Constants and calculated parameters Measure Used formulas Results of calculations Radius of the equatorial band sector with maximum rotation ${R}_{ez}={R}_{{\text{Me}}_{\text{H}}}$ m 4.45 ´ 107 Full core radius (metal core + stone rocks layer), ${R}_{c}$ m 1.3 ´ 107 Medium sector radius, with medium rotation velocity of the MeH layer m ${R}_{mid}=\frac{{R}_{ez}}{2}+{R}_{c}$ 3.53 ´ 107 Central angle of visibility of the Jupiter’s equatorial band, $\phi$ deg. 24 Chord of the sector LS (check Figure 1(а)) m 18.5 ´ 107 Section of the spherical sectoral circle in the angle $\phi$ alignment, Sez m2 ${S}_{ez}={R}_{ez}{L}_{S}\text{sin}\left(\frac{\text{π}}{180}\phi \right)$ (15) 1.67 ´ 1014 Rotation period of the equatorial band/ rotation period of segments, T1/Т2 s 9 h. 50 min. 30 s /9 h. 55 min. 41 s 35741/35430 Relative velocity of the sector plane with section Sez, v m/c $v=2\text{π}{R}_{mid}\left(\frac{1}{{Т}_{2}}-\frac{1}{{T}_{1}}\right)$ 54.4 Electron charge, е C 1.6 ´ 10−19 Concentration of electrons in the MeH layer sector, n m−3 $n=\rho \frac{{N}_{A}}{A}$ (8) 4.23 ´ 1022 Electrical charge bulk density, ${\rho }_{ez}$ C/m3 ${\rho }_{ez}=en$ (13) 6.77 ´ 103 Current density, ${j}_{ez}$ А/m2 ${j}_{ez}={\rho }_{ez}v$ (12) 3.68 ´ 105 Total current through the sector Sez section, ${I}_{ez}$ A ${I}_{ez}={j}_{ez}{S}_{ez}$ (14) 6.16 ´ 1019 Equatorial radius of Jupiter, ${R}_{e}$ m 7.15 ´ 107 Magnetic induction on the Jupiter’s equator ${B}_{ez}^{e}$ (for the sectoral circle) T ${B}_{ez}^{e}=\frac{{\mu }_{0}en{S}_{ez}}{4\text{π}{\left({R}_{e}-{R}_{ez}\right)}^{2}}\text{sin}\alpha$ (16) 3.14 ´ 10−2 Thickness of the MeH layer, involved into heightened rotation with the equatorial band, ${d}_{ez}$ m 250 Section of the spherical laminar circle ${{S}^{\prime }}_{ez}$ m2 ${{S}^{\prime }}_{ez}={L}_{S}{d}_{ez}$ 4.63 ´ 109 Relative velocity of the plane plate with the section ${{S}^{\prime }}_{ez}$ , v m/s $v=2\text{π}{R}_{{\text{Me}}_{\text{H}}}\left(\frac{1}{{Т}_{2}}-\frac{1}{{T}_{1}}\right)$ 887 Current density , ${{j}^{\prime }}_{ez}$ А/m2 ${{j}^{\prime }}_{ez}=\rho v$ (12) 6.0 ´ 105 Total current through the sector ${{S}^{\prime }}_{ez}$ section, ${{I}^{\prime }}_{ez}$ А ${{I}^{\prime }}_{ez}={{j}^{\prime }}_{ez}{{S}^{\prime }}_{ez}$ (14) 2.78 ´ 1015 Magnetic induction on the Jupiter’s equator ${B}_{d}^{e}$ (for the plate) T ${B}_{d}^{e}=\frac{{\mu }_{0}en{{S}^{\prime }}_{ez}}{4\text{π}{\left({R}_{e}-{R}_{{\text{Me}}_{\text{H}}}\right)}^{2}}\text{sin}\alpha$ (17) 1.42 ´ 10−6