Table 2.

Inverse problem solution for A0620−00 according to the model with spots (a).

Parameter|$C\, 2015-2016$||$J\, 2016$||$K\, 2016$||$C\, 2016-2017$||$J\, 2017$||$K\, 2017$|
Passive stateActive state
Accretion disc
αg0.528(1)0.684(1)0.749(1)0.557(1)0.686(3)0.671(2)
Tin, K94 360208 790253 980120 090252 565208 230
±320±1 300±1 300±2 500±2 500±2 740
Cool spot 1
Rsp/R20.37(1)0.19(9)0.35(4)0.35(4)0.49(6)0.35(4)
Fsp0.16(6)0.35(9)0.15(9)0.95(5)0.87(2)0.15(9)
η, °143 ± 865 ± 3470 ± 713 ± 513 ± 570 ± 7
ϕ, °147 ± 9136 ± 13132 ± 321 ± 1594 ± 21132 ± 3
Cool spot 2
Rsp/R20.32(3)0.25(9)0.20(9)0.32(3)0.25(9)0.20(9)
Fsp0.25(5)0.4(3)0.25(8)0.25(5)0.4(3)0.25(8)
η, °51 ± 685 ± 3494 ± 2551 ± 685 ± 3494 ± 25
ϕ, °131 ± 4129 ± 10126 ± 10131 ± 4)129 ± 10126 ± 10
Fn/Fall0.464(5)0.358(4)0.314(4)0.534(7)0.496(5)0.501(5)
N321813161715
|$\chi ^2_{N,\, 0.10}$|53.734.827.732.033.430.6
χ279.516835.432.973.776.7
Parameter|$C\, 2015-2016$||$J\, 2016$||$K\, 2016$||$C\, 2016-2017$||$J\, 2017$||$K\, 2017$|
Passive stateActive state
Accretion disc
αg0.528(1)0.684(1)0.749(1)0.557(1)0.686(3)0.671(2)
Tin, K94 360208 790253 980120 090252 565208 230
±320±1 300±1 300±2 500±2 500±2 740
Cool spot 1
Rsp/R20.37(1)0.19(9)0.35(4)0.35(4)0.49(6)0.35(4)
Fsp0.16(6)0.35(9)0.15(9)0.95(5)0.87(2)0.15(9)
η, °143 ± 865 ± 3470 ± 713 ± 513 ± 570 ± 7
ϕ, °147 ± 9136 ± 13132 ± 321 ± 1594 ± 21132 ± 3
Cool spot 2
Rsp/R20.32(3)0.25(9)0.20(9)0.32(3)0.25(9)0.20(9)
Fsp0.25(5)0.4(3)0.25(8)0.25(5)0.4(3)0.25(8)
η, °51 ± 685 ± 3494 ± 2551 ± 685 ± 3494 ± 25
ϕ, °131 ± 4129 ± 10126 ± 10131 ± 4)129 ± 10126 ± 10
Fn/Fall0.464(5)0.358(4)0.314(4)0.534(7)0.496(5)0.501(5)
N321813161715
|$\chi ^2_{N,\, 0.10}$|53.734.827.732.033.430.6
χ279.516835.432.973.776.7

Notes. Solutions are obtained with the following parameters being fixed: |$T_2 = 4\, 440$| K, R2/a0 = 0.161, |$T_1 = 64\, 500$| K, and R1 = 0.0003a0. The latitude η is counted from the star ‘tip’ to the backside hemisphere and ranges from 0° to 180°; the longitude ϕ is counted from the orbital plane clockwise if looking from the relativistic object and changes from 0° to 360°. The relative input of the non-stellar component light is Fn/Fall and it does not depend on interstellar reddening; |$\chi ^2_{N,\, 0.10}$| is the chi-square value at the significance level of 10 per cent for a number of average points in the light curve N.

Table 2.

Inverse problem solution for A0620−00 according to the model with spots (a).

Parameter|$C\, 2015-2016$||$J\, 2016$||$K\, 2016$||$C\, 2016-2017$||$J\, 2017$||$K\, 2017$|
Passive stateActive state
Accretion disc
αg0.528(1)0.684(1)0.749(1)0.557(1)0.686(3)0.671(2)
Tin, K94 360208 790253 980120 090252 565208 230
±320±1 300±1 300±2 500±2 500±2 740
Cool spot 1
Rsp/R20.37(1)0.19(9)0.35(4)0.35(4)0.49(6)0.35(4)
Fsp0.16(6)0.35(9)0.15(9)0.95(5)0.87(2)0.15(9)
η, °143 ± 865 ± 3470 ± 713 ± 513 ± 570 ± 7
ϕ, °147 ± 9136 ± 13132 ± 321 ± 1594 ± 21132 ± 3
Cool spot 2
Rsp/R20.32(3)0.25(9)0.20(9)0.32(3)0.25(9)0.20(9)
Fsp0.25(5)0.4(3)0.25(8)0.25(5)0.4(3)0.25(8)
η, °51 ± 685 ± 3494 ± 2551 ± 685 ± 3494 ± 25
ϕ, °131 ± 4129 ± 10126 ± 10131 ± 4)129 ± 10126 ± 10
Fn/Fall0.464(5)0.358(4)0.314(4)0.534(7)0.496(5)0.501(5)
N321813161715
|$\chi ^2_{N,\, 0.10}$|53.734.827.732.033.430.6
χ279.516835.432.973.776.7
Parameter|$C\, 2015-2016$||$J\, 2016$||$K\, 2016$||$C\, 2016-2017$||$J\, 2017$||$K\, 2017$|
Passive stateActive state
Accretion disc
αg0.528(1)0.684(1)0.749(1)0.557(1)0.686(3)0.671(2)
Tin, K94 360208 790253 980120 090252 565208 230
±320±1 300±1 300±2 500±2 500±2 740
Cool spot 1
Rsp/R20.37(1)0.19(9)0.35(4)0.35(4)0.49(6)0.35(4)
Fsp0.16(6)0.35(9)0.15(9)0.95(5)0.87(2)0.15(9)
η, °143 ± 865 ± 3470 ± 713 ± 513 ± 570 ± 7
ϕ, °147 ± 9136 ± 13132 ± 321 ± 1594 ± 21132 ± 3
Cool spot 2
Rsp/R20.32(3)0.25(9)0.20(9)0.32(3)0.25(9)0.20(9)
Fsp0.25(5)0.4(3)0.25(8)0.25(5)0.4(3)0.25(8)
η, °51 ± 685 ± 3494 ± 2551 ± 685 ± 3494 ± 25
ϕ, °131 ± 4129 ± 10126 ± 10131 ± 4)129 ± 10126 ± 10
Fn/Fall0.464(5)0.358(4)0.314(4)0.534(7)0.496(5)0.501(5)
N321813161715
|$\chi ^2_{N,\, 0.10}$|53.734.827.732.033.430.6
χ279.516835.432.973.776.7

Notes. Solutions are obtained with the following parameters being fixed: |$T_2 = 4\, 440$| K, R2/a0 = 0.161, |$T_1 = 64\, 500$| K, and R1 = 0.0003a0. The latitude η is counted from the star ‘tip’ to the backside hemisphere and ranges from 0° to 180°; the longitude ϕ is counted from the orbital plane clockwise if looking from the relativistic object and changes from 0° to 360°. The relative input of the non-stellar component light is Fn/Fall and it does not depend on interstellar reddening; |$\chi ^2_{N,\, 0.10}$| is the chi-square value at the significance level of 10 per cent for a number of average points in the light curve N.

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