Suggested: Dimensionless
Exclude
Name/Symbol Condition
Name: Eddington
Mean: 31.1 ± 199
Median: 0.375
Range: -4.6 ‒ 1.92e+03
219 results.
arXiv Name Symbol Parsed Bound
astro-ph/9604076 🔍 (source) Eddington
0.0 L_\odot
astro-ph/9609146 🔍 (source) usual Eddington rate \alpha (
1.0
Upper
astro-ph/9706247 🔍 (source) Eddington luminosities
200000000.0 M_\odot
astro-ph/9903479 🔍 (source) Eddington
2e+38 erg s-1
astro-ph/9905224 🔍 (source) Eddington ratio L _ { v } / L _ { Edd }
0.0155 ± 0.014499999999999999
astro-ph/9906275 🔍 (source) mass accretion rate in the disk in Eddington units \dot { m } _ { d }
2.0
astro-ph/0006055 🔍 (source) Eddington ratio L _ { Bol } / L _ { Eddington }
0.002
astro-ph/0006405 🔍 (source) Eddington ratio \Gamma
0.639
Upper
astro-ph/0007073 🔍 (source) fraction of the Eddington X
1057.0 ± 567.0
Lower
astro-ph/0105507 🔍 (source) Eddington luminosity L / L _ { Edd }
0.3
astro-ph/0207597 🔍 (source) Eddington ratios L / L _ { Edd }
0.0002
Lower
astro-ph/0303061 🔍 (source) bolometric Eddington ratio L _ { bol } / L _ { Edd }
3.0000000000000004e-08 ± 1e-08
astro-ph/0307422 🔍 (source) Eddington luminosity L / L _ { E }
1.0
astro-ph/0405270 🔍 (source) Eddington luminosity \eta _ { Edd }
1.0
astro-ph/0405585 🔍 (source) Eddington ratio
0.3
astro-ph/0405585 🔍 (source) Eddington ratio \lambda
0.3
astro-ph/0406415 🔍 (source) Eddington ratio
0.1
Upper
astro-ph/0502394 🔍 (source) Eddington-scaled accretion rates \dot { m }
0.01
Upper
astro-ph/0503284 🔍 (source) Eddington luminosities L _ { nuc } / L _ { Edd }
0.35 +0.25-0.24999999999999997
astro-ph/0506321 🔍 (source) Eddington ratios L / L _ { Edd }
0.0505 ± 0.0495
astro-ph/0506515 🔍 (source) Eddington luminosity
712.0 ± 36.0
Lower
astro-ph/0508432 🔍 (source) Eddington rate X _ { C }
0.2
Lower
astro-ph/0509244 🔍 (source) Eddington ratios L / L _ { Edd }
0.1
Upper
astro-ph/0601676 🔍 (source) Eddington
15.0 day
Upper
astro-ph/0604044 🔍 (source) fraction of the Eddington accretion rate
9.0
Upper
astro-ph/0604291 🔍 (source) Eddington ratio
0.24
astro-ph/0605377 🔍 (source) Eddington ratio
0.34
astro-ph/0606103 🔍 (source) Eddington ratios L _ { Bol } / L _ { Edd }
1.0
Upper
astro-ph/0606304 🔍 (source) Eddington ratio L _ { bol } / L _ { edd }
0.3
Lower
astro-ph/0703350 🔍 (source) Eddington ratio EW
0.1
0704.0735 🔍 (source) Eddington ratios L / L _ { Edd }
0.1
Upper
0706.2473 🔍 (source) Eddington ratio
0.01
Lower
0708.4308 🔍 (source) Eddington ratio
0.1
0709.0786 🔍 (source) Eddington ratios \log ( L _ { bol } / L _ { Edd } )
-2.87
0711.0051 🔍 (source) Eddington ratio ( L/L _ { Edd }
0.000497
0711.4773 🔍 (source) Eddington ratios L _ { bol } / L _ { Edd }
0.001
0711.4773 🔍 (source) Eddington ratios
1e-05
Upper
0712.3121 🔍 (source) Eddington ratios \eta
0.0055 +0.0045000000000000005-0.0045
0801.4339 🔍 (source) Eddington parameter \gamma
1.0
0803.2335 🔍 (source) Eddington ratio
0.2
Upper
0805.3919 🔍 (source) magnetic Eddington luminosity
800000000000000.0
0806.3459 🔍 (source) mean Eddington ratio \lambda
0.75 ± 0.25
0808.0759 🔍 (source) Eddington ratio \lambda
0.2
0809.2599 🔍 (source) Eddington ratio L / L _ { Edd }
1.0
0810.3774 🔍 (source) Eddington ratio L _ { bol } / L _ { Edd }
0.8
Upper
0811.2001 🔍 (source) Eddington ratio
0.4
0811.3255 🔍 (source) Eddington ratio
0.1
Upper
0812.0251 🔍 (source) critical Eddington ratio
0.2 ± 0.1
0901.3378 🔍 (source) Eddington luminosity ratios
0.7
Upper
0902.4103 🔍 (source) Eddington ratio
0.5
0903.4136 🔍 (source) maximum Eddington ratio
0.45
0903.4698 🔍 (source) Eddington ratio
2.7
0905.0495 🔍 (source) accretion rate relative to Eddington
0.21 +0.06-0.1
0905.1123 🔍 (source) Eddington ratio L _ { I } / L _ { Edd }
0.1
0906.0365 🔍 (source) super-Eddington rate
6.2 +3.8-1.8
0906.0365 🔍 (source) super-Eddington rate L / L _ { Edd }
12.0 M_\odot
0907.0435 🔍 (source) Eddington ratio
1.6 +0.4-0.6
0907.2272 🔍 (source) Eddington ratios \lambda _ { Edd }
0.1
Upper
0907.3491 🔍 (source) median Eddington ratio
0.7
0910.3853 🔍 (source) Eddington factor
0.639
Lower
1001.3141 🔍 (source) Eddington ratios L / L _ { Edd }
0.1
Lower
1003.0283 🔍 (source) Eddington ( L _ { disk } / L _ { Edd }
2.0
1003.5563 🔍 (source) Eddington ratios median { \lambda } _ { Edd } {
0.08
1005.3909 🔍 (source) Eddington ratio L _ { bol } / L _ { Edd }
0.12
1006.3561 🔍 (source) BLQSO Eddington ratios L / L _ { Edd }
0.05
1008.2162 🔍 (source) mean Eddington ratio \mu
0.056
1009.1890 🔍 (source) Eddington ratio L / L _ { Edd }
0.2
Upper
1009.2430 🔍 (source) X-ray Eddington ratio
0.0007
1009.4929 🔍 (source) median Eddington ratio \eta
0.2
1009.6147 🔍 (source) Eddington luminosity L / L _ { Edd }
0.4905 ± 0.4895
1011.3541 🔍 (source) Eddington rate
8.0
Upper
1102.0798 🔍 (source) Eddington luminosity ratio \lambda _ { crit }
0.01
1102.4514 🔍 (source) Eddington
1915.0
1103.1477 🔍 (source) Eddington ratio L / L _ { edd }
18.0 +33.0-12.0
1104.2619 🔍 (source) mean Eddington ratio z
1.25
1106.2163 🔍 (source) Eddington ratio
0.71
1106.5501 🔍 (source) Eddington ratios \langle log ( L _ { bol } / L _ { Edd } ) \rangle
-0.37
1107.4583 🔍 (source) Eddington ratio L ( 0.3 - 8 keV ) / L ( Edd )
1.4e-10
Upper
1111.2447 🔍 (source) Eddington ratio \lambda
0.1
1201.0866 🔍 (source) Eddington luminosity of the central black hole \eta
0.1
1201.3540 🔍 (source) Eddington luminosity of the central black hole \eta
0.1
1201.5383 🔍 (source) typical Eddington ratio
60000000.0 ± 20000000.0 M_\odot
1201.5383 🔍 (source) typical Eddington ratio \lambda
7.0
Lower
1202.4681 🔍 (source) Eddington ratio L / L _ { Edd }
0.055 +0.045000000000000005-0.045
1203.2084 🔍 (source) Eddington luminosity ratio L _ { bol } / L _ { Edd }
0.01
1203.3158 🔍 (source) Eddington units L / L _ { Edd }
1.0
Upper
1203.6063 🔍 (source) Eddington ratio \lambda _ { Edd }
0.2
1205.0029 🔍 (source) low-Eddington ratio log L _ { bol } / L _ { Edd }
-4.6
Upper
1205.0542 🔍 (source) Eddington ratio
-2.0
Upper
1205.2772 🔍 (source) mean Eddington ratio
0.24
1208.0781 🔍 (source) Eddington ratio L _ { edd } / L _ { bol }
0.02
1209.0477 🔍 (source) maximum Eddington ratio of Type 1 quasars in the observable Universe L / L _ { Edd }
3.0
Upper
1212.3075 🔍 (source) Eddington ratio
0.01
Upper
1212.3483 🔍 (source) Eddington ratio range
0.001
Lower
1212.3483 🔍 (source) Eddington ratio range
0.5
1212.3483 🔍 (source) Eddington ratio range
0.1
1301.1689 🔍 (source) steep power-law tail to super-Eddington ratios \gamma _ { 2 }
-2.1 +0.3-0.5
1304.7155 🔍 (source) typical Eddington ratio L / L _ { Edd }
0.062 ± 0.048
1305.0263 🔍 (source) Eddington ratio AGNs
0.3
Lower
1305.3284 🔍 (source) Eddington ratio \lambda
0.5
1307.7709 🔍 (source) Eddington ratio L _ { X }
4.3e+38 erg s-1
1308.5803 🔍 (source) Eddington Luminosity
1.4 M_\odot N S
1309.5455 🔍 (source) fraction of the Eddington accretion rate f _ { E }
0.16499999999999998 +0.135-0.13499999999999998
1310.4107 🔍 (source) Eddington ratios
0.6
1310.4107 🔍 (source) Eddington ratios
2.3
1310.4107 🔍 (source) Eddington ratios
4.6
1311.1686 🔍 (source) Eddington rate L / L _ { Edd }
5.0 +15.0-4.0
1311.3260 🔍 (source) Eddington luminosity \langle log ( L _ { Bol } / L _ { Edd } ) \rangle
-0.4 ± 0.2
1311.4320 🔍 (source) Eddington scaled mass accretion rate
0.01
Upper
1403.1400 🔍 (source) Eddington ratio
0.3
1403.3229 🔍 (source) accretion rate relative to the Eddington
3.2
Lower
1405.1869 🔍 (source) Eddington ratio
0.03
1406.6366 🔍 (source) Eddington accretion ratio \dot { M } _ { B } / \dot { M } _ { Edd }
0.01
1406.7740 🔍 (source) Eddington ratio \lambda
0.5
Lower
1408.3130 🔍 (source) Eddington ratio
4e-09
1408.4803 🔍 (source) Eddington fraction
0.375 ± 0.125
1409.0058 🔍 (source) Eddington ratio L / L _ { Edd }
0.2
1411.1769 🔍 (source) Eddington ratio \Gamma \rangle
0.1
1411.7388 🔍 (source) Eddington ratio \lambda
0.04
1412.0400 🔍 (source) Eddington rate
0.02
1501.00908 🔍 (source) Eddington
0.002
Lower
1501.00908 🔍 (source) Eddington L _ { X } / L _ { Edd }
0.06
1501.02095 🔍 (source) Eddington ratios L _ { BOL } / L _ { Edd }
0.6000000000000001 +0.5-0.5000000000000001
1501.06580 🔍 (source) Eddington ratios
0.1
Lower
1502.01927 🔍 (source) Eddington ( L _ { \mathrm { Bol } } / L _ { \mathrm { Edd } }
0.665 +0.5349999999999999-0.535
1502.02892 🔍 (source) Eddington ratio of the disc \dot { m } _ { out }
100.0
1506.01381 🔍 (source) Eddington luminosity fractions
3.45 +2.55-2.5500000000000003
1506.05447 🔍 (source) Eddington limit of neutron star LMXBs
1.7e+38 erg s-1
1506.07531 🔍 (source) Eddington fraction
1.0 c-1
1510.01736 🔍 (source) Eddington accretion factors \dot { m } _ { acc }
55.0 ± 45.0
1510.01736 🔍 (source) Eddington factors \dot { m } _ { acc }
55.0 ± 45.0
1510.01736 🔍 (source) Eddington accretion factors \dot { m } _ { acc }
1500.0
1510.03887 🔍 (source) measured Eddington ratios L _ { bol } / L _ { Edd }
0.69
1510.07837 🔍 (source) Eddington fraction
0.013000000000000001
1510.07837 🔍 (source) Eddington fraction L _ { 2.0 - 80.0 keV } / L _ { Edd }
0.0019
1511.02029 🔍 (source) effective Eddington
2.0
1511.02029 🔍 (source) effective Eddington
0.2
1511.08502 🔍 (source) Eddington luminosity
6.5e+48 erg s-1
1601.02628 🔍 (source) implied Eddington ratio L _ { Edd }
0.03 ± 0.01
Lower
1604.05604 🔍 (source) Eddington ratios
0.52 ± 0.27
1604.05604 🔍 (source) Eddington ratios
0.1
Upper
1605.00742 🔍 (source) Eddington ratios
-2.0
Lower
1605.00742 🔍 (source) Eddington ratios
-2.0
Lower
1605.09105 🔍 (source) Eddington
1.0
Lower
1606.05504 🔍 (source) Eddington ratios Log L _ { Bol } / L _ { Edd }
0.01
Upper
1607.02507 🔍 (source) Eddington rate
-3.0
Upper
1607.03438 🔍 (source) Eddington ratios \log ( L _ { bol } / L _ { Edd } )
-0.1
Lower
1609.04808 🔍 (source) Eddington ratio \lambda _ { Edd }
2.7
1609.07148 🔍 (source) inferred Eddington fractions
0.1
Lower
1609.08002 🔍 (source) Eddington ratio L / L _ { Edd }
0.5
Upper
1611.08376 🔍 (source) Eddington ratio E _ { bol } / E _ { Edd }
0.0037
1612.01369 🔍 (source) Eddington rate \dot { m _ { E } }
0.02
1701.01774 🔍 (source) Eddington fraction F _ { Edd }
0.01
1702.01157 🔍 (source) Eddington luminosity of the central supermassive black hole \overline { Q } / L _ { bol }
4.8 ± 3.1
1702.05444 🔍 (source) Eddington fractions L / L _ { \mathrm { Edd }
1.0
Lower
1702.06807 🔍 (source) Eddington rate L _ { Bol } / L _ { Edd }
0.9
1703.02523 🔍 (source) Eddington ratio
1.0
1703.03913 🔍 (source) Eddington units
3000000.0
1703.08901 🔍 (source) Eddington ratio mean log L _ { bol } / L _ { Edd }
-2.04 ± 0.34
1704.00123 🔍 (source) disk Eddington ratios
0.01
Lower
1704.02014 🔍 (source) super-Eddington rate \dot { M }
6.000000000000001e-08 M_\odot yr-1
1704.02886 🔍 (source) Eddington ratio
0.14
1706.01635 🔍 (source) Eddington ratio
0.862
Upper
1706.01635 🔍 (source) Eddington ratio
0.026
Lower
1706.09056 🔍 (source) Eddington ratio \lambda _ { Edd }
0.01
1707.02042 🔍 (source) Eddington ratio
0.030000000000000002 +0.02-0.020000000000000004
1707.07742 🔍 (source) Eddington ratios L _ { X } / L _ { Edd }
0.052500000000000005 +0.0475-0.04750000000000001
1709.09799 🔍 (source) Eddington ratios
0.060000000000000005 +0.04-0.04000000000000001
1710.06438 🔍 (source) Eddington luminosity
10.0 S
1711.06270 🔍 (source) Eddington ratio \lambda _ { Edd }
0.35
Upper
1711.07263 🔍 (source) Eddington luminosity
9.0 kpc
1801.07234 🔍 (source) Eddington ratio
8600000.0 M_\odot
1801.07717 🔍 (source) Eddington ratios \lambda _ { Edd }
0.1
Upper
1802.02782 🔍 (source) Eddington ratios \lambda _ { Edd }
1.0
1803.10976 🔍 (source) Eddington ratio
0.047
1803.11223 🔍 (source) Eddington ratio \lambda _ { Edd }
0.6000000000000001 +0.19999999999999996-0.20000000000000007
Upper
1804.09969 🔍 (source) Eddington ratio
0.01
1805.07026 🔍 (source) Eddington ratio
0.01
Lower
1805.06696 🔍 (source) Eddington ratio \dot { m } _ { Edd }
5.1e-05
1805.07873 🔍 (source) Eddington ratio L / L _ { Edd }
0.08
Upper
1806.05691 🔍 (source) Eddington ratio
0.3 ± 0.04
1808.08398 🔍 (source) Eddington ratio L _ { bol }
0.55 +0.1499999999999999-0.15000000000000002
1809.05584 🔍 (source) average Eddington ratio
0.3
1810.10283 🔍 (source) Eddington ratio
1.0
Upper
1810.10283 🔍 (source) Eddington ratio
0.001
Lower
1810.11925 🔍 (source) Eddington ratio
1.25 ± 0.19
1811.04513 🔍 (source) Eddington ratio
0.033
1811.06674 🔍 (source) Eddington rate of the central black hole M _ { \bullet }
29000000.0 M_\odot
Upper
1812.06991 🔍 (source) median Eddington ratios of nine NIR-red AGNs \log ( \lambda _ { Edd } )
-0.654 ± 0.176
1901.10487 🔍 (source) Eddington ratio \lambda _ { Edd }
0.34 ± 0.2
1902.00520 🔍 (source) Eddington
3.8e+38 erg s-1
1902.04163 🔍 (source) sub-Eddington accretion rate
0.017 M_\odot yr-1
1904.06476 🔍 (source) Eddington rate of the source \lambda _ { Edd }
0.03
1904.07278 🔍 (source) Eddington ratios L _ { bol } / L _ { Edd }
1.1
1904.07278 🔍 (source) Eddington ratios
0.16
Lower
1905.08428 🔍 (source) Eddington ratio \Gamma
2.17
1906.04179 🔍 (source) Eddington ratio AGN log \lambda _ { Edd }
-2.0
Upper
1907.02683 🔍 (source) Eddington ratio M _ { BH } ^ {
0.06 +0.16-0.05
1907.06669 🔍 (source) Eddington ratio
0.1
1908.02841 🔍 (source) Eddington normalised mass accretion rates \dot { M } / \dot { M } _ { Edd }
1.3 +0.7-0.7000000000000001
1908.07546 🔍 (source) Eddington ratio \lambda _ { Edd }
7.5
Lower
1910.02225 🔍 (source) Eddington f _ { E }
0.55 +0.44999999999999996-0.45000000000000007
1910.14314 🔍 (source) Eddington ratios \lambda _ { Edd }
0.1
Lower
1911.12395 🔍 (source) Eddington ratios Log ( \lambda _ { Edd } )
-1.7
Lower
1912.01612 🔍 (source) Eddington ratio or stellar mass \langle \log M _ { \text {
12.94 +0.1-0.11
2001.08772 🔍 (source) Eddington accretion rate \lambda _ { EDD }
0.014
2003.01397 🔍 (source) Eddington luminosity L _ { Edd }
2.5e+47 erg s-1
Upper
2004.10877 🔍 (source) Eddington ratio \lambda _ { Edd }
0.7 ± 0.1
2005.04002 🔍 (source) Eddington ratio R _ { EDD }
1126.0 km s-1
2005.04002 🔍 (source) Eddington ratio
0.3
Lower
2005.06868 🔍 (source) Eddington ratio
0.4
2005.08718 🔍 (source) Eddington ratios \lambda _ { Edd }
0.1
2005.10255 🔍 (source) Eddington ratio
0.1
2006.00001 🔍 (source) Eddington ratios
2.8
2006.01839 🔍 (source) Eddington ratio f _ { Edd }
0.7
2006.11915 🔍 (source) Eddington ratio
1.3 ± 0.3
2007.00014 🔍 (source) Eddington ratio \eta
0.7
Lower
2007.14547 🔍 (source) Eddington ratio
0.0002
2007.14742 🔍 (source) Eddington rate of the source \lambda _ { Edd }
0.31
Upper