29 -50 4019 2118 4 MP DP +29 50 -58 0 29 -50 4139 2118 4 MP +DP +29 50 -58 0 29 -50 4267 2239 4 MP +DP gr -122 121 107 121 99 121 97 121 94 121 87 121 72 0 55 121 -84 121 54 121 64 121 60 0 61 121 61 121 45 121 62 0 -48 121 52 0 70 121 51 121 90 0 71 121 103 121 123 121 -190 0 254 121 560 0 1183 391 28 MP stroke -gs 1132 340 2939 2523 MR c np +128 121 120 121 122 121 107 121 99 121 97 121 94 121 87 121 +72 0 55 121 84 121 54 121 64 121 60 0 61 121 61 121 +45 121 62 0 48 121 52 0 70 121 51 121 90 0 71 121 +103 121 123 121 190 0 254 121 560 0 1183 391 30 MP stroke +gs 1132 340 3187 2765 MR c np 1166 374 mt 1200 408 L 1200 374 mt 1166 408 L 1726 374 mt 1760 408 L @@ -725,15 +731,19 @@ gs 1132 340 2939 2523 MR c np 3914 2673 mt 3880 2707 L 4002 2794 mt 4036 2828 L 4036 2794 mt 4002 2828 L +4122 2915 mt 4156 2949 L +4156 2915 mt 4122 2949 L +4250 3036 mt 4284 3070 L +4284 3036 mt 4250 3070 L gr /c9 { 0.000000 0.600000 0.600000 sr} bdef c9 -122 121 107 121 99 121 97 121 94 121 87 121 72 0 55 121 -84 121 54 121 64 121 60 0 61 121 61 121 45 121 62 0 -48 121 52 0 70 121 51 121 90 0 71 121 103 0 123 121 -190 121 254 121 560 0 1183 391 28 MP stroke -gs 1132 340 2939 2523 MR c np +128 121 120 121 122 121 107 121 99 121 97 121 94 121 87 121 +72 0 55 121 84 121 54 121 64 121 60 0 61 121 61 121 +45 121 62 0 48 121 52 0 70 121 51 121 90 0 71 121 +103 0 123 121 190 121 254 121 560 0 1183 391 30 MP stroke +gs 1132 340 3187 2765 MR c np 16 W 1183 391 PD 16 W @@ -790,13 +800,17 @@ gs 1132 340 2939 2523 MR c np 3897 2690 PD 16 W 4019 2811 PD +16 W +4139 2932 PD +16 W +4267 3053 PD gr -122 121 107 121 99 0 97 121 94 0 87 121 72 121 55 0 -84 121 54 0 64 0 60 121 61 0 61 121 45 0 62 121 -48 0 52 0 70 121 51 0 90 121 71 0 103 0 123 121 -190 121 254 121 560 0 1183 391 28 MP stroke -gs 1132 340 2939 1797 MR c np +128 121 120 0 122 121 107 121 99 0 97 121 94 0 87 121 +72 121 55 0 84 121 54 0 64 0 60 121 61 0 61 121 +45 0 62 121 48 0 52 0 70 121 51 0 90 121 71 0 +103 0 123 121 190 121 254 121 560 0 1183 391 30 MP stroke +gs 1132 340 3187 1918 MR c np 0 j -29 50 -29 -50 58 0 1154 408 4 MP DP @@ -854,13 +868,17 @@ DP DP -29 50 -29 -50 58 0 3990 2102 4 MP DP +-29 50 -29 -50 58 0 4110 2102 4 MP +DP +-29 50 -29 -50 58 0 4238 2223 4 MP +DP gr -122 121 107 121 99 121 97 121 94 121 87 121 72 0 55 121 -84 121 54 121 64 121 60 0 61 121 61 121 45 121 62 0 -48 121 52 0 70 121 51 121 90 0 71 121 103 121 123 121 -190 0 254 121 560 0 1183 391 28 MP stroke -gs 1132 340 2939 2523 MR c np +128 121 120 121 122 121 107 121 99 121 97 121 94 121 87 121 +72 0 55 121 84 121 54 121 64 121 60 0 61 121 61 121 +45 121 62 0 48 121 52 0 70 121 51 121 90 0 71 121 +103 121 123 121 190 0 254 121 560 0 1183 391 30 MP stroke +gs 1132 340 3187 2765 MR c np 1158 391 mt 1208 391 L 1183 366 mt 1183 416 L 1718 391 mt 1768 391 L @@ -917,15 +935,19 @@ gs 1132 340 2939 2523 MR c np 3897 2665 mt 3897 2715 L 3994 2811 mt 4044 2811 L 4019 2786 mt 4019 2836 L +4114 2932 mt 4164 2932 L +4139 2907 mt 4139 2957 L +4242 3053 mt 4292 3053 L +4267 3028 mt 4267 3078 L gr /c10 { 0.600000 0.000000 0.600000 sr} bdef c10 -122 121 107 121 99 121 97 121 94 121 87 121 72 0 55 121 -84 121 54 121 64 121 60 0 61 121 61 121 45 121 62 0 -48 121 52 0 70 121 51 121 90 0 71 121 103 0 123 121 -190 121 254 121 560 0 1183 391 28 MP stroke -gs 1132 340 2939 2523 MR c np +128 121 120 121 122 121 107 121 99 121 97 121 94 121 87 121 +72 0 55 121 84 121 54 121 64 121 60 0 61 121 61 121 +45 121 62 0 48 121 52 0 70 121 51 121 90 0 71 121 +103 0 123 121 190 121 254 121 560 0 1183 391 30 MP stroke +gs 1132 340 3187 2765 MR c np 0 j -14 -11 5 -17 -15 10 -14 -10 5 17 -14 11 18 0 5 17 6 -17 18 0 1159 383 11 MP @@ -1011,13 +1033,19 @@ DP -14 -11 5 -17 -15 10 -14 -10 5 17 -14 11 18 0 5 17 6 -17 18 0 3995 2803 11 MP DP +-14 -11 5 -17 -15 10 -14 -10 5 17 -14 11 18 0 5 17 +6 -17 18 0 4115 2924 11 MP +DP +-14 -11 5 -17 -15 10 -14 -10 5 17 -14 11 18 0 5 17 +6 -17 18 0 4243 3045 11 MP +DP gr -122 121 107 121 99 0 97 121 94 0 87 121 72 121 55 0 -84 121 54 0 64 0 60 121 61 0 61 121 45 0 62 121 -48 0 52 0 70 121 51 0 90 121 71 0 103 0 123 121 -190 121 254 121 560 0 1183 391 28 MP stroke -gs 1132 340 2939 1797 MR c np +128 121 120 0 122 121 107 121 99 0 97 121 94 0 87 121 +72 121 55 0 84 121 54 0 64 0 60 121 61 0 61 121 +45 0 62 121 48 0 52 0 70 121 51 0 90 121 71 0 +103 0 123 121 190 121 254 121 560 0 1183 391 30 MP stroke +gs 1132 340 3187 1918 MR c np 0 j 0 -40 -40 0 0 40 40 0 1163 371 5 MP DP @@ -1075,13 +1103,17 @@ DP DP 0 -40 -40 0 0 40 40 0 3999 2065 5 MP DP +0 -40 -40 0 0 40 40 0 4119 2065 5 MP +DP +0 -40 -40 0 0 40 40 0 4247 2186 5 MP +DP gr -122 121 107 121 99 121 97 121 94 121 87 121 72 0 55 121 -84 121 54 121 64 121 60 0 61 121 61 121 45 121 62 0 -48 121 52 0 70 121 51 121 90 0 71 121 103 121 123 121 -190 0 254 121 560 0 1183 391 28 MP stroke -gs 1132 340 2939 2523 MR c np +128 121 120 121 122 121 107 121 99 121 97 121 94 121 87 121 +72 0 55 121 84 121 54 121 64 121 60 0 61 121 61 121 +45 121 62 0 48 121 52 0 70 121 51 121 90 0 71 121 +103 121 123 121 190 0 254 121 560 0 1183 391 30 MP stroke +gs 1132 340 3187 2765 MR c np 0 j 25 33 -25 33 -25 -33 25 -33 1183 424 5 MP DP @@ -1139,15 +1171,19 @@ DP DP 25 33 -25 33 -25 -33 25 -33 4019 2844 5 MP DP +25 33 -25 33 -25 -33 25 -33 4139 2965 5 MP +DP +25 33 -25 33 -25 -33 25 -33 4267 3086 5 MP +DP gr /c11 { 0.000000 0.000000 0.900000 sr} bdef c11 -122 121 107 121 99 121 97 121 94 121 87 121 72 0 55 121 -84 121 54 121 64 121 60 0 61 121 61 121 45 121 62 0 -48 121 52 0 70 121 51 121 90 0 71 121 103 0 123 121 -190 121 254 121 560 0 1183 391 28 MP stroke -gs 1132 340 2939 2523 MR c np +128 121 120 121 122 121 107 121 99 121 97 121 94 121 87 121 +72 0 55 121 84 121 54 121 64 121 60 0 61 121 61 121 +45 121 62 0 48 121 52 0 70 121 51 121 90 0 71 121 +103 0 123 121 190 121 254 121 560 0 1183 391 30 MP stroke +gs 1132 340 3187 2765 MR c np 25 25 1183 391 FO 25 25 1743 391 FO 25 25 1997 512 FO @@ -1176,13 +1212,15 @@ gs 1132 340 2939 2523 MR c np 25 25 3790 2569 FO 25 25 3897 2690 FO 25 25 4019 2811 FO + 25 25 4139 2932 FO + 25 25 4267 3053 FO gr -122 121 107 121 99 0 97 121 94 0 87 121 72 121 55 0 -84 121 54 0 64 0 60 121 61 0 61 121 45 0 62 121 -48 0 52 0 70 121 51 0 90 121 71 0 103 0 123 121 -190 121 254 121 560 0 1183 391 28 MP stroke -gs 1132 340 2939 1797 MR c np +128 121 120 0 122 121 107 121 99 0 97 121 94 0 87 121 +72 121 55 0 84 121 54 0 64 0 60 121 61 0 61 121 +45 0 62 121 48 0 52 0 70 121 51 0 90 121 71 0 +103 0 123 121 190 121 254 121 560 0 1183 391 30 MP stroke +gs 1132 340 3187 1918 MR c np 0 j 29 50 -58 0 29 -50 1183 424 4 MP DP @@ -1240,13 +1278,17 @@ DP DP 29 50 -58 0 29 -50 4019 2118 4 MP DP +29 50 -58 0 29 -50 4139 2118 4 MP +DP +29 50 -58 0 29 -50 4267 2239 4 MP +DP gr -122 121 107 121 99 121 97 121 94 121 87 121 72 0 55 121 -84 121 54 121 64 121 60 0 61 121 61 121 45 121 62 0 -48 121 52 0 70 121 51 121 90 0 71 121 103 121 123 121 -190 0 254 121 560 0 1183 391 28 MP stroke -gs 1132 340 2939 2523 MR c np +128 121 120 121 122 121 107 121 99 121 97 121 94 121 87 121 +72 0 55 121 84 121 54 121 64 121 60 0 61 121 61 121 +45 121 62 0 48 121 52 0 70 121 51 121 90 0 71 121 +103 121 123 121 190 0 254 121 560 0 1183 391 30 MP stroke +gs 1132 340 3187 2765 MR c np 1166 374 mt 1200 408 L 1200 374 mt 1166 408 L 1726 374 mt 1760 408 L @@ -1303,6 +1345,10 @@ gs 1132 340 2939 2523 MR c np 3914 2673 mt 3880 2707 L 4002 2794 mt 4036 2828 L 4036 2794 mt 4002 2828 L +4122 2915 mt 4156 2949 L +4156 2915 mt 4122 2949 L +4250 3036 mt 4284 3070 L +4284 3036 mt 4250 3070 L gr gr diff --git a/doc/fig/2222t05n05_2DQuad_time.eps b/doc/fig/2222t05n05_2DQuad_time.eps index ede9bbe..461fedc 100644 --- a/doc/fig/2222t05n05_2DQuad_time.eps +++ b/doc/fig/2222t05n05_2DQuad_time.eps @@ -1,7 +1,7 @@ %!PS-Adobe-2.0 EPSF-1.2 -%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-19-generic #30-Ubuntu SMP Wed May 1 16:35:23 UTC 2013 x86_64. +%%Creator: MATLAB, The MathWorks, Inc. Version 8.1.0.604 (R2013a). Operating System: Linux 3.8.0-21-generic #32-Ubuntu SMP Tue May 14 22:16:46 UTC 2013 x86_64. %%Title: ../doc/fig/2222t05n05_2DQuad_time.eps -%%CreationDate: 05/14/2013 13:03:34 +%%CreationDate: 05/21/2013 12:13:08 %%DocumentNeededFonts: Helvetica %%DocumentProcessColors: Cyan Magenta Yellow Black %%Extensions: CMYK @@ -563,235 +563,249 @@ SO gs 624 270 3721 2936 MR c np /c8 { 0.000000 0.300000 0.300000 sr} bdef c8 -122 -135 107 -108 99 -105 97 -103 94 -90 87 -85 72 -104 55 -22 -84 -73 54 -51 64 -73 60 -53 61 -87 61 -36 45 -35 62 -63 -48 -30 52 -46 70 -51 51 -40 90 -90 71 -53 103 -73 123 27 -190 -222 254 -88 560 158 1183 2831 28 MP stroke -gs 1132 1049 2939 1992 MR c np - 25 25 1183 2831 FO - 25 25 1743 2989 FO - 25 25 1997 2901 FO - 25 25 2187 2679 FO - 25 25 2310 2706 FO - 25 25 2413 2633 FO - 25 25 2484 2580 FO - 25 25 2574 2490 FO - 25 25 2625 2450 FO - 25 25 2695 2399 FO +128 -150 120 -143 122 -127 107 -116 99 -103 97 -96 94 -87 87 -89 +72 -72 55 -51 84 -83 54 -59 64 -54 60 -53 61 -60 61 -54 +45 -44 62 -57 48 -40 52 -39 70 -30 51 -83 90 -67 71 -56 +103 -66 123 -60 190 -152 254 -81 560 -57 1183 3044 30 MP stroke +gs 1132 764 3187 2332 MR c np + 25 25 1183 3044 FO + 25 25 1743 2987 FO + 25 25 1997 2906 FO + 25 25 2187 2754 FO + 25 25 2310 2694 FO + 25 25 2413 2628 FO + 25 25 2484 2572 FO + 25 25 2574 2505 FO + 25 25 2625 2422 FO + 25 25 2695 2392 FO 25 25 2747 2353 FO - 25 25 2795 2323 FO - 25 25 2857 2260 FO - 25 25 2902 2225 FO - 25 25 2963 2189 FO - 25 25 3024 2102 FO - 25 25 3084 2049 FO - 25 25 3148 1976 FO - 25 25 3202 1925 FO - 25 25 3286 1852 FO - 25 25 3341 1830 FO + 25 25 2795 2313 FO + 25 25 2857 2256 FO + 25 25 2902 2212 FO + 25 25 2963 2158 FO + 25 25 3024 2098 FO + 25 25 3084 2045 FO + 25 25 3148 1991 FO + 25 25 3202 1932 FO + 25 25 3286 1849 FO + 25 25 3341 1798 FO 25 25 3413 1726 FO - 25 25 3500 1641 FO - 25 25 3594 1551 FO - 25 25 3691 1448 FO - 25 25 3790 1343 FO + 25 25 3500 1637 FO + 25 25 3594 1550 FO + 25 25 3691 1454 FO + 25 25 3790 1351 FO 25 25 3897 1235 FO - 25 25 4019 1100 FO + 25 25 4019 1108 FO + 25 25 4139 965 FO + 25 25 4267 815 FO gr /c9 { 0.000000 0.600000 0.600000 sr} bdef c9 -122 -141 107 -115 99 -99 97 -101 94 -84 87 -94 72 -63 55 -44 -84 -88 54 -49 64 -51 60 -51 61 -56 61 -61 45 -33 62 -49 -48 -38 52 -24 70 -22 51 -81 90 -67 71 -60 103 -21 123 -49 -190 -119 254 -148 560 -38 1183 2963 28 MP stroke -gs 1132 1066 2939 1949 MR c np +128 -143 120 -153 122 -143 107 -115 99 -96 97 -97 94 -90 87 -84 +72 -72 55 -47 84 -83 54 -45 64 -71 60 -33 61 -61 61 -56 +45 -28 62 -57 48 -6 52 -28 70 -116 51 -48 90 -25 71 3 +103 -152 123 -65 190 52 254 -303 560 -80 1183 3066 30 MP stroke +gs 1132 773 3187 2345 MR c np 0 j -29 50 -58 0 29 -50 1183 2996 4 MP +29 50 -58 0 29 -50 1183 3099 4 MP DP -29 50 -58 0 29 -50 1743 2958 4 MP +29 50 -58 0 29 -50 1743 3019 4 MP DP -29 50 -58 0 29 -50 1997 2810 4 MP +29 50 -58 0 29 -50 1997 2716 4 MP DP -29 50 -58 0 29 -50 2187 2691 4 MP +29 50 -58 0 29 -50 2187 2768 4 MP DP -29 50 -58 0 29 -50 2310 2642 4 MP +29 50 -58 0 29 -50 2310 2703 4 MP DP -29 50 -58 0 29 -50 2413 2621 4 MP +29 50 -58 0 29 -50 2413 2551 4 MP DP -29 50 -58 0 29 -50 2484 2561 4 MP +29 50 -58 0 29 -50 2484 2554 4 MP DP -29 50 -58 0 29 -50 2574 2494 4 MP +29 50 -58 0 29 -50 2574 2529 4 MP DP -29 50 -58 0 29 -50 2625 2413 4 MP +29 50 -58 0 29 -50 2625 2481 4 MP DP -29 50 -58 0 29 -50 2695 2391 4 MP +29 50 -58 0 29 -50 2695 2365 4 MP DP -29 50 -58 0 29 -50 2747 2367 4 MP +29 50 -58 0 29 -50 2747 2337 4 MP DP -29 50 -58 0 29 -50 2795 2329 4 MP +29 50 -58 0 29 -50 2795 2331 4 MP DP -29 50 -58 0 29 -50 2857 2280 4 MP +29 50 -58 0 29 -50 2857 2274 4 MP DP -29 50 -58 0 29 -50 2902 2247 4 MP +29 50 -58 0 29 -50 2902 2246 4 MP DP -29 50 -58 0 29 -50 2963 2186 4 MP +29 50 -58 0 29 -50 2963 2190 4 MP DP -29 50 -58 0 29 -50 3024 2130 4 MP +29 50 -58 0 29 -50 3024 2129 4 MP DP -29 50 -58 0 29 -50 3084 2079 4 MP +29 50 -58 0 29 -50 3084 2096 4 MP DP -29 50 -58 0 29 -50 3148 2028 4 MP +29 50 -58 0 29 -50 3148 2025 4 MP DP -29 50 -58 0 29 -50 3202 1979 4 MP +29 50 -58 0 29 -50 3202 1980 4 MP DP -29 50 -58 0 29 -50 3286 1891 4 MP +29 50 -58 0 29 -50 3286 1897 4 MP DP -29 50 -58 0 29 -50 3341 1847 4 MP +29 50 -58 0 29 -50 3341 1850 4 MP DP -29 50 -58 0 29 -50 3413 1784 4 MP +29 50 -58 0 29 -50 3413 1778 4 MP DP -29 50 -58 0 29 -50 3500 1690 4 MP +29 50 -58 0 29 -50 3500 1694 4 MP DP -29 50 -58 0 29 -50 3594 1606 4 MP +29 50 -58 0 29 -50 3594 1604 4 MP DP -29 50 -58 0 29 -50 3691 1505 4 MP +29 50 -58 0 29 -50 3691 1507 4 MP DP -29 50 -58 0 29 -50 3790 1406 4 MP +29 50 -58 0 29 -50 3790 1411 4 MP DP -29 50 -58 0 29 -50 3897 1291 4 MP +29 50 -58 0 29 -50 3897 1296 4 MP DP -29 50 -58 0 29 -50 4019 1150 4 MP +29 50 -58 0 29 -50 4019 1153 4 MP +DP +29 50 -58 0 29 -50 4139 1000 4 MP +DP +29 50 -58 0 29 -50 4267 857 4 MP DP gr /c10 { 0.600000 0.000000 0.600000 sr} bdef c10 -122 -107 107 -92 99 -89 97 -95 94 -59 87 -94 72 -71 55 -13 -84 -102 54 -33 64 -46 60 -54 61 -57 61 -51 45 -24 62 -69 -48 -45 52 -24 70 -80 51 6 90 -97 71 -5 103 -107 123 -125 -190 -76 254 -256 560 -138 1183 3069 28 MP stroke -gs 1132 1015 2939 2106 MR c np -1166 3052 mt 1200 3086 L -1200 3052 mt 1166 3086 L -1726 2914 mt 1760 2948 L -1760 2914 mt 1726 2948 L -1980 2658 mt 2014 2692 L -2014 2658 mt 1980 2692 L -2170 2582 mt 2204 2616 L -2204 2582 mt 2170 2616 L -2293 2457 mt 2327 2491 L -2327 2457 mt 2293 2491 L -2396 2350 mt 2430 2384 L -2430 2350 mt 2396 2384 L -2467 2345 mt 2501 2379 L -2501 2345 mt 2467 2379 L -2557 2248 mt 2591 2282 L -2591 2248 mt 2557 2282 L -2608 2254 mt 2642 2288 L -2642 2254 mt 2608 2288 L -2678 2174 mt 2712 2208 L -2712 2174 mt 2678 2208 L -2730 2150 mt 2764 2184 L -2764 2150 mt 2730 2184 L -2778 2105 mt 2812 2139 L -2812 2105 mt 2778 2139 L -2840 2036 mt 2874 2070 L -2874 2036 mt 2840 2070 L -2885 2012 mt 2919 2046 L -2919 2012 mt 2885 2046 L -2946 1961 mt 2980 1995 L -2980 1961 mt 2946 1995 L -3007 1904 mt 3041 1938 L -3041 1904 mt 3007 1938 L -3067 1850 mt 3101 1884 L -3101 1850 mt 3067 1884 L -3131 1804 mt 3165 1838 L -3165 1804 mt 3131 1838 L -3185 1771 mt 3219 1805 L -3219 1771 mt 3185 1805 L -3269 1669 mt 3303 1703 L -3303 1669 mt 3269 1703 L -3324 1656 mt 3358 1690 L -3358 1656 mt 3324 1690 L -3396 1585 mt 3430 1619 L -3430 1585 mt 3396 1619 L -3483 1491 mt 3517 1525 L -3517 1491 mt 3483 1525 L -3577 1432 mt 3611 1466 L -3611 1432 mt 3577 1466 L -3674 1337 mt 3708 1371 L -3708 1337 mt 3674 1371 L -3773 1248 mt 3807 1282 L -3807 1248 mt 3773 1282 L -3880 1156 mt 3914 1190 L -3914 1156 mt 3880 1190 L -4002 1049 mt 4036 1083 L -4036 1049 mt 4002 1083 L +128 -115 120 -110 122 -114 107 -87 99 -96 97 -81 94 -81 87 -76 +72 -65 55 -55 84 -50 54 -61 64 -42 60 -68 61 -62 61 -32 +45 -30 62 -57 48 -46 52 -47 70 -44 51 -42 90 -44 71 -87 +103 -33 123 -152 190 -48 254 -273 560 -129 1183 3063 30 MP stroke +gs 1132 785 3187 2330 MR c np +1166 3046 mt 1200 3080 L +1200 3046 mt 1166 3080 L +1726 2917 mt 1760 2951 L +1760 2917 mt 1726 2951 L +1980 2644 mt 2014 2678 L +2014 2644 mt 1980 2678 L +2170 2596 mt 2204 2630 L +2204 2596 mt 2170 2630 L +2293 2444 mt 2327 2478 L +2327 2444 mt 2293 2478 L +2396 2411 mt 2430 2445 L +2430 2411 mt 2396 2445 L +2467 2324 mt 2501 2358 L +2501 2324 mt 2467 2358 L +2557 2280 mt 2591 2314 L +2591 2280 mt 2557 2314 L +2608 2238 mt 2642 2272 L +2642 2238 mt 2608 2272 L +2678 2194 mt 2712 2228 L +2712 2194 mt 2678 2228 L +2730 2147 mt 2764 2181 L +2764 2147 mt 2730 2181 L +2778 2101 mt 2812 2135 L +2812 2101 mt 2778 2135 L +2840 2044 mt 2874 2078 L +2874 2044 mt 2840 2078 L +2885 2014 mt 2919 2048 L +2919 2014 mt 2885 2048 L +2946 1982 mt 2980 2016 L +2980 1982 mt 2946 2016 L +3007 1920 mt 3041 1954 L +3041 1920 mt 3007 1954 L +3067 1852 mt 3101 1886 L +3101 1852 mt 3067 1886 L +3131 1810 mt 3165 1844 L +3165 1810 mt 3131 1844 L +3185 1749 mt 3219 1783 L +3219 1749 mt 3185 1783 L +3269 1699 mt 3303 1733 L +3303 1699 mt 3269 1733 L +3324 1644 mt 3358 1678 L +3358 1644 mt 3324 1678 L +3396 1579 mt 3430 1613 L +3430 1579 mt 3396 1613 L +3483 1503 mt 3517 1537 L +3517 1503 mt 3483 1537 L +3577 1422 mt 3611 1456 L +3611 1422 mt 3577 1456 L +3674 1341 mt 3708 1375 L +3708 1341 mt 3674 1375 L +3773 1245 mt 3807 1279 L +3807 1245 mt 3773 1279 L +3880 1158 mt 3914 1192 L +3914 1158 mt 3880 1192 L +4002 1044 mt 4036 1078 L +4036 1044 mt 4002 1078 L +4122 934 mt 4156 968 L +4156 934 mt 4122 968 L +4250 819 mt 4284 853 L +4284 819 mt 4250 853 L gr /c11 { 0.000000 0.000000 0.900000 sr} bdef c11 -122 -107 107 -101 99 -91 97 -82 94 -91 87 -75 72 -72 55 -39 -84 -89 54 -24 64 -59 60 -63 61 -44 61 -49 45 -42 62 -53 -48 -41 52 -51 70 -65 51 -77 90 -58 71 -45 103 -97 123 -91 -190 -220 254 -217 560 -313 1183 2959 28 MP stroke -gs 1132 552 2939 2459 MR c np +128 -116 120 -111 122 -110 107 -96 99 -91 97 -85 94 -79 87 -84 +72 -65 55 -45 84 -85 54 -51 64 -59 60 -27 61 -58 61 -57 +45 -49 62 -56 48 -44 52 -46 70 -52 51 -49 90 -81 71 -53 +103 -84 123 -96 190 -220 254 -255 560 -380 1183 3061 30 MP stroke +gs 1132 326 3187 2787 MR c np +16 W +1183 3061 PD +16 W +1743 2681 PD 16 W -1183 2959 PD +1997 2426 PD 16 W -1743 2646 PD +2187 2206 PD 16 W -1997 2429 PD +2310 2110 PD 16 W -2187 2209 PD +2413 2026 PD 16 W -2310 2118 PD +2484 1973 PD 16 W -2413 2021 PD +2574 1892 PD 16 W -2484 1976 PD +2625 1843 PD 16 W -2574 1918 PD +2695 1791 PD 16 W -2625 1841 PD +2747 1745 PD 16 W -2695 1776 PD +2795 1701 PD 16 W -2747 1725 PD +2857 1645 PD 16 W -2795 1684 PD +2902 1596 PD 16 W -2857 1631 PD +2963 1539 PD 16 W -2902 1589 PD +3024 1481 PD 16 W -2963 1540 PD +3084 1454 PD 16 W -3024 1496 PD +3148 1395 PD 16 W -3084 1433 PD +3202 1344 PD 16 W -3148 1374 PD +3286 1259 PD 16 W -3202 1350 PD +3341 1214 PD 16 W -3286 1261 PD +3413 1149 PD 16 W -3341 1222 PD +3500 1065 PD 16 W -3413 1150 PD +3594 986 PD 16 W -3500 1075 PD +3691 901 PD 16 W -3594 984 PD +3790 810 PD 16 W -3691 902 PD +3897 714 PD 16 W -3790 811 PD +4019 604 PD 16 W -3897 710 PD +4139 493 PD 16 W -4019 603 PD +4267 377 PD gr gr diff --git a/src/compute.m b/src/compute.m index 6be002e..9ba527a 100644 --- a/src/compute.m +++ b/src/compute.m @@ -174,9 +174,6 @@ for j = 1:times '% absolute Zeit ' t2str(build_time - start_time)]); end_time = build_time - start_time; - save ([ 'tmu_' int2str(size(data,1)) '_' int2str(typ(i))]... - , 'tmu') - dataS = [dataS ... typ(i) ... berechnet mit Typ sqrt(sum(tmu))... tilde mu diff --git a/src/export_exmpl.m b/src/export_exmpl.m index 5f4d0df..f6b3002 100644 --- a/src/export_exmpl.m +++ b/src/export_exmpl.m @@ -166,12 +166,12 @@ A_plots({'meshSave/1t1n0_2DQuad_6',... %% Semianalytisch A_plots({'meshSave/132t05n05_2DQuad_30'},'../doc/fig/132t05n05_2DQuad') -A_plots({'meshSave/132t05n05_3DFichCube_22'},'../doc/fig/132t05n05_3DFichCube') +A_plots({'meshSave/142t05n05_3DFichCube_22'},'../doc/fig/132t05n05_3DFichCube') A_plots({'meshSave/1432t05n05_3DFichCube_21'},'../doc/fig/1432t05n05_3DFichCube') A_plots({'meshSave/1432t05n05_2DQuad_29'},'../doc/fig/1432t05n05_2DQuad') -% A_plots({'meshSave/2222t05n05_2DQuad_28'},'../doc/fig/2222t05n05_2DQuad') +% A_plots({'meshSave/2222t05n05_2DQuad_30'},'../doc/fig/2222t05n05_2DQuad') close all \ No newline at end of file diff --git a/src/test_sol.m b/src/test_sol.m index aa4d8e2..ec12dd8 100644 --- a/src/test_sol.m +++ b/src/test_sol.m @@ -43,12 +43,16 @@ tic %% Tests für export_example -compute('exmpl_2DQuad', 10^4, {[2 2 2]}, [1], 1, 0, 0); -compute('exmpl_2DQuad', 10^4, {[2 2 2]}, [1], .5, 0, 0); -compute('exmpl_2DQuad', 29, {[2 2 2]}, [1], .5, .5, 0); +% compute('exmpl_2DQuad', 10^4, {[2 2 2]}, [1], 1, 0, 0); +% compute('exmpl_2DQuad', 10^4, {[2 2 2]}, [1], .5, 0, 0); +% compute('exmpl_2DQuad', 29, {[2 2 2]}, [1], .5, .5, 0); -compute('exmpl_2DQuad', 10^4, {[2 2 2] [2 2 2] [2 2 2]}, [1 3 2], .5, .5, 0); +compute('exmpl_3DFichCube', 1000, {[2 2 2]}, [1], .5, .5, 0); +compute('exmpl_3DCube', 1000, {[2 2 2]}, [1], .5, .5, 0); +compute('exmpl_2DLShape', 1000, {[2 2 2]}, [1], .5, .5, 0); -compute('exmpl_3DFichCube', 10^4, {[2 2 2] [2 2 2] [2 2 2]}, [1 4 2], .5, .5, 0); +compute('exmpl_2DQuad', 10^4, {[2 2 2] [2 2 2] [2 2 2]}, [1 4 2], .5, .5, 0); -compute('exmpl_2DQuad', 10^4, {[0 2 2] [1 2 2] [2 2 2] [3 2 2]}, [2 2 2 2], .5, .5, 0); +% compute('exmpl_3DFichCube', 10^4, {[2 2 2] [2 2 2] [2 2 2]}, [1 4 2], .5, .5, 0); + +% compute('exmpl_2DQuad', 10^4, {[0 2 2] [1 2 2] [2 2 2] [3 2 2]}, [2 2 2 2], .5, .5, 0); -- 2.47.3