Comments on: systemic 001 http://oklo.org/2005/12/27/systemic-001/ characterizing planetary systems Fri, 18 Nov 2011 22:27:52 +0000 hourly 1 http://wordpress.org/?v=3.2.1 By: greg http://oklo.org/2005/12/27/systemic-001/comment-page-1/#comment-17 greg Tue, 27 Dec 2005 19:20:48 +0000 http://oklo.org/?p=29#comment-17 For those who want to use their own fitting routines, the first 136 radial velocities of the "systemic 001" radial velocity data set are listed below in ASCII format. Note that (as is the case with real systems) the radial velocity errors are those imposed by the radial velocity technique, and do not include the unknown stellar jitter. One can assume in this case that the one-solar mass parent star is no more or less active than other similar old G-type main sequence dwarfs. Days are relative to HJD 2453520.0549. Apologies in advance for the absurd number of significant figures: Day velocity (m/s) error (m/s) 0.0000 -0.17446592 4.26070695 0.9985 24.3373012 3.5272557 22.9779 61.9562889 4.3415787 23.915 42.9337041 4.61363967 23.9873 46.0508835 4.03769082 24.932 33.0065354 2.95031981 24.9463 36.2902079 3.50812772 25.9541 6.57234776 4.21898349 26.8924 -5.79160592 3.89426081 84.8375 70.457395 4.18004422 85.7757 89.3256616 3.69892838 86.9379 106.167277 4.40237908 111.6706 48.4225976 3.70767447 112.6841 29.6726964 3.65375552 113.669 20.1961645 4.2574035 114.6918 23.070159 3.06357044 115.7455 36.7205094 4.07794168 163.7786 20.7219537 4.19989652 164.6908 31.4293356 3.61931992 409.9053 87.557366 4.10454421 410.8664 67.6510361 3.71775802 411.9665 42.1197104 4.63449192 439.9456 199.322299 4.07517457 440.8221 184.324765 3.61240324 465.6878 9.00549243 3.29082287 466.6994 41.1852037 2.83256224 467.6817 77.2286912 3.43968342 468.7036 98.6307706 4.23728533 468.9128 108.591181 3.74891873 469.7329 129.49843 4.31524248 469.7598 122.328751 3.23787046 470.8261 146.90801 2.89118549 471.8498 139.073971 3.60510249 472.6864 135.835149 4.65378095 523.8017 116.801969 3.9169171 524.7108 103.10907 4.32326216 531.6969 -29.3397099 4.42271887 532.7411 -13.4755169 3.67131813 533.7187 18.0914743 4.29531107 534.7729 40.3533293 5.24270815 550.7282 0.100906954 4.70062376 551.7237 29.7752632 3.5334293 760.9846 2.86706782 3.94282635 761.9206 -21.9440313 3.03798772 765.8644 -11.7901691 3.71322399 766.8683 23.0409464 3.32638495 767.8587 51.3097795 3.82478816 768.8676 87.8648397 4.14931593 769.893 115.377318 3.33522399 795.9596 -36.591179 4.71500095 796.9553 -55.0026181 4.99637179 825.7968 15.4199217 3.61331697 826.8786 -0.814913308 3.06362698 827.839 -34.675149 4.36712319 828.9458 -50.6440565 4.84252032 850.7807 20.806202 3.06751517 851.7168 40.1264064 4.26164437 852.8835 60.7179891 3.76989842 856.8719 45.7376564 3.92450074 857.7363 25.3263504 4.12726717 876.8139 -44.6696527 3.91266599 877.6916 -66.3436091 4.08881401 878.7533 -88.0859049 3.65089535 879.7682 -119.027779 4.65203133 880.6613 -120.282733 4.05183804 1139.8935 27.9126929 4.13038544 1140.9385 12.573388 3.58680475 1141.9157 -1.29499605 4.02285253 1142.9756 -32.2236333 4.05993574 1149.9672 -54.2589243 3.9963702 1150.9634 -20.5731028 3.42885526 1200.9125 -1.95565181 3.82299637 1201.731 15.3032621 4.85301091 1202.824 31.1798134 4.01248968 1202.937 31.4705094 3.43200627 1203.7826 48.3616663 3.34182682 1203.7997 44.0369424 4.55522228 1203.8473 35.6683435 4.34550319 1204.6866 51.4000765 4.21907657 1204.7289 47.3140766 3.75460997 1205.9141 47.207482 5.22056668 1207.6721 24.1916593 4.83798123 1208.6855 14.6742371 4.93744278 1209.6705 -15.6854778 4.24290138 1210.6931 -36.7418759 4.62708492 1211.7463 -66.565368 3.34559524 1292.696 39.9050861 3.60961938 1293.6522 26.1939766 3.94099616 1469.998 15.7648981 4.32270633 1470.9601 26.8032161 3.9313802 1526.9603 51.1666609 2.48214726 1527.9559 25.4132958 3.75093648 1555.7033 85.5410914 3.84048955 For those who want to use their own fitting routines, the first 136 radial velocities of the “systemic 001″ radial velocity data set are listed below in ASCII format. Note that (as is the case with real systems) the radial velocity errors are those imposed by the radial velocity technique, and do not include the unknown stellar jitter. One can assume in this case that the one-solar mass parent star is no more or less active than other similar old G-type main sequence dwarfs. Days are relative to HJD 2453520.0549. Apologies in advance for the absurd number of significant figures:

Day velocity (m/s) error (m/s)
0.0000 -0.17446592 4.26070695
0.9985 24.3373012 3.5272557
22.9779 61.9562889 4.3415787
23.915 42.9337041 4.61363967
23.9873 46.0508835 4.03769082
24.932 33.0065354 2.95031981
24.9463 36.2902079 3.50812772
25.9541 6.57234776 4.21898349
26.8924 -5.79160592 3.89426081
84.8375 70.457395 4.18004422
85.7757 89.3256616 3.69892838
86.9379 106.167277 4.40237908
111.6706 48.4225976 3.70767447
112.6841 29.6726964 3.65375552
113.669 20.1961645 4.2574035
114.6918 23.070159 3.06357044
115.7455 36.7205094 4.07794168
163.7786 20.7219537 4.19989652
164.6908 31.4293356 3.61931992
409.9053 87.557366 4.10454421
410.8664 67.6510361 3.71775802
411.9665 42.1197104 4.63449192
439.9456 199.322299 4.07517457
440.8221 184.324765 3.61240324
465.6878 9.00549243 3.29082287
466.6994 41.1852037 2.83256224
467.6817 77.2286912 3.43968342
468.7036 98.6307706 4.23728533
468.9128 108.591181 3.74891873
469.7329 129.49843 4.31524248
469.7598 122.328751 3.23787046
470.8261 146.90801 2.89118549
471.8498 139.073971 3.60510249
472.6864 135.835149 4.65378095
523.8017 116.801969 3.9169171
524.7108 103.10907 4.32326216
531.6969 -29.3397099 4.42271887
532.7411 -13.4755169 3.67131813
533.7187 18.0914743 4.29531107
534.7729 40.3533293 5.24270815
550.7282 0.100906954 4.70062376
551.7237 29.7752632 3.5334293
760.9846 2.86706782 3.94282635
761.9206 -21.9440313 3.03798772
765.8644 -11.7901691 3.71322399
766.8683 23.0409464 3.32638495
767.8587 51.3097795 3.82478816
768.8676 87.8648397 4.14931593
769.893 115.377318 3.33522399
795.9596 -36.591179 4.71500095
796.9553 -55.0026181 4.99637179
825.7968 15.4199217 3.61331697
826.8786 -0.814913308 3.06362698
827.839 -34.675149 4.36712319
828.9458 -50.6440565 4.84252032
850.7807 20.806202 3.06751517
851.7168 40.1264064 4.26164437
852.8835 60.7179891 3.76989842
856.8719 45.7376564 3.92450074
857.7363 25.3263504 4.12726717
876.8139 -44.6696527 3.91266599
877.6916 -66.3436091 4.08881401
878.7533 -88.0859049 3.65089535
879.7682 -119.027779 4.65203133
880.6613 -120.282733 4.05183804
1139.8935 27.9126929 4.13038544
1140.9385 12.573388 3.58680475
1141.9157 -1.29499605 4.02285253
1142.9756 -32.2236333 4.05993574
1149.9672 -54.2589243 3.9963702
1150.9634 -20.5731028 3.42885526
1200.9125 -1.95565181 3.82299637
1201.731 15.3032621 4.85301091
1202.824 31.1798134 4.01248968
1202.937 31.4705094 3.43200627
1203.7826 48.3616663 3.34182682
1203.7997 44.0369424 4.55522228
1203.8473 35.6683435 4.34550319
1204.6866 51.4000765 4.21907657
1204.7289 47.3140766 3.75460997
1205.9141 47.207482 5.22056668
1207.6721 24.1916593 4.83798123
1208.6855 14.6742371 4.93744278
1209.6705 -15.6854778 4.24290138
1210.6931 -36.7418759 4.62708492
1211.7463 -66.565368 3.34559524
1292.696 39.9050861 3.60961938
1293.6522 26.1939766 3.94099616
1469.998 15.7648981 4.32270633
1470.9601 26.8032161 3.9313802
1526.9603 51.1666609 2.48214726
1527.9559 25.4132958 3.75093648
1555.7033 85.5410914 3.84048955

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