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Table B.1.

Transverse loop oscillation data, previous inference results (B0), and Bayesian posterior summaries using uniform (Bu) and Gaussian (BG) priors on density.

Event Loop L P vph vAi B0 Bu BG
(Mm) (s) (km s−1) (km s−1) (G) (G) (G)
Nakariakov & Ofman (2001)
1 1 130 256 1020 ± 132
2 1 190 360 1030 ± 410 13 ± 9

Aschwanden et al. (2002)
Goossens et al. (2002)

a 1 168 261 1287 13
b 1 72 265 543 6
d 1 174 316 1101 11
f 1 204 277 1473 16
g 1 162 272 1191 10
a 3 390 522 1494 11
a 4 258 435 1186 13
c 5 166 143 2322 27
a 10 406 423 1920 20
a 16 192 185 2076 15
a 17 146 396 737 6

Van Doorsselaere et al. (2008)

1 1 390 296 ± 24 2600 ± 500 39 ± 8

White & Verwichte (2012)

1 1 121 ± 2 225 ± 40 1080 ± 220 3.9 − 5.6
(12.517.6)
1 2 111 ± 6 215 ± 5 1030 ± 110 3.8 − 5.3
(11.916.8)
1 3 132 213 ± 9 1240 ± 140 4.5 − 6.4
(14.320.3)
1 4 113 ± 4 216 ± 30 1050 ± 170 3.8 − 5.4
(12.117.2)
2 1 396 520 ± 5 1520 ± 150 5.6 − 7.9
(17.624.8)
2 2 374 596 ± 50 1260 ± 160 4.6 − 6.5
(14.620.6)
3 1 279 ± 3 212 ± 20 2630 ± 360 9.6 − 13.6
(30.442.9)
3 2 240 ± 4 256 ± 20 1880 ± 250 6.8 − 9.7
(21.730.7)
3 3 241 135 ± 9 3570 ± 430 13.0 − 18.4
(41.258.3)
3 4 159 ± 6 115 ± 2 2770 ± 280 10.1 − 14.3
(32.045.3)
3 5 132 103 ± 8 2560 ± 330 9.4 − 13.2
(29.641.8)

Pascoe et al. (2016)

43 4 (Loop #1) 222 ± 31 284 ± 1 1564 ± 222 9.38 ± 2.56
(30±8)
31 1 (Loop #2) 162 ± 31 459 ± 1 706 ± 136 4.37 ± 0.88
(14±3)
32 1 (Loop #3) 234 ± 31 250 ± 1 1871 ± 252 17.06 ± 2.63
(54±8)

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