Changeset 307 in ETALON for reconstruction
- Timestamp:
- Dec 4, 2015, 12:44:09 AM (9 years ago)
- Location:
- reconstruction/long_paper3
- Files:
-
- 2 deleted
- 3 edited
- 37 moved
Legend:
- Unmodified
- Added
- Removed
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reconstruction/long_paper3/phase_reconstruction_paper.log
r306 r307 1 This is pdfTeX, Version 3.1415926-2.5-1.40.14 (TeX Live 2013) (format=pdflatex 2014.5.30) 3 DEC 2015 23:401 This is pdfTeX, Version 3.1415926-2.5-1.40.14 (TeX Live 2013) (format=pdflatex 2014.5.30) 4 DEC 2015 00:36 2 2 entering extended mode 3 3 restricted \write18 enabled. … … 1347 1347 [] 1348 1348 1349 Package epstopdf Info: Source file: <plots /1.eps>1349 Package epstopdf Info: Source file: <plots_1.eps> 1350 1350 (epstopdf) date: 2015-09-23 15:24:41 1351 1351 (epstopdf) size: 16360 bytes 1352 (epstopdf) Output file: <plots/1-eps-converted-to.pdf> 1353 (epstopdf) date: 2015-09-23 15:24:56 1354 (epstopdf) size: 10887 bytes 1355 (epstopdf) Command: <repstopdf --outfile=plots/1-eps-converted-to.p 1356 df plots/1.eps> 1352 (epstopdf) Output file: <plots_1-eps-converted-to.pdf> 1353 (epstopdf) Command: <repstopdf --outfile=plots_1-eps-converted-to.p 1354 df plots_1.eps> 1357 1355 (epstopdf) \includegraphics on input line 144. 1358 Package epstopdf Info: Output file is 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1695 <use plots/91-eps-converted-to.pdf> 1696 Package pdftex.def Info: plots/91-eps-converted-to.pdf used on input line 350. 1737 runsystem(repstopdf --outfile=plots_91-eps-converted-to.pdf plots_91.eps)...exe 1738 cuted safely (allowed). 1739 1740 Package epstopdf Info: Result file: <plots_91-eps-converted-to.pdf> 1741 (epstopdf) date: 2015-12-04 00:36:29 1742 (epstopdf) size: 15423 bytes. 1743 1744 <plots_91-eps-converted-to.pdf, id=192, 485.815pt x 316.18124pt> 1745 File: plots_91-eps-converted-to.pdf Graphic file (type pdf) 1746 1747 <use plots_91-eps-converted-to.pdf> 1748 Package pdftex.def Info: plots_91-eps-converted-to.pdf used on input line 350. 1697 1749 (pdftex.def) Requested size: 184.9429pt x 120.3624pt. 1698 Package epstopdf Info: Source file: <plots2 /92.eps>1750 Package epstopdf Info: Source file: <plots2_92.eps> 1699 1751 (epstopdf) date: 2015-10-15 09:59:02 1700 1752 (epstopdf) size: 60153 bytes 1701 (epstopdf) Output file: <plots2/92-eps-converted-to.pdf> 1702 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1950 1951 Package epstopdf Info: Result file: <plot1510_131-eps-converted-to.pdf> 1952 (epstopdf) date: 2015-12-04 00:36:42 1953 (epstopdf) size: 8177 bytes. 1954 1955 <plot1510_131-eps-converted-to.pdf, id=250, 420.57124pt x 316.18124pt> 1956 File: plot1510_131-eps-converted-to.pdf Graphic file (type pdf) 1957 1958 <use plot1510_131-eps-converted-to.pdf> 1959 Package pdftex.def Info: plot1510_131-eps-converted-to.pdf used on input line 4 1878 1960 12. 1879 1961 (pdftex.def) Requested size: 199.16928pt x 149.73413pt. 1880 Package epstopdf Info: Source file: <plot1510 /132.eps>1962 Package epstopdf Info: Source file: <plot1510_132.eps> 1881 1963 (epstopdf) date: 2015-10-15 09:59:02 1882 1964 (epstopdf) size: 12942 bytes 1883 (epstopdf) Output file: <plot1510/132-eps-converted-to.pdf> 1884 (epstopdf) date: 2015-10-15 10:00:32 1885 (epstopdf) size: 8529 bytes 1886 (epstopdf) Command: <repstopdf --outfile=plot1510/132-eps-converted 1887 -to.pdf plot1510/132.eps> 1965 (epstopdf) Output 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reconstruction/long_paper3/phase_reconstruction_paper.tex
r306 r307 142 142 \begin{figure}[htbp] 143 143 \centering 144 \includegraphics*[width=70mm]{plots /1.eps}144 \includegraphics*[width=70mm]{plots_1.eps} 145 145 \caption{Example of profiles giving very different $\chi^2$ despite being relatively similar. \\ 146 146 $\chi^2_{\mbox{sine noise}}=3.8219\times 10^{-8}, \chi^2_{\mbox{offset}}=7.2661\times 10^{-8}$; For profile with sine noise: FW0.1M=0.0241, FW0.2M=0.044 FWHM=0.0621 FW0.8M=0.1849 FW0.9M=0.3619. As FWXM calculated from top of profile, for all profiles FWXM=0. }% VH quetion 5 … … 154 154 \begin{figure}[htbp] 155 155 \centering 156 \includegraphics*[width=70mm]{plot2210 /21.eps}\\157 \includegraphics*[width=70mm]{plot2210 /22.eps}\\158 \includegraphics*[width=70mm]{plot2210 /23.eps}\\159 \includegraphics*[width=70mm]{plot2210 /24.eps}\\156 \includegraphics*[width=70mm]{plot2210_21.eps}\\ 157 \includegraphics*[width=70mm]{plot2210_22.eps}\\ 158 \includegraphics*[width=70mm]{plot2210_23.eps}\\ 159 \includegraphics*[width=70mm]{plot2210_24.eps}\\ 160 160 \caption{The constraints on the parameters $\sigma_i$ (top) and $\mu_i$ (bottom) due to effect of scaling in terms of the $\chi^2$ and $Delta$FWHM ratio. For each point 1000 simulations were made.}%VH question 8 161 161 \label{sigma_chi2} … … 190 190 \begin{figure}[htbp] 191 191 \centering 192 \includegraphics*[width=70mm]{plot1510 /31.eps} \\193 \includegraphics*[width=70mm]{plot1510 /32.eps}192 \includegraphics*[width=70mm]{plot1510_31.eps} \\ 193 \includegraphics*[width=70mm]{plot1510_32.eps} 194 194 %\includegraphics*[width=70mm]{newFig/lin27e203line203.eps} 195 195 \caption{Comparison of different samplings with $\chi^2$ criterium (top) and $\Delta_{FWHM}$ (bottom).} … … 201 201 \begin{figure}[htbp] 202 202 \centering 203 \includegraphics*[width=70mm]{plots /41.eps} \\204 \includegraphics*[width=70mm]{plots /42.eps}203 \includegraphics*[width=70mm]{plots_41.eps} \\ 204 \includegraphics*[width=70mm]{plots_42.eps} 205 205 %\includegraphics*[width=70mm]{newFig/lin27e203line203.eps} 206 206 \caption{Detector position for linear sampling for a minimal detector distance of $5^o$ (top) and $10^o$ (bottom) .} … … 214 214 \begin{figure}[htbp] 215 215 \centering 216 \includegraphics*[width=90mm]{plots /51.eps} \\217 \includegraphics*[width=90mm]{plots /52.eps}216 \includegraphics*[width=90mm]{plots_51.eps} \\ 217 \includegraphics*[width=90mm]{plots_52.eps} 218 218 \caption{Comparison of different sampling with number of MDD with $\chi^2$ criterium (top) and $\Delta_{FWHM}$ (bottom). Ls is linear sampling with $1^o,5^o,10^0$ MDD and Ts is Triple sine sampling; mx mean the reconstruction use the maximum number of detectors (blue and red dots in figure \ref{lin12}).} 219 219 \label{biglin} … … 228 228 \begin{figure}[htbp] 229 229 \centering 230 \includegraphics*[width=70mm]{plot 2210/61.eps}\\231 \includegraphics*[width=70mm]{plot 2210/62.eps}230 \includegraphics*[width=70mm]{plots_61.eps}\\ 231 \includegraphics*[width=70mm]{plots_62.eps} 232 232 \caption{Effect of the sampling frequencies on the $\chi^2$ (top) and $\Delta_{FWHM}$ (bottom). } 233 233 \label{sampling_chi2} … … 279 279 \begin{figure}[htbp] 280 280 \centering 281 \includegraphics*[width=65mm]{plots /71.eps}\\282 \includegraphics*[width=65mm]{plots /72.eps}\\281 \includegraphics*[width=65mm]{plots_71.eps}\\ 282 \includegraphics*[width=65mm]{plots_72.eps}\\ 283 283 284 284 \caption{Comparison of different LF extrapolation: example of spectrum (top) and profile (bottom) and histogram with mean $\chi^2$ for each method (bottom). Gaussian and Taylorian methods are described in the text. "Real LF spectrum" means that the real LF spectrum is used. For this simulation the Hilbert method of phase recovery and $A\omega^B$ high frequency extrapolation were used.} … … 289 289 \centering 290 290 291 \includegraphics*[width=65mm]{plots /81.eps}292 \includegraphics*[width=65mm]{plots /82.eps}291 \includegraphics*[width=65mm]{plots_81.eps} 292 \includegraphics*[width=65mm]{plots_82.eps} 293 293 \caption{Comparison of different LF extrapolation: histogram with mean $\chi^2$ for each method (top) and $\Delta_{FWHM}$ (bottom). } 294 294 \label{lf2} … … 348 348 \begin{figure}[htbp] 349 349 \centering 350 \includegraphics*[width=65mm]{plots /91.eps}\\351 \includegraphics*[width=65mm]{plots2 /92.eps}\\350 \includegraphics*[width=65mm]{plots_91.eps}\\ 351 \includegraphics*[width=65mm]{plots2_92.eps}\\ 352 352 353 353 \caption{Comparison of different HF extrapolations~: example of spectrum (top) and profile (bottom). For these simulations the Hilbert reconstruction method of phase recovery and Gaussian LF extrapolations were used.} … … 356 356 \begin{figure}[htbp] 357 357 \centering 358 \includegraphics*[width=65mm]{plots /102.eps}\\359 \includegraphics*[width=65mm]{plots /101.eps}\\358 \includegraphics*[width=65mm]{plots_102.eps}\\ 359 \includegraphics*[width=65mm]{plots_101.eps}\\ 360 360 361 361 \caption{Comparison of different HF extrapolation for Gaussian~: histogram with mean $\chi^2$ (top) and $\Delta_{FWHM}$ (bottom).} … … 386 386 \centering 387 387 % \includegraphics*[trim=0 0 275 0 ,clip,width=95mm]{plot1000700.png} 388 \includegraphics*[width=65mm]{plots /11541.eps}\\389 \includegraphics*[width=65mm]{plots /11658.eps}\\390 \includegraphics*[width=65mm]{plots /11914.eps}388 \includegraphics*[width=65mm]{plots_11541.eps}\\ 389 \includegraphics*[width=65mm]{plots_11658.eps}\\ 390 \includegraphics*[width=65mm]{plots_11914.eps} 391 391 \caption{Examples of well reconstructed profile. The original profile is in blue and the profiles reconstructed with the Hilbert transform and the full Kramers-Kronig procedures are in red and black respectively.} 392 392 \label{good_profiles} … … 396 396 \centering 397 397 % \includegraphics*[trim=0 0 275 0 ,clip,width=95mm]{plot1000183.eps} 398 \includegraphics*[width=65mm]{plots /12227.eps}\\399 \includegraphics*[width=65mm]{plots /12231.eps}\\400 \includegraphics*[width=65mm]{plots /12667.eps}\\398 \includegraphics*[width=65mm]{plots_12227.eps}\\ 399 \includegraphics*[width=65mm]{plots_12231.eps}\\ 400 \includegraphics*[width=65mm]{plots_12667.eps}\\ 401 401 \caption{Example of poorly reconstructed profile. The original profile is in blue and the profiles reconstructed with the Hilbert transform and the full Kramers-Kronig procedures are in red and black respectively.} 402 402 \label{bad_profiles} … … 410 410 \begin{figure}[htbp] 411 411 \centering 412 \includegraphics*[width=70mm]{plot1510 /131.eps} \\413 \includegraphics*[width=70mm]{plot1510 /132.eps}412 \includegraphics*[width=70mm]{plot1510_131.eps} \\ 413 \includegraphics*[width=70mm]{plot1510_132.eps} 414 414 \caption{{$\Delta_{FWHM}$ (top) and $\chi^2$ (bottom) distribution of 1000 simulations reconstructed using the Hilbert transform method (black line) and Kramers-Kronig reconstruction method (red line). }}% VH change name of picture and unite with other 415 415 \label{profiles_stats_hilbert} … … 418 418 \begin{figure}[htbp] 419 419 \centering 420 \includegraphics*[width=100mm]{plots /14.eps}420 \includegraphics*[width=100mm]{plots_14.eps} 421 421 \caption{Example of reconstructed profile with zooms on the peak and tails. One can see that the profile reconstructed using the Kramers-Kronig method has a negative component. This will dominate the final $\chi^2$ and explains why the $\chi^2$ obtained by this method is higher as shown in figure~\ref{profiles_stats_hilbert}.}% VH change name of picture and unite with other 422 422 \label{expKK} … … 431 431 \begin{figure}[htbp] 432 432 \centering 433 \includegraphics*[width=70mm]{plot1510 /15.eps}433 \includegraphics*[width=70mm]{plot1510_15.eps} 434 434 \caption{$\Delta_{FWXM}$ for 1000 profiles with both methods.}%VH add picture 435 435 \label{fwxm} … … 438 438 \begin{figure}[htbp] 439 439 \centering 440 \includegraphics*[width=65mm]{plots /161.eps}\\441 \includegraphics*[width=65mm]{plots /162.eps}440 \includegraphics*[width=65mm]{plots_161.eps}\\ 441 \includegraphics*[width=65mm]{plots_162.eps} 442 442 \caption{Original and reconstructed profile and their difference for bad profile (top) and good profile (bottom).} 443 443 \label{mod} … … 450 450 \begin{figure}[htbp] 451 451 \centering 452 \includegraphics*[width=70mm]{plot1510 /171.eps} \\453 \includegraphics*[width=70mm]{plot1510 /172.eps} \\452 \includegraphics*[width=70mm]{plot1510_171.eps} \\ 453 \includegraphics*[width=70mm]{plot1510_172.eps} \\ 454 454 % \includegraphics*[width=75mm]{THPME088f10.eps} 455 455 \caption{Distribution of the $\chi^2$ in the case of a Lorenzian distribution. } … … 468 468 \begin{figure}[htbp] 469 469 \centering 470 \includegraphics*[width=70mm]{plot2210 /181.eps}\\471 \includegraphics*[width=70mm]{plot2210 /182.eps}\\470 \includegraphics*[width=70mm]{plot2210_181.eps}\\ 471 \includegraphics*[width=70mm]{plot2210_182.eps}\\ 472 472 \caption{Mean $\chi^2$ and $\Delta_{FWXM}$ as function of noise amplitude.} 473 473 \label{noise}
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