Table 5: The 7-injection episodes model parameters. The injection energies E₁ to E₇ are in units of E₀, the initial energy. Other model parameters are: the initial Lorentz factor $\Gamma _{0}$ , the ambient density n₀, the half opening angle $\theta _{0}$ , the line of sight angle $\theta _{\nu }$ , the electron energy index p, the fraction of internal energy stored in electrons after acceleration $\epsilon _{e}$ and the fraction of internal energy stored in the form of magnetic field $\epsilon _{B}$ .

Parameter Value

E₀ (10⁵⁰ erg) 1.5

E₁ (0.046 days) 2.2

E₂ (0.347 days) 0.7

E₃ (0.694 days) 4.6

E₄ (1.736 days) 10.0

E₅ (3.877 days) 8.6

E₆ (13.89 days) 10.0

E₇ (48.61 days) 15.0

$\Gamma _{0}$ 770

$n_{0}~{\rm (cm^{-3})}$ 60.0

$\theta _{0}$ 1 $\hbox{$.\!\!^\circ$ }$ 8

$\theta _{\nu }$ 0.8 $\theta _{0}$

p 2.2

$\epsilon _{e}$ 0.35

$\epsilon _{B}$ $1.7\times10^{-4}$

**Table 5:** The 7-injection episodes model parameters. The injection energies E₁ to E₇ are in units of E₀, the initial energy. Other model parameters are: the initial Lorentz factor $\Gamma _{0}$ , the ambient density n₀, the half opening angle $\theta _{0}$ , the line of sight angle $\theta _{\nu }$ , the electron energy index p, the fraction of internal energy stored in electrons after acceleration $\epsilon _{e}$ and the fraction of internal energy stored in the form of magnetic field $\epsilon _{B}$ .
Parameter	Value
E₀ (10⁵⁰ erg)	1.5
E₁ (0.046 days)	2.2
E₂ (0.347 days)	0.7
E₃ (0.694 days)	4.6
E₄ (1.736 days)	10.0
E₅ (3.877 days)	8.6
E₆ (13.89 days)	10.0
E₇ (48.61 days)	15.0
$\Gamma _{0}$	770
$n_{0}~{\rm (cm^{-3})}$	60.0
$\theta _{0}$	1 $\hbox{$.\!\!^\circ$ }$ 8
$\theta _{\nu }$	0.8 $\theta _{0}$
p	2.2
$\epsilon _{e}$	0.35
$\epsilon _{B}$	$1.7\times10^{-4}$

Source LaTeX | All tables | In the text

	1 Introduction
	2 Observations and data reduction
	3 Brief description of the modelling
	4 Results
	5 Discussion
	6 Conclusions
	References