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Etude de la couronne solaire en 3D et de son évolution avec SOHO ...

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tel-00089354, version 1 - 17 Aug 2006<br />

298 F. PORTIER-FOZZANI ET AL.<br />

The results of the fit (see Figure 5) give a left-han<strong>de</strong>d helix (cf., <strong>de</strong>finitions in<br />

Berger, 1998). This corresponds to a negative twist (Tw) and a negative helicity as<br />

the magn<strong>et</strong>ic helicity is proportional to Tw 2 (Berger, 1985). As the region studied<br />

is in the northern hemisphere, this chirality agrees with the usual rules by hemisphere:<br />

for the northern hemisphere, the magn<strong>et</strong>ic helicity is negative (Seehafer,<br />

1990; Pevtsov, Canfield, and M<strong>et</strong>calf, 1995).<br />

The main result is that the measured twist (Table I) <strong>de</strong>creased continuously with<br />

time during the increase of loop size. The coher<strong>en</strong>t evolution found for the fitting<br />

param<strong>et</strong>ers gives some confi<strong>de</strong>nce in the technique <strong>de</strong>veloped in Section 3. The<br />

main result is that the measured twist is <strong>de</strong>creasing with time during the emerg<strong>en</strong>ce<br />

of AR 8069. The differ<strong>en</strong>ce of sign b<strong>et</strong>we<strong>en</strong> Tw and ψ comes from the geom<strong>et</strong>rical<br />

<strong>de</strong>finition. The evolution is analyzed in the next section.<br />

5.1. ACTIVE-REGION EMERGENCE<br />

5. Analysis<br />

We have analyzed the formation of a new active region where a s<strong>et</strong> of loops was<br />

visible in UV. Our observations show that these loops were twisted wh<strong>en</strong> they first<br />

appeared in the corona (Table I). In the same way as Leka <strong>et</strong> al. (1996), we interpr<strong>et</strong><br />

our observations as the emerg<strong>en</strong>ce of a twisted flux tube. However, one differ<strong>en</strong>ce<br />

is that Leka <strong>et</strong> al. observed the emerg<strong>en</strong>ce of 5 small bipoles in an already existing<br />

active region, while in our case it is the full active region which is emerging.<br />

Such emerg<strong>en</strong>ce of a twisted flux tube is expected from the rec<strong>en</strong>t <strong>de</strong>velopm<strong>en</strong>t<br />

of the theory analyzing the transport of magn<strong>et</strong>ic flux from the bottom of<br />

the convection zone to the photosphere. In<strong>de</strong>ed both Emon<strong>et</strong> and Mor<strong>en</strong>o-Insertis<br />

(1998) and Fan, Zweibel, and Lantz (1998) show in<strong>de</strong>p<strong>en</strong><strong>de</strong>ntly that a minimum of<br />

magn<strong>et</strong>ic twist is nee<strong>de</strong>d in or<strong>de</strong>r that the flux tube keeps its coher<strong>en</strong>ce during its<br />

rise through the convective zone.<br />

5.2. EVOLUTION IN THE CORONA<br />

What is the expected evolution in the corona of such a flux tube? As the emerg<strong>en</strong>ce<br />

proceeds, a <strong>la</strong>rger part of the twisted flux tube is pres<strong>en</strong>t in the corona, thus, without<br />

dissipation, the twist is expected to grow up to a maximum value (wh<strong>en</strong> the<br />

remaining part of the flux tube in the convective zone is no longer buoyant). This<br />

increase of coronal twist has probably happ<strong>en</strong>ed in our analyzed case earlier in time<br />

but it was difficult to visualize the loop in EUV in this early stage of the emerg<strong>en</strong>ce<br />

(before 19:00 UT on 5 August). Rather, wh<strong>en</strong> we were able to follow the loops,<br />

a continuous <strong>de</strong>crease of twist was observed (Table I). Since the magn<strong>et</strong>ic twist<br />

is closely re<strong>la</strong>ted to the non-pot<strong>en</strong>tiality of the magn<strong>et</strong>ic field and thus to its free<br />

<strong>en</strong>ergy, the <strong>de</strong>crease of twist may be interpr<strong>et</strong>ed as the consequ<strong>en</strong>ce of magn<strong>et</strong>ic<br />

dissipation. In particu<strong>la</strong>r it is well known that a pot<strong>en</strong>tial magn<strong>et</strong>ic field, with no

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