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Table 4.

Best-fit leptohadronic model parameters with neutrino event rate maximization condition.

Parameters Quiescent Neutrino arrival γ flare peak Post flare
log 10 R b $\log _{10} R^{\prime }_{{\textrm {b}}}$[cm] 16.17 15.57 15.54 16.3
B′ [G] 0.1 2.28 0.965 0.08
Γb 24.0 15.0 17.0 21.0
log 10 γ e min $\log _{10}{\gamma ^{\prime }}^{\textrm {min}}_{{\textrm {e}}}$ 3.0 3.5 3.00 3.44
log 10 γ e max $\log _{10}{\gamma ^{\prime }}^{\textrm {max}}_{{\textrm {e}}}$ 4.17 4.3 4.11 4.21
αe 2.8 2.42 1.26 2.9
log 10 L e $\log _{10}L^{\prime }_{\textrm {e}}$[erg/s] 42.51 42.65 42.67 42.63
log 10 γ p min $\log _{10}{\gamma ^{\prime }}^{\textrm {min}}_{{\textrm {p}}}$ 2.0 5.0 3.0 3.6
log 10 γ p max $\log _{10}{\gamma ^{\prime }}^{\textrm {max}}_{{\textrm {p}}}$ 7.0 6.0 4.2 6.4
αp 2.0 1.5 1.25 1.0
log 10 L p $\log _{10}L^{\prime }_{\textrm {p}}$[erg/s] 46.9 46.0 48.33 46.98
χ2/n.d.f. 4.4 13.6 4.3 5.3
Nν/ time interval 0.04/yr 0.03/15d 0.07/8d 0.004/27d

Notes. Parameter description: R b $R^{\prime }_{{\textrm {b}}}$ is the radius of the blob, B′ is the magnetic field strength in the emission region, Γb is blob Lorentz factor; γ e ( p ) min ${\gamma ^{\prime }}^{\textrm {min}}_{{\textrm {e(p)}}}$ and γ e ( p ) max ${\gamma ^{\prime }}^{\textrm {max}}_{{\textrm {e(p)}}}$ are the minimum and maximum Lorentz factor of the electrons (protons) respectively, αe(p) is the spectral index of electrons (protons), L e ( p ) $L^{\prime }_{\textrm {e(p)}}$ is electron (proton) luminosity, χ2/n.d.f. is a value of the reduced χ2 function, and Nν/time interval is a number of expected neutrino events during the selected exposure time (for the flaring state corresponds to the duration of observed state).

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