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	finalized continua
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				| @ -57,6 +57,29 @@ set nend 5000 | ||||
| // "print continuum" redundant with set nFnu in c17 | ||||
| // | ||||
| print continuum | ||||
| // | ||||
| // Jumps Added from Inspection, with mean wavelength as identifier | ||||
| //  Hydrogen Balmer, Paschen, Brackett | ||||
| set nFnu add 3641 angstrom | ||||
| set nFnu add 3653 angstrom | ||||
| set nFnu add 8184 angstrom | ||||
| set nFnu add 8211 angstrom | ||||
| set nFnu add 8239 angstrom | ||||
| set nFnu add 1456 angstrom | ||||
| set nFnu add 1461 angstrom | ||||
| //  Possible Helium lines | ||||
| set nFnu add 2046 angstrom | ||||
| set nFnu add 2059 angstrom | ||||
| set nFnu add 2592 angstrom | ||||
| set nFnu add 2600 angstrom | ||||
| set nFnu add 2609 angstrom | ||||
| set nFnu add 1408 angstrom | ||||
| set nFnu add 1413 angstrom | ||||
| set nFnu add 1521 angstrom | ||||
| set nFnu add 1826 angstrom | ||||
| // | ||||
| // Spread of continuum points | ||||
| // | ||||
| set nFnu add 450 angstrom | ||||
| set nFnu add 650 angstrom | ||||
| set nFnu add 875 angstrom | ||||
|  | ||||
| @ -57,6 +57,29 @@ set nend 5000 | ||||
| // "print continuum" redundant with set nFnu in c17 | ||||
| // | ||||
| print continuum | ||||
| // | ||||
| // Jumps Added from Inspection, with mean wavelength as identifier | ||||
| //  Hydrogen Balmer, Paschen, Brackett | ||||
| set nFnu add 3641 angstrom | ||||
| set nFnu add 3653 angstrom | ||||
| set nFnu add 8184 angstrom | ||||
| set nFnu add 8211 angstrom | ||||
| set nFnu add 8239 angstrom | ||||
| set nFnu add 1456 angstrom | ||||
| set nFnu add 1461 angstrom | ||||
| //  Possible Helium lines | ||||
| set nFnu add 2046 angstrom | ||||
| set nFnu add 2059 angstrom | ||||
| set nFnu add 2592 angstrom | ||||
| set nFnu add 2600 angstrom | ||||
| set nFnu add 2609 angstrom | ||||
| set nFnu add 1408 angstrom | ||||
| set nFnu add 1413 angstrom | ||||
| set nFnu add 1521 angstrom | ||||
| set nFnu add 1826 angstrom | ||||
| // | ||||
| // Spread of continuum points | ||||
| // | ||||
| set nFnu add 450 angstrom | ||||
| set nFnu add 650 angstrom | ||||
| set nFnu add 875 angstrom | ||||
|  | ||||
							
								
								
									
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							| @ -232,85 +232,85 @@ | ||||
| 3.70017e-04	1.93314e+10 | ||||
| 3.82902e-04	2.16178e+10 | ||||
| 3.96236e-04	2.41672e+10 | ||||
| 4.10034e-04	2.70825e+10 | ||||
| 4.24312e-04	3.05524e+10 | ||||
| 4.39088e-04	3.46260e+10 | ||||
| 4.54379e-04	3.93516e+10 | ||||
| 4.70202e-04	4.47809e+10 | ||||
| 4.86575e-04	5.09684e+10 | ||||
| 5.03519e-04	5.79716e+10 | ||||
| 5.21053e-04	6.58515e+10 | ||||
| 5.39198e-04	7.46722e+10 | ||||
| 5.57975e-04	8.45014e+10 | ||||
| 5.77405e-04	9.54101e+10 | ||||
| 5.97512e-04	1.07473e+11 | ||||
| 6.18319e-04	1.20769e+11 | ||||
| 6.39851e-04	1.35378e+11 | ||||
| 6.62133e-04	1.51388e+11 | ||||
| 6.85190e-04	1.68886e+11 | ||||
| 7.09050e-04	1.87966e+11 | ||||
| 7.33742e-04	2.08722e+11 | ||||
| 7.59293e-04	2.31254e+11 | ||||
| 7.85734e-04	2.55665e+11 | ||||
| 8.13095e-04	2.82057e+11 | ||||
| 8.41410e-04	3.10540e+11 | ||||
| 8.70710e-04	3.41220e+11 | ||||
| 9.01031e-04	3.74208e+11 | ||||
| 9.32408e-04	4.09615e+11 | ||||
| 9.64877e-04	4.47551e+11 | ||||
| 9.98477e-04	4.88124e+11 | ||||
| 1.03325e-03	5.31442e+11 | ||||
| 1.06923e-03	5.77608e+11 | ||||
| 1.10646e-03	6.26718e+11 | ||||
| 1.14499e-03	6.78864e+11 | ||||
| 1.18486e-03	7.34127e+11 | ||||
| 1.22612e-03	7.92575e+11 | ||||
| 1.26882e-03	8.54265e+11 | ||||
| 1.31301e-03	9.19234e+11 | ||||
| 1.35873e-03	9.87525e+11 | ||||
| 1.40604e-03	1.05922e+12 | ||||
| 1.45501e-03	1.13438e+12 | ||||
| 1.50567e-03	1.21306e+12 | ||||
| 1.55811e-03	1.29530e+12 | ||||
| 1.61236e-03	1.38112e+12 | ||||
| 1.66851e-03	1.47051e+12 | ||||
| 1.72661e-03	1.56344e+12 | ||||
| 1.78674e-03	1.65982e+12 | ||||
| 1.84896e-03	1.75955e+12 | ||||
| 1.91335e-03	1.86246e+12 | ||||
| 1.97998e-03	1.96835e+12 | ||||
| 2.04892e-03	2.07694e+12 | ||||
| 2.12027e-03	2.18811e+12 | ||||
| 2.19411e-03	2.30180e+12 | ||||
| 2.27051e-03	2.41795e+12 | ||||
| 2.34958e-03	2.53648e+12 | ||||
| 2.43140e-03	2.65725e+12 | ||||
| 2.51607e-03	2.78016e+12 | ||||
| 2.60369e-03	2.90502e+12 | ||||
| 2.69435e-03	3.03165e+12 | ||||
| 2.78818e-03	3.15981e+12 | ||||
| 2.88527e-03	3.28923e+12 | ||||
| 2.98575e-03	3.41959e+12 | ||||
| 3.08972e-03	3.55052e+12 | ||||
| 3.19731e-03	3.68158e+12 | ||||
| 3.30865e-03	3.81229e+12 | ||||
| 3.42387e-03	3.94208e+12 | ||||
| 3.54310e-03	4.07029e+12 | ||||
| 3.66648e-03	4.19620e+12 | ||||
| 3.79416e-03	4.31896e+12 | ||||
| 3.92628e-03	4.43762e+12 | ||||
| 4.06301e-03	4.55108e+12 | ||||
| 4.20449e-03	4.65778e+12 | ||||
| 4.35091e-03	4.75551e+12 | ||||
| 4.50242e-03	4.84168e+12 | ||||
| 4.65921e-03	4.91333e+12 | ||||
| 4.82146e-03	4.96703e+12 | ||||
| 4.98935e-03	4.99884e+12 | ||||
| 5.16310e-03	5.00535e+12 | ||||
| 5.34289e-03	4.98820e+12 | ||||
| 5.52895e-03	4.95150e+12 | ||||
| 5.72148e-03	4.90054e+12 | ||||
| 5.92072e-03	4.84204e+12 | ||||
| 4.10034e-04	2.70830e+10 | ||||
| 4.24312e-04	3.05547e+10 | ||||
| 4.39088e-04	3.46316e+10 | ||||
| 4.54379e-04	3.93621e+10 | ||||
| 4.70202e-04	4.47979e+10 | ||||
| 4.86575e-04	5.09936e+10 | ||||
| 5.03519e-04	5.80067e+10 | ||||
| 5.21053e-04	6.58983e+10 | ||||
| 5.39198e-04	7.47325e+10 | ||||
| 5.57975e-04	8.45770e+10 | ||||
| 5.77405e-04	9.55028e+10 | ||||
| 5.97512e-04	1.07585e+11 | ||||
| 6.18319e-04	1.20901e+11 | ||||
| 6.39851e-04	1.35533e+11 | ||||
| 6.62133e-04	1.51566e+11 | ||||
| 6.85190e-04	1.69089e+11 | ||||
| 7.09050e-04	1.88194e+11 | ||||
| 7.33742e-04	2.08978e+11 | ||||
| 7.59293e-04	2.31537e+11 | ||||
| 7.85734e-04	2.55974e+11 | ||||
| 8.13095e-04	2.82394e+11 | ||||
| 8.41410e-04	3.10901e+11 | ||||
| 8.70710e-04	3.41605e+11 | ||||
| 9.01031e-04	3.74613e+11 | ||||
| 9.32408e-04	4.10036e+11 | ||||
| 9.64877e-04	4.47983e+11 | ||||
| 9.98477e-04	4.88561e+11 | ||||
| 1.03325e-03	5.31874e+11 | ||||
| 1.06923e-03	5.78025e+11 | ||||
| 1.10646e-03	6.27108e+11 | ||||
| 1.14499e-03	6.79211e+11 | ||||
| 1.18486e-03	7.34413e+11 | ||||
| 1.22612e-03	7.92779e+11 | ||||
| 1.26882e-03	8.54360e+11 | ||||
| 1.31301e-03	9.19190e+11 | ||||
| 1.35873e-03	9.87312e+11 | ||||
| 1.40604e-03	1.05881e+12 | ||||
| 1.45501e-03	1.13376e+12 | ||||
| 1.50567e-03	1.21223e+12 | ||||
| 1.55811e-03	1.29427e+12 | ||||
| 1.61236e-03	1.37991e+12 | ||||
| 1.66851e-03	1.46918e+12 | ||||
| 1.72661e-03	1.56204e+12 | ||||
| 1.78674e-03	1.65847e+12 | ||||
| 1.84896e-03	1.75839e+12 | ||||
| 1.91335e-03	1.86166e+12 | ||||
| 1.97998e-03	1.96813e+12 | ||||
| 2.04892e-03	2.07758e+12 | ||||
| 2.12027e-03	2.18989e+12 | ||||
| 2.19411e-03	2.30501e+12 | ||||
| 2.27051e-03	2.42284e+12 | ||||
| 2.34958e-03	2.54329e+12 | ||||
| 2.43140e-03	2.66619e+12 | ||||
| 2.51607e-03	2.79139e+12 | ||||
| 2.60369e-03	2.91865e+12 | ||||
| 2.69435e-03	3.04772e+12 | ||||
| 2.78818e-03	3.17828e+12 | ||||
| 2.88527e-03	3.30996e+12 | ||||
| 2.98575e-03	3.44231e+12 | ||||
| 3.08972e-03	3.57483e+12 | ||||
| 3.19731e-03	3.70691e+12 | ||||
| 3.30865e-03	3.83786e+12 | ||||
| 3.42387e-03	3.96688e+12 | ||||
| 3.54310e-03	4.09305e+12 | ||||
| 3.66648e-03	4.21532e+12 | ||||
| 3.79416e-03	4.33247e+12 | ||||
| 3.92628e-03	4.44314e+12 | ||||
| 4.06301e-03	4.54575e+12 | ||||
| 4.20449e-03	4.63890e+12 | ||||
| 4.35091e-03	4.72141e+12 | ||||
| 4.50242e-03	4.79204e+12 | ||||
| 4.65921e-03	4.84947e+12 | ||||
| 4.82146e-03	4.89227e+12 | ||||
| 4.98935e-03	4.91891e+12 | ||||
| 5.16310e-03	4.92823e+12 | ||||
| 5.34289e-03	4.92146e+12 | ||||
| 5.52895e-03	4.90114e+12 | ||||
| 5.72148e-03	4.87053e+12 | ||||
| 5.92072e-03	4.83383e+12 | ||||
| 6.12690e-03	4.80147e+12 | ||||
| 6.34026e-03	4.77286e+12 | ||||
| 6.56104e-03	4.74432e+12 | ||||
| @ -595,53 +595,53 @@ | ||||
| 9.21747e+01	6.31282e+12 | ||||
| 9.53845e+01	6.39683e+12 | ||||
| 9.87061e+01	6.48188e+12 | ||||
| 1.02143e+02	6.56772e+12 | ||||
| 1.05700e+02	6.65343e+12 | ||||
| 1.09381e+02	6.73883e+12 | ||||
| 1.13190e+02	6.82375e+12 | ||||
| 1.17132e+02	6.90801e+12 | ||||
| 1.21211e+02	6.99145e+12 | ||||
| 1.25432e+02	7.07388e+12 | ||||
| 1.29799e+02	7.15511e+12 | ||||
| 1.34319e+02	7.23494e+12 | ||||
| 1.38997e+02	7.31319e+12 | ||||
| 1.43837e+02	7.38965e+12 | ||||
| 1.48846e+02	7.46413e+12 | ||||
| 1.54029e+02	7.53643e+12 | ||||
| 1.59393e+02	7.60638e+12 | ||||
| 1.64944e+02	7.67381e+12 | ||||
| 1.70687e+02	7.73854e+12 | ||||
| 1.76631e+02	7.80045e+12 | ||||
| 1.82782e+02	7.85941e+12 | ||||
| 1.89147e+02	7.91536e+12 | ||||
| 1.95734e+02	7.96825e+12 | ||||
| 2.02550e+02	8.01809e+12 | ||||
| 2.09603e+02	8.06460e+12 | ||||
| 2.16902e+02	8.10707e+12 | ||||
| 2.24455e+02	8.14462e+12 | ||||
| 2.32272e+02	8.17628e+12 | ||||
| 2.40360e+02	8.20092e+12 | ||||
| 2.48730e+02	8.21701e+12 | ||||
| 2.57392e+02	8.22182e+12 | ||||
| 2.66355e+02	8.21189e+12 | ||||
| 2.75630e+02	8.18323e+12 | ||||
| 2.85228e+02	8.13116e+12 | ||||
| 2.95161e+02	8.05029e+12 | ||||
| 3.05439e+02	7.93449e+12 | ||||
| 3.16076e+02	7.77955e+12 | ||||
| 3.27082e+02	7.58358e+12 | ||||
| 3.38472e+02	7.34491e+12 | ||||
| 3.50259e+02	7.06205e+12 | ||||
| 3.62456e+02	6.73372e+12 | ||||
| 3.75078e+02	6.35894e+12 | ||||
| 3.88139e+02	5.93705e+12 | ||||
| 4.01656e+02	5.46782e+12 | ||||
| 4.15642e+02	4.95152e+12 | ||||
| 4.30116e+02	4.38903e+12 | ||||
| 4.45094e+02	3.78195e+12 | ||||
| 4.60594e+02	3.13271e+12 | ||||
| 4.76633e+02	2.44474e+12 | ||||
| 4.93231e+02	1.72262e+12 | ||||
| 1.02143e+02	6.56782e+12 | ||||
| 1.05700e+02	6.65406e+12 | ||||
| 1.09381e+02	6.74040e+12 | ||||
| 1.13190e+02	6.82667e+12 | ||||
| 1.17132e+02	6.91268e+12 | ||||
| 1.21211e+02	6.99821e+12 | ||||
| 1.25432e+02	7.08304e+12 | ||||
| 1.29799e+02	7.16691e+12 | ||||
| 1.34319e+02	7.24955e+12 | ||||
| 1.38997e+02	7.33067e+12 | ||||
| 1.43837e+02	7.40995e+12 | ||||
| 1.48846e+02	7.48706e+12 | ||||
| 1.54029e+02	7.56162e+12 | ||||
| 1.59393e+02	7.63324e+12 | ||||
| 1.64944e+02	7.70150e+12 | ||||
| 1.70687e+02	7.76596e+12 | ||||
| 1.76631e+02	7.82612e+12 | ||||
| 1.82782e+02	7.88148e+12 | ||||
| 1.89147e+02	7.93148e+12 | ||||
| 1.95734e+02	7.97556e+12 | ||||
| 2.02550e+02	8.01309e+12 | ||||
| 2.09603e+02	8.04371e+12 | ||||
| 2.16902e+02	8.06747e+12 | ||||
| 2.24455e+02	8.08458e+12 | ||||
| 2.32272e+02	8.09538e+12 | ||||
| 2.40360e+02	8.10040e+12 | ||||
| 2.48730e+02	8.10038e+12 | ||||
| 2.57392e+02	8.09573e+12 | ||||
| 2.66355e+02	8.08342e+12 | ||||
| 2.75630e+02	8.05838e+12 | ||||
| 2.85228e+02	8.01453e+12 | ||||
| 2.95161e+02	7.94469e+12 | ||||
| 3.05439e+02	7.84056e+12 | ||||
| 3.16076e+02	7.69671e+12 | ||||
| 3.27082e+02	7.51115e+12 | ||||
| 3.38472e+02	7.28220e+12 | ||||
| 3.50259e+02	7.00833e+12 | ||||
| 3.62456e+02	6.68826e+12 | ||||
| 3.75078e+02	6.32098e+12 | ||||
| 3.88139e+02	5.90584e+12 | ||||
| 4.01656e+02	5.44262e+12 | ||||
| 4.15642e+02	4.93164e+12 | ||||
| 4.30116e+02	4.37382e+12 | ||||
| 4.45094e+02	3.77082e+12 | ||||
| 4.60594e+02	3.12518e+12 | ||||
| 4.76633e+02	2.44046e+12 | ||||
| 4.93231e+02	1.72141e+12 | ||||
| 5.10407e+02	1.28586e+12 | ||||
| 5.28181e+02	1.08166e+12 | ||||
| 5.46574e+02	9.09831e+11 | ||||
|  | ||||
| @ -1,8 +1,8 @@ | ||||
| 0.0013  9e11 | ||||
| 0.002   2e12 | ||||
| 0.004   4.5e12 | ||||
| 0.005   5e12 | ||||
| 0.005   4.92e12 | ||||
| 1.3     1.3e12 | ||||
| 200     8e12 | ||||
| 240     8.2e12 | ||||
| 300     8e12 | ||||
| 250     8.1e12 | ||||
| 300     7.9e12 | ||||
							
								
								
									
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							| @ -9,14 +9,35 @@ plot (data,log="xy",type="l") | ||||
| 
 | ||||
| 
 | ||||
| 
 | ||||
| 
 | ||||
| # mehdipour zoomed with log lines | ||||
| data = read.table("mehdipour2013.tab") | ||||
| plot (data,log="xy",type="l",xlim=c(.001,300),ylim=c(1e11,1e13)) | ||||
| # mehdipour axes | ||||
| abline(v=0.001) | ||||
| abline(h=40e11) | ||||
| coords=read.table("mehdipour2013_samples.tab") | ||||
| points(coords) | ||||
| points(coords,pch="|") | ||||
| powers = seq(-10,10,by=1) | ||||
| coefficients = seq(2,9,by=1) | ||||
| for (i in powers) { | ||||
|     abline(v=10^i,col="black",lty=1) | ||||
|     for (j in coefficients) { | ||||
|         abline(v=j*(10^i),col="black",lty=2) | ||||
|     } | ||||
| } | ||||
| powers = seq(-45,45,by=1) | ||||
| coefficients = seq(2,9,by=1) | ||||
| for (i in powers) { | ||||
|     abline(h=10^i,col="black",lty=1) | ||||
|     for (j in coefficients) { | ||||
|         abline(h=j*(10^i),col="black",lty=2) | ||||
|     } | ||||
| } | ||||
| 
 | ||||
| 
 | ||||
| 
 | ||||
| 
 | ||||
| 
 | ||||
| 
 | ||||
| data = read.table("mehdipour2013.tab") | ||||
| plot (data,log="xy",type="l") | ||||
| @ -93,6 +114,7 @@ abline(v=500,col="red") | ||||
| 
 | ||||
| 
 | ||||
| 
 | ||||
| # print pdfs of normalized SEDs | ||||
| data1 = read.table("magdziarz_incident_continuum") | ||||
| data2 = read.table("mehdipour_incident_continuum") | ||||
| x1 = data1["V1"] | ||||
| @ -100,7 +122,7 @@ y1 = data1["V2"] | ||||
| x2 = data2["V1"] | ||||
| y2 = data2["V2"] | ||||
| pdf("sed_overlay_with_boundaries.pdf") | ||||
| plot(x1[,],y1[,],log="xy",type="l",xlim=c(1e-6,1e7),lwd=2,xlab="eV",ylab="nuFnu") | ||||
| plot(x1[,],y1[,],log="xy",type="l",xlim=c(1e-8,1e5),lwd=2,xlab=expression(paste("h",nu," [keV]")),ylab=expression(paste(nu,"F",nu," [erg cm^-2 s^-1]"))) | ||||
| lines(x2[,],y2[,],type="l",col="red",lwd=2) | ||||
| powers = seq(-10,10,by=1) | ||||
| coefficients = c(2,5) | ||||
| @ -121,10 +143,10 @@ for (i in powers) { | ||||
| } | ||||
| dev.off() | ||||
| pdf("sed_overlay_with_boundaries_zoomed.pdf") | ||||
| plot(x1[,],y1[,],log="xy",type="l",lwd=2,xlim=c(0.001,1000),ylim=c(5e7,5e9),xlab="eV",ylab="nuFnu") | ||||
| plot(x1[,],y1[,],log="xy",type="l",lwd=2,xlim=c(0.001,1000),ylim=c(5e7,5e9),xlab=expression(paste("h",nu," [keV]")),ylab=expression(paste(nu,"F",nu," [erg cm^-2 s^-1]"))) | ||||
| lines(x2[,],y2[,],type="l",col="red",lwd=2) | ||||
| powers = seq(-10,10,by=1) | ||||
| coefficients = seq(2,8,by=1) | ||||
| coefficients = seq(2,9,by=1) | ||||
| for (i in powers) { | ||||
|     abline(v=10^i,col="black",lty=1) | ||||
|     for (j in coefficients) { | ||||
| @ -133,7 +155,7 @@ for (i in powers) { | ||||
| } | ||||
| 
 | ||||
| powers = seq(-45,45,by=1) | ||||
| coefficients = seq(2,8,by=1) | ||||
| coefficients = seq(2,9,by=1) | ||||
| for (i in powers) { | ||||
|     abline(h=10^i,col="black",lty=1) | ||||
|     for (j in coefficients) { | ||||
| @ -156,7 +178,17 @@ inci = read.table("cont_combined_inci",header=TRUE) | ||||
| diffuse = read.table("cont_combined_diffuse",header=TRUE) | ||||
| 
 | ||||
| 
 | ||||
| # To plot inci with error bars for bin size | ||||
| 
 | ||||
| 
 | ||||
| # To plot continuum with bins, both tables already in angstroms | ||||
| 
 | ||||
| # prep tables | ||||
| cut -f1,4 magdziarz_emitted_continuum_angstroms > cont  | ||||
| cut -f1,3 magdziarz_continuum_bins_angstroms > bins | ||||
| 
 | ||||
| #R code | ||||
| cont = read.table("cont",header=TRUE) | ||||
| bins = read.table("bins",header=TRUE) | ||||
| plot(Enr,nFn,log="x",xlim=c(20,25),type="l") | ||||
| arrows(Enr-d.anu.,nFn,Enr+d.anu.,nFn,length=0.05,angle=90,code=3) | ||||
| arrows(Enr-d.anu.,nFn+5,Enr+d.anu.,nFn-5,length=0.05,angle=90,code=3) | ||||
|  | ||||
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	Block a user