Filament Eruption and Its Reformation Caused by Emerging Magnetic Flux

and

Published 2019 March 27 © 2019. The American Astronomical Society. All rights reserved.
, , Citation Bo Yang and Huadong Chen 2019 ApJ 874 96 DOI 10.3847/1538-4357/ab0c9e

Download Article PDF
DownloadArticle ePub

You need an eReader or compatible software to experience the benefits of the ePub3 file format.

0004-637X/874/1/96

Abstract

We present observations of the eruption and then reformation of a filament caused by its nearby emerging magnetic flux. Driven by the emerging magnetic flux, the emerging positive fluxes moved toward and canceled with their nearby negative fluxes, where the negative ends of a filament channel beneath the filament and a bundle of left-skewed coronal loops overlying the filament were anchored. Complemented by the nonlinear force-free field extrapolation, we find that the coronal magnetic field lines associated with the filament channel and the emerging magnetic fields consist of sheared field lines. Prior to the filament eruption, unambiguous observational evidence indicates that multiple interactions occurred between the emerging magnetic fields and the left-skewed coronal loops, implying a tether-weakening reconnection. Specifically, during the final episode of the tether-weakening reconnection, a remarkable sigmoid structure was formed and lifted up together with the filament. Accordingly, we speculate that the tether-weakening reconnection probably destabilized the filament system and triggered its rise. Subsequently, the filament and the sigmoid structure erupted together and produced a coronal mass ejection. After the eruption, the emerging magnetic fields continued to reconnect with the remaining filament channel, leading to the reformation of the filament. This observation strongly supports the idea that emerging magnetic flux plays an important role in triggering the filament to erupt, and the filament is reformed by magnetic reconnection between the emerging magnetic fields and its nearby filament channel.

Export citation and abstract BibTeX RIS

1. Introduction

Solar filaments, which consist of cool dense plasma that protrudes high into the tenuous hot corona, are elongated absorption features when observed on the solar disk in Hα and some extreme ultraviolet (EUV) lines (Anzer & Heinzel 2005). They are also known as prominences when observed in emission outside of the disk. It is a general consensus that filament channels provide the magnetic environment in the low corona to support the filaments against gravity and to thermally isolate them from the surrounding hot corona. Filament channels are commonly thought to be the birthing ground of filaments. Previous Hα observations have demonstrated that filament channels are associated with fibril structures aligned along the polarity inversion line (PIL), and they are locations of strong magnetic shear and highly nonpotential magnetic fields (Martin 1998; Mackay et al. 2010). In particular, theoretical models (Low & Hundhausen 1995) and observations (Su et al. 2010) have suggested that the magnetic structure of the filament channel should be a magnetic flux rope, which is considered to be the core structure of solar eruptions (Forbes 2000). Once the filaments erupt, they may lead to the energetic flares and coronal mass ejections (CMEs), which represent the main driver of space weather (for reviews see, e.g., Schmieder et al. 2015; Green et al. 2018). Understanding the mechanisms of formation, evolution, and eruption of filaments is key to our understanding of the evolution of magnetic fields on the Sun and the initiation of solar eruptive phenomena.

The magnetic field is at the epicenter of filaments. To reveal the detailed magnetic structures of filaments, a lot of effort has been made to construct the models for filament magnetic fields. In general, two popular models, including the sheared arcade model (e.g., Kippenhahn & Schlüter 1957; Antiochos et al. 1994; DeVore & Antiochos 2000; Aulanier et al. 2002; Welsch et al. 2005) and the magnetic flux rope model (e.g., Kuperus & Raadu 1974; Rust & Kumar 1994; Gibson et al. 2004; Amari et al. 2014), have been proposed and employed to account for the magnetic structures of filaments. In both models, the cool dense plasma of the filaments is preferentially supported in the magnetic dips of the sheared arcade or magnetic flux rope. Many observations, which are supplemented by nonlinear force-free magnetic field (NLFFF) extrapolations, actually have confirmed such a picture (e.g., Canou & Amari 2010; Guo et al. 2010; Amari et al. 2014; Jiang et al. 2014; Bi et al. 2015; Yang et al. 2016b). In contrast, other works have demonstrated that a filament is a dynamic entity and can be supported by sheared arcades without magnetic dips (Karpen et al. 2001; Zou et al. 2016). Guo et al. (2010) found in one filament that the magnetic structures of the filament were the combination of a magnetic flux rope with dipped sheared arcades. In addition, Kuckein et al. (2012) reported that the portion of the filament in the chromosphere was strongly sheared, whereas the photospheric field lines underneath had an inverse polarity configuration. Although the detailed magnetic structures of the filaments are more complex than we thought, these theoretical and observational studies have deepened our understanding of the magnetic structures of filaments.

How the magnetic structures of filaments are formed on the Sun is still an unanswered question in solar physics. On the basis of numerous observational and theoretical works, Mackay et al. (2010) have concluded in a review that there are two possible mechanisms that aim to describe the formation of the magnetic structures of filaments: the surface mechanisms (e.g., van Ballegooijen & Martens 1989; DeVore & Antiochos 2000; Martens & Zwaan 2001; Welsch et al. 2005; Amari et al. 2011) and the subsurface mechanisms (e.g., Rust & Kumar 1994; Low & Hundhausen 1995; Gibson et al. 2004; Okamoto et al. 2008, 2009; Lites et al. 2010). In the surface mechanisms, magnetic reconnection and photospheric motions, such as vortical motions, shearing motions, and converging motions, play an important role in building up the magnetic structures of filaments. The vortical motions at the magnetic footpoints of the flux tubes can directly twist the flux tubes or bring flux systems together, leading to an eventual reconnection and resulting in the formation of filaments (Yan et al. 2015; Yang et al. 2015a; Chen et al. 2018b). The shearing motions and the converging motions, in particular shearing motions along a PIL and converging motions onto a PIL, can drive opposite-polarity magnetic elements together and then facilitate magnetic reconnection and associated magnetic flux cancellation at the PIL, which gradually transforms short sheared arcades into longer helical flux ropes that are capable of supporting filament plasma (van Ballegooijen & Martens 1989; Chae et al. 2001; Gaizauskas et al. 1997; Wang & Muglach 2007). Recently, an increasing number of observations have further validated the surface mechanisms and revealed more details of the formation process of the filaments (Yan et al. 2016; Yang et al. 2016a; Yardley et al. 2016; Zhou et al. 2016; Kumar et al. 2017; Wang et al. 2017). In particular, Yang et al. (2016a) found that magnetic reconnection associated with flux convergence and cancellation can result in the rapid formation of a filament within about 20 minutes. By conducting a three-dimensional magnetohydrodynamic (MHD) simulation, Kaneko & Yokoyama (2017) reproduced this formation process and found that magnetic reconnection can lead not only to flux rope formation but also to filament plasma formation via radiative condensation.

In the subsurface mechanisms, there should be a twisted flux rope generated in the convection zone that then partly emerges into an overlying arcade by buoyancy. Simultaneously, the cool dense plasma residing in the dips of the flux rope or U-loop is lifted by the rising twisted field lines (Rust & Kumar 1994; Lites & Low 1997). Hitherto, only a handful of observations have been in favor of the subsurface mechanisms. By analyzing the evolution of photospheric vector magnetograms under an active region (AR) filament, Okamoto et al. (2008, 2009) presented, for the first time, two solid observational pieces of evidence supporting an emerging horizontal flux rope scenario. The first is that the opposite polarities of a long arcade structure move apart and then come together. The second is that the orientations of horizontal magnetic fields along the PIL on the photosphere change from normal to inverse polarity. In the course of the evolution of the photospheric vector fields, Okamoto et al. (2009) found that the filament above alters its appearance from a single to a fragmented one and back again. In addition, frequent transient brightenings also occurred along the filament segments. Accordingly, Okamoto et al. (2009) suggested that the emerging helical flux rope reconnects with the magnetic fields of the preexisting filament that constructs the longer coherent filament. This scenario has also been reported by Buehler et al. (2016). The observations of Okamoto et al. (2009) and Buehler et al. (2016) implied that magnetic reconnection also plays a key role in the subsurface mechanisms. More recently, Yan et al. (2017) presented a complete process that a small-scale flux rope emerged and then erupted, which produced an M-class flare and a CME. Motivated by Okamoto et al. (2008, 2009), MacTaggart & Hood (2010) simulated the rise of a flux rope from the solar interior into an overlying arcade and confirmed the results of Okamoto et al. (2008, 2009). In contrast, Vargas Domínguez et al. (2012) demonstrated that the observations of Okamoto et al. (2008, 2009) can also be well explained by the flux cancellation process. On the other hand, many numerical experiments have demonstrated that the flux rope can not be bodily lifted into the corona by only using buoyancy and magnetic buoyancy instabilities (Fan 2001; Manchester et al. 2004; Hood et al. 2012). However, as they are impacted by shearing motions and rotational motions, the reconnection of emerging sheared field lines that lie above the emerging tube axis can also lead to the formation of a flux rope (Archontis & Török 2008; Fan 2009; Archontis et al. 2014). Therefore, the subsurface mechanisms are still controversial, and more detailed observations of the newly emerging flux and associated filament formation process need to be further investigated.

Newly emerging magnetic flux plays an important role not only in the formation of filaments but also in the trigger mechanisms for filament eruption (Chen & Shibata 2000; Lin et al. 2001; Syntelis et al. 2017; Dacie et al. 2018; Chen et al. 2019). Feynman & Martin (1995) and Wang & Sheeley (1999) suggested that when newly emerging magnetic flux was oriented favorably for reconnection with the overlying arcade field containing the filament, the following reconnection between them can divert the flux overlying the filament sideways or to greater heights, triggering the slow rise of the filament. However, Lin et al. (2001) analytically investigated the interaction between the emerging magnetic flux and the preexisting coronal magnetic field that contains a flux rope and pointed out that no simple, universal relationship exists between the orientation of the emerging magnetic flux and the likelihood of an eruption. Chen & Shibata (2000) simulated an emerging magnetic flux trigger mechanism and indicated that, when reconnection-favored emerging magnetic flux emerges within the filament channel, it cancels the magnetic fields below the flux rope, and when reconnection-favored emerging magnetic flux appears on the outer edge of the filament channel, it rearranges the global structure of the overlying coronal field. Both different scenarios can reduce the magnetic tension in the flux rope or overlying sheared arcades and lead to the slow rise of the filament. The newly emerging magnetic flux interacted with the filament channel, and the overlying sheared arcades are similar to the tether-cutting (Moore & Labonte 1980; Moore et al. 2001; Ji et al. 2008; Liu et al. 2010; Chen et al. 2014, 2016; Xue et al. 2017) and tether-weakening schemes (Nagashima et al. 2007; Sterling et al. 2007, 2014), respectively. In both schemes, canceling magnetic flux usually happened on or near the PIL and soft X-ray (SXR) or EUV microflarings that occurred repeatedly at the flux emergence sites (Chifor et al. 2007; Sterling et al. 2007, 2014). Chifor et al. (2007) suggested that the microflarings were precursors to the filament eruption and that there was evidence for a tether-cutting mechanism. In the tether-weakening scheme, a solid observational evidence is the formation of longer and higher arching loops in the overlying arcades, which display bright fan-like SXR structure stemming from the microflares (Moore & Roumeliotis 1992; Sterling et al. 2007).

In this paper, with high-quality data acquired by the New Vacuum Solar Telescope (NVST; Liu & Beckers 2001; Liu et al. 2014) and the Solar Dynamics Observatory (SDO; Pesnell et al. 2012), we present the eruption and then the reformation of a filament caused by a newly emerging magnetic flux that emerged close to the negative ends of the filament. This enables us to investigate the trigger and formation mechanisms of the filament in detail. The remainder of the paper is organized as follows: the detailed observations and methods are described in Section 2, the main results are shown in Section 3, and a conclusion and a discussion are given in Section 4.

2. Observations and Methods

The eruption and then reformation of the filament occurred in NOAA AR 11791 on 2013 July 15 and were well-observed by the Atmospheric Imaging Assembly (AIA; Lemen et al. 2012) and the Helioseismic and Magnetic Imager (HMI; Schou et al. 2012) on board the SDO. The AIA instrument takes the full-disk images of the Sun in 10 ultraviolet (UV) and EUV wavelengths and up to 0.5 R above the solar limb. The spatial resolution of the images is 1farcs5 (0farcs6 pixel−1), and the time cadence of the images is up to 12 s. In this study, the 304 Å (He ii, 0.05 MK), 94 Å (Fe xviii, 7 MK), and 193 Å (Fe xii, 1.3 MK and Fe xxiv, 20 MK) images were used. The HMI instrument measures the full-disk continuum intensity images and the line-of-sight (LOS) magnetic field for the Fe i absorption line at 6173 Å. In addition, the continuous photospheric vector field (Turmon et al. 2010) in the so-called HMI Active Region Patches (HARPs) region was also provided by the HMI. The time cadence of the HMI are 45 s (for the continuum intensity images and the LOS photospheric magnetograms) and 720 s (for vector magnetic field data), and the spatial resolution of the HMI is 1farcs0. All images taken from the SDO were then aligned by differentially rotating to the reference time of 03:10 UT on 2013 July 15.

On 2013 July 15, AR 11791 was also observed by the NVST in Hα 6562.8 Å and TiO during two periods (01:15–02:18 UT; 06:10–08:19 UT). The pixel size of the Hα and TiO images are 0farcs163 and 0farcs035, respectively. The time cadence of these images is 12 s. By subtracting dark currents and correcting with flat field, the raw data were first calibrated to Level 1, and then the calibrated images were further reconstructed to Level 1+ by a speckle-masking method (Weigelt 1977). The high-resolution reconstruction process of the NVST data was described in detail by Xiang et al. (2016). On the basis of a high-accuracy solar image registration procedure (Feng et al. 2012; Yang et al. 2015b), all of the NVST images were coaligned with each other. In the present study, the Reuven Ramaty High Energy Solar Spectroscopic Imager (RHESSI; Lin et al. 2002) was also utilized to investigate the hard X-ray sources related to the particle acceleration sites. We used the CLEAN method (Hurford et al. 2002) to reconstruct the RHESSI image at the energy bands of 6–12 and 12–25 keV, with an integration time of 2 minutes (01:54–01:56 UT; 03:01–03:03 UT; 06:39–06:41 UT). To present the variation of SXR 1–8 Å flux in the course of recurrent brightenings and the filament eruption, the observations from the Geostationary Operational Environmental Satellite (GOES) were also utilized. Moreover, observations from the Large Angle and Spectrometric Coronagraph Experiment (LASCO; Brueckner et al. 1995) on board the Solar Heliospheric Observatory (SOHO) were also employed to identify the associated CMEs.

In order to obtain the magnetic field topology of the AR, the "weighted optimization" method (Wheatland et al. 2000; Wiegelmann 2004) was used to perform an NLFFF extrapolation. Before the extrapolation, the very fast inversion of the Stokes vector algorithm (Borrero et al. 2011) was utilized to compute the vector field data, and the minimum energy method (Metcalf et al. 2006; Leka et al. 2009) was used to resolve the remaining 180° azimuth ambiguity. To remove the projection effect, the HARP vector field data were remapped to a lambert cylindrical equal-area projection and then transformed into standard heliographic spherical coordinates. In addition, the bottom boundary vector data were reprocessed by a procedure developed by Wiegelmann et al. (2006). This process drives the observed non-force-free data toward suitable boundary conditions for a force-free extrapolation.

3. Results

3.1. Overview of AR 11791 and the Filament

The AR 11791 was located at about S15°E03° on 2013 July 15. Figures 1(a), (b) illustrate the general appearances of the AR. The leading polarity of the AR was composed of a few positive penumbra spots, and its following polarity mainly consisted of two negative sunspots, labeled as "N" and "n1," respectively. The newly emerging magnetic flux emerged at the northeast of N and its positive polarity, labeled as "p," moved toward n1. As a result, magnetic flux cancellation between the opposite-polarity magnetic flux patches p and n1 occurred when they collided with each other. Its negative polarity partly merged with N and partly moved to the east of N, forming several negative penumbra spots labeled as "n." The filament of interest showed up as a J-shape (panel (c)), with its positive ends apparently rooted in the leading penumbra spots "P" and its negative ends rooted in the trailing sunspot N. When viewed from the positive-polarity side of the filament, the axial field component of the filament points to the right. In addition, some left-skewed coronal loops overlying the filament and connecting the leading positive penumbra spots "p1" to n1 were also observed in the AIA 193 Å image (panel (d)). According to the definition of the filament chirality (Martin 1998), these observations demonstrate that the filament is dextral, which is in conflict with the empirical hemispheric chirality rule of filaments.

Figure 1.

Figure 1. Overview of the NOAA AR 11791 and the filament at 00:30 UT on 2013 July 15. Panel (a) shows the SDO/HMI vertical image. Panel (b) shows the HMI continuum intensity image. Panels (c) and (d) display the cotemporal AIA 304 Å and 193 Å images showing the general appearance of the filament. Iso-Gauss contours of ±600 G are superposed by blue and white lines in panels (b)–(d). In panel (b), the letters "n," "n1," and "N," register the negative magnetic flux patches, while "p," "p1," and "P" denote the positive magnetic flux patches. The field of view (FOV) of panel (b) is outlined by the yellow dotted rectangle in panel (a). The green dotted box marks the FOV of panels (c) and (d), the red dotted box denotes the FOV of Figure 3(i), the white dotted box shows the FOV of Figure 5, and the black dotted box indicates the FOV of Figures 6(a)–(e).

Standard image High-resolution image

3.2. Recurrent EUV Brightenings Prior to the Filament Eruption

Prior to the filament eruption, the light curves of GOES SXR flux and RHESSI HXR flux displayed a total of nine impulsive peaks from 01:20 UT to 02:20 UT (as indicated by the arrows in Figure 2(a)). It is noted that each impulsive peak except the eighth was consistent with a RHESSI HXR source at almost the same location. Scrutinizing the EUV observations from the SDO/AIA movie (see the animation of Figure 2), we found that a series of EUV brightenings occurred repeatedly near the negative ends of the filament from about 00:50 UT to 02:30 UT. The snapshots of the recurrent brightenings and the evolution of the filament are shown in a sequence of AIA 304 Å (Figures 2(b)–(d)), NVST Hα (Figures 2(e)–(g)), and AIA 94 Å (Figures 2(h)–(j)) images. When contours of HMI magnetograms were superimposed on simultaneous AIA 304 Å (Figure 2(c) and 94 Å (Figure 2(h) images, it became clear that the recurrent EUV brightenings were exactly originating from the region where the opposite-polarity magnetic flux patches p and n1 collided. We also overlaid the RHESSI HXR sources on the AIA 304 Å (Figure 2(c) and 94 Å (Figure 2(i) images and found that the RHESSI HXR sources in the energy ranges of 6–12 keV appeared almost coincident with the strongest EUV brightenings. Accordingly, we speculate that the impulsive peaks except the eighth should be closely related to the recurrent EUV brightenings. All of these observational features suggest that magnetic reconnection may occur between the emerging magnetic flux and the magnetic structures that rooted in n1.

Figure 2. Evolution of the filament and the recurrent EUV brightenings at the flux emergence sites. Panel (a) displays the GOES SXR flux at 1–8 Å (black) and added the RHESSI HXR light curves at the energy ranges of 3–6 keV (blue) and 6–12 keV (pink), respectively. Panels (b)–(d) are AIA 304 Å images, (e)–(g) are NVST Hα line center images, and (h)–(j) are AIA 94 Å images. Simultaneous HMI magnetograms are overplotted on panels (c), (e), (g), and (h) as blue/white contours for positive/negative polarity, with contour levels of ±500 G. The cyan contours (60%, 80%, and 90% of the maximum X-ray flux) in panels (c) and (i) represent the RHESSI 6–12 keV source. The dotted line "AB" in panel (b) marks the slit position of the time slice shown in Figure 4(a). An animation of panels (b)–(d) and (h)–(j) is available. The animation has a 5 s cadence, covering 00:30 UT–02:30 UT.

(An animation of this figure is available.)

Video Standard image High-resolution image

By tracking the evolution of the EUV brightenings in detail, we found two stages of interaction between the emerging magnetic flux and the magnetic structures rooted in n1. The first stage of interaction occurred from about 00:50 UT to about 01:20 UT. In this time interval, we observed that the recurrent EUV brightenings in the AIA 94 Å observations first appeared at the opposite-polarity magnetic flux region and then noticeably elongated along the lower edge of the filament in opposite directions. As a result, the lower edge of the filament was progressively brightened (Figure 2(h)). In addition, the AIA 304 Å observations (Figure 2(b)) show that hot material also originated from this region and moved along the lower edge of the filament in opposite directions. Along slice "AB" marked in Figure 2(b), a spacetime plot was constructed from AIA 304 Å images, and the result is provided in Figure 4(a). The hot material spread along the lower edge of the filament in opposite directions is clearly shown on the spacetime plot. Via performing linear fittings to the outer edge of the hot material, we found that the hot material moved to the positive ends of the filament at a projected velocity of about 80.0 km s−1 and to the negative ends of the filament at about 74.5 km s−1. In the chromosphere, the NVST Hα image (Figure 2(e)) shows that footpoint brightenings appeared at the positive footpoints of the filament P, the negative footpoints of the left-skewed coronal loops n1, and the footpoints of the emerging magnetic flux (p and n). On the basis of these observations, we speculate that the magnetic reconnection that took place in this stage is very likely between the emerging magnetic flux and the magnetic structures, which should be the fibril structures of the filament channel connecting P to n1 and underneath the filament. The magnetic reconnection that occurred in this stage shows some similarities with the tether-cutting scheme (Moore et al. 2001; Chifor et al. 2007; Ji et al. 2008; Chen et al. 2016; Xue et al. 2017).

The second stage of interaction occurred after about 01:20 UT and continued until the eruption of the filament. Likewise, recurrent EUV brightenings and hot material that originated in the opposite-polarity magnetic flux region appeared again. However, the hot material does not spread along the filament in opposite directions but along a trajectory consistent with the position of the left-skewed coronal loops (Figure 2(c)). In the AIA 94 Å observations, the left-skewed coronal loops were progressively illuminated, and bright fan-like structures stemming from the source region of the EUV brightenings were formed (Figures 2(i)–(j)). In the chromosphere, the NVST Hα images (Figures 2(f)–(g)) show that footpoint brightenings mainly appeared at the footpoints of the the emerging magnetic flux (p and n) and the left-skewed coronal loops (p1 and n1). Apart from that, dark fibrils striding the filament and rooting in p1 and N were observed in the Hα image (Figure 2(f)). These observations provide solid evidence that magnetic reconnection happened between the emerging magnetic flux and the left-skewed coronal loops overlying the filament. The reconnection between them produced the recurrent EUV brightenings, the material flows, and the footpoint brightenings and heated the plasma on the reconnected field lines forming the bright fan-like structures. Moreover, the reconnection may divert the negative footpoint of the left-skewed coronal loops to N, producing the dark fibrils striding the filament and rooting in p1 and N. The magnetic reconnection occurred in this stage is indicative of the tether-weakening scheme (Moore & Roumeliotis 1992; Nagashima et al. 2007; Sterling et al. 2007), which will lead to the slow rise of the filament.

3.3. Eruption of the Filament

Figure 3 shows the eruption process of the filament. Shortly before the rise of the filament at about 02:45 UT, a more intense EUV brightening appeared at the opposite-polarity magnetic flux region (panels (a) and (e)). This intense EUV brightening is characterized by a C1.0 flare, which starts at 02:33 UT, peaks at 02:57 UT, and ends at 03:03 UT registered by GOES. During the flare, a remarkable sigmoid structure (panels (f)–(g)), which was manifested as a bright inverse S-shaped hot channel (Zhang et al. 2012; Cheng et al. 2013), was gradually formed. However, in this study, the inverse S-shaped hot channel was not strictly along the PIL. It connected p1 to n and strode over the filament (as indicated by the composite image in panel (j)). Similarly, a RHESSI HXR source in the energy ranges of 6–12 keV was also found spatially coincident with the EUV brightenings (panel (f)). These features indicate that tether-weakening reconnection further occurred between the emerging magnetic flux and the left-skewed coronal loops, which resulted in the flare and the formation of the inverse S-shaped hot channel. In the course of the flare, the filament was observed to rise slowly (panels (b)–(d)). Meanwhile, an inspection of the movie (see the animation of Figure 3) reveals that filament materials moved to both the positive and negative footpoints of the filament. Accompanying the slow rise of the filament, the inverse S-shaped hot channel progressively expanded (panels (g), (h)). Subsequently, after about 03:15 UT, the filament together with the inverse S-shaped hot channel erupted violently to the southeast and ejected out of the FOV of panels (a)–(h). Panel (i) demonstrates the erupted filament in a larger FOV. It is worth noting that two dimming regions, which correspond to the footpoints of the inverse S-shaped hot channel p1 and n, were gradually formed and identified through the AIA 193 Å image (panel (k)). As suggested by many previous studies (Sterling & Hudson 1997; Jiang et al. 2003; Tian et al. 2012), these dimming regions should be due to the reduction in plasma density in the footpoints of the expanding and erupting magnetic volume, such as filament and sigmoid structure. It is registered by GOES that the eruption of the filament is accompanied by a C3.0 flare that starts at 03:11 UT, peaks at 03:44 UT, and ends at 04:08 UT. In addition, as shown in the LASCO/C2 white-light base-difference image, the eruption of the filament finally produced a CME (detailed information of this CME, see the LASCO CME catalog: https://cdaw.gsfc.nasa.gov/CME_list/UNIVERSAL/2013_07/univ2013_07.html).

Figure 3. Sequence of AIA 304 Å (panels (a)–(d) and (i)) and 94 Å (panels (e)–(h)) images showing the eruption of the filament. (j) Composite image of the AIA 304 Å and 94 Å passbands displaying the overlying sigmoid structure and the rising filament. AIA 193 Å (panel (k)) image showing the associated coronal dimming (as indicated by the arrows). (l) LASCO/C2 white-light base-difference image exhibits the CME. Likewise, the cyan contours (60%, 80%, and 90% of the maximum X-ray flux) in panel (f) represent RHESSI 6–12 keV source. Iso-Gauss contours of ±500 G are superposed by blue and white lines in panels (e) and (k). The arrow "CD" in panel (i) marks the slit position of the time slice shown in Figure 4(b), while the green dotted line in panel (g) outlines the expanding sigmoid structure. The dashed box in panel (i) shows the FOV of panels (a)–(d), (e)–(h), and (j)–(k). An animation of panels (a)–(i) is available. The animation has a 5 s cadence, covering 02:30 UT–04:30 UT.

(An animation of this figure is available.)

Video Standard image High-resolution image

To comprehensively investigate the entire eruption process of the filament, a spacetime plot, which is approximately along the erupting direction (as indicated by the long white arrow "CD" in panel (i)) of the filament, was constructed from AIA 304 images, and the result is presented in Figure 4(b). One can see that the filament primarily experiences two distinct motion stages: a slow rise phase immediately followed by a sudden eruption phase. An application of linear fittings to the outer edges of the erupting filament gives average speeds of 30.8 km s−1 and 180.8 km s−1 for the slow rise phase and the sudden eruption phase, respectively. It is noted from the GOES SXR flux that a small hump, which corresponds to the peak of the C1.0 flare just before the onset of the main C3.0 flare, appeared. The rise of the filament occurred after the onset of the C1.0 flare and continued until the initiation of the C3.0 flare, and the sudden eruption of the filament occurred during the C3.0 flare. Shen et al. (2012) have reported a similar observation and they suggested that their observation supports a magnetic breakout scenario. Here, these observational signatures indicate that tether-weakening reconnection occurred between the emerging magnetic flux and the left-skewed coronal loops and resulted in the C1.0 flare, which is found to be closely related in time to the slow rise phase of filament. It seems that the C1.0 flare, which was produced by the final episode of tether-weakening reconnection, was a direct trigger of the slow rise of the filament, even though the final episode of tether-weakening reconnection was found to be the most intense and was closely related in time to the slow rise phase of filament. However, we can not discern whether the slow rise of the filament was mainly caused by the final episode of tether-weakening reconnection. In our observations, the tether-weakening reconnection happened before the C1.0 flare diverted the negative footpoints of the left-skewed coronal loops to N, while the final episode of tether-weakening reconnection diverted the negative footpoints of the left-skewed coronal loops even to n. All of these reconnection processes play a role in lengthening the left-skewed coronal loops overlying the filaments, which can reduce the magnetic tension force that restrains the filament, thus destroying the magnetic balance of the filament system and leading to the rise of the filament. Therefore, we suggest that the slow rise of the filament may be triggered by a series of tether-weakening reconnection processes.

Figure 4.

Figure 4. (a), (b) Time slices made from AIA 304 Å images separately along the dashed lines AB and the arrow CD in Figures 2(b) and 3(i). The declining dashed lines in (a) mark the linear fitting to the outer edges of the brightening, while the declining dashed lines in (b) mark the linear fitting to the outer edges of the erupting filament. The cyan curve denotes the GOES SXR flux at 1–8 Å. The vertical dashed lines indicating the start time of the C1.0 and C3.0 flares, respectively.

Standard image High-resolution image

3.4. Reformation of the Filament

Previous observations have reported that successive filaments may reform during or within a few hours after the filament eruption (Joshi et al. 2014; Yan et al. 2015; Chen et al. 2018a; Cheng et al. 2018). However, the detailed reformation process has rarely been captured. In our observation, after the filament erupted, another filament reformed at the position of the erupted one. Figure 5 shows the reformation process of the filament in the NVST Hα images (panels (a)–(h)) and the AIA 304 Å images (panels (i)–(p)). After the filament erupted, a filament channel, which consists of fine chromospheric fibrils connecting P to n1, were effectively identified by the NVST high-resolution Hα image (panel (a)). These chromospheric fibrils lie below the erupted filament, providing evidence to support our previous result that magnetic reconnection occurred between the emerging magnetic flux and the fibril structures of the filament channel, resulting in the formation of bidirectional flows along the lower edge of the filament. At about 06:22 UT, 2 hours after the C3.0 flare, brightenings started to appear at the opposite-polarity magnetic flux region once more (panels (b) and (j)). When contours of the RHESSI HXR 6–12 (cyan) and 12–25 (blue) keV sources were superimposed on a 304 Å image (panel (i)), it became clear that the RHESSI HXR sources were spatially coincident with the EUV brightening. Subsequently, it is clear from the NVST Hα images (panels (c)–(f)) that a cluster of dark fibril structures was lifted from the brightening region and then merged with the filament channel. By scrutinizing the AIA observations (panels (k)–(i)), we found that bright material, which probably implies heated plasma, was also injected into the filament channel at the same time. As a consequence, a significant new filament was gradually formed (panels (g) and (n)). The reformed filament underwent a series of dynamic evolution from about 07:00 UT to 09:00 UT (panels (f)–(h) and (panels (m)–(n)). Meanwhile, the filament material underwent a to-and-fro movement along its axis. The material of the filament first moved to the eastern ends of the filament (as indicated by the curved arrow in panel (g)) and then moved to the western ends of the filament (as indicated by the curved arrow in panel (h)), and then back again. The movement of the filament plasma and the dynamic evolution of the filament can be clearly seen on the associated animation. Finally, the filament gained an inverse S-shape, with its western ends at the positive ends of the erupted filament and rooted in P, and with its eastern ends at the negative ends of the emerging magnetic flux and rooted in n (panel (p)). By considering the shape of the filament and the magnetic field polarity around it, the chirality of the filament was identified as dextral (Martin 1998), which is in line with the erupted one. These observations provide indisputable evidence that the reformation of the filament is caused by magnetic reconnection between the emerging magnetic flux and the remaining filament channel underneath the erupted filament.

Figure 5. Sequence of NVST Hα line center (panels (a)–(h)) and AIA 304 Å (panels (i)–(p)) images showing the reformation process of the filament. Iso-Gauss contours of ±500 G are superposed by blue and white lines in panels (a), (j), and (p). In panel (a), the red arrow points to a filament channel, which consists of fine fibril structures connecting P to n1. The curved arrows in panels (g) and (h) denote the moving direction of the cool materials along the axis of the filament. The cyan and blue contours (60%, 80%, and 90% of the maximum X-ray flux) in panel (i) denote the RHESSI 6–12 and 12–25 keV sources, respectively. The animation has an 8 s cadence, covering 06:10 UT–08:20 UT.

(An animation of this figure is available.)

Video Standard image High-resolution image

3.5. Photospheric Magnetic Field Evolution

Because continuous EUV brightenings occurred at the opposite-polarity magnetic flux region, the underlying photospheric magnetic field evolution in this region should contain the key clues to reveal the eruption and formation mechanisms of the filament. Through checking the HMI data, we found that significant flux emergence commenced in the northeast of the negative sunspot N. This is shown by the HMI vertical images in Figures 6(a)–(d). The flux emergence has been observed since the start of the observation at 20:00 UT on 2013 July 14. It persisted for the following 7 hours and ceased at about 03:00 UT on 2013 July 15. As is common behavior for emerging magnetic flux, the positive and negative poles of the emerging magnetic flux moved away from each other (panels (a), (b)). The positive pole, p, moved northwest and then approached the negative sunspot n1 (panels (a), (b)), which is first located at the northwest of N and gradually moved northeast. As a result, p collided and canceled with n1 and then the area of p and n1 reduced simultaneously (panels (b)–(d)). However, the negative pole moved southeast and partly merged with N and partly moved to the east of N, forming several negative penumbral sunspots n (panels (a)–(d)). The temporal evolution of the negative and positive magnetic flux in the cancellation area is shown by the blue and red curves, respectively, in Figure 7. One can see that the positive flux persistently increased from 20:00 UT on 2013 July 14 to about 01:00 UT on 2013 July 15, while the unsigned negative flux persistently increased from 20:00 UT on 2013 July 14 to about 00:00 UT on 2013 July 15. The increase in the positive flux contributed to the emerging magnetic flux moving into the red calculation box. However, the increase in the unsigned negative flux is due to the movement of the negative sunspot n1 into the blue box (as shown in Figure 6(d)). It is visible on Figure 7 that the obvious decrease of the positive flux and the unsigned negative flux actually happened from about 01:00 UT on 2013 July 15 and continued until the end of the observation. During this time interval, the recurrent brightenings occurred, the filament erupted and reformed.

Figure 6.

Figure 6. SDO/HMI vertical images showing the convergence and cancellation of opposite polarities at the region covering the negative footpoint of the filament (panels (a)–(d)). HMI continuum intensity image (panel (e)) and NVST TiO images (panels (f)–(h)) present the evolution of the sunspots. The green dotted box in panel (e) indicates the FOV of panels (f)–(h). The letters "n," "n1," "N," and "p" have the same meaning as in Figure 1(b). In panels (a) and (c), the red and blue arrows denote the horizontal magnetic field vectors, which originate from a negative and positive longitudinal field where the magnitude exceeds 50 G. The red and blue dotted boxes in panel (d) enclose the area are used to calculate the magnetic flux from positive and negative polarities, respectively.

Standard image High-resolution image
Figure 7.

Figure 7. Temporal evolution of the positive magnetic flux (red) and negative magnetic flux (blue) in the red and blue dotted boxes shown in Figure 6(d). The vertical dashed lines denotes the time when the flux cancellation obviously occurs.

Standard image High-resolution image

It is notable that the transverse fields, which are represented by the short red and blue arrows with the arrow length proportional to the relative field strength and the alignment parallel to the field direction, at the flux cancellation sites were changed and enhanced significantly (panels (a) and (c) of Figure 6). Before the flux cancellation, there was connection of transverse fields among p, N, and n (panel (a)), which distinctly confirms that the negative pole of the emerging flux partly mixed with N and partly formed the negative penumbral sunspots n. However, at this moment, connection of transverse fields between p and n1 was not identified (panel (a)). The lack of connection between p and n1 indicates that p and n1 belong to two topologically unconnected magnetic systems. With the occurrence of the recurrent EUV brightenings associated with the flux cancellation, it is evident that sheared transverse fields, which are rooted at p and connected to n1, appeared (panel (c)). This means that new connectivity between the canceling flux p and n1 were established during the magnetic reconnection between the newly emerged positive fluxes p and its nearby negative fluxes n1. As suggested by Wang & Shi (1993) and Zhang et al. (2001), the appearance of sheared transverse fields between the canceling opposite polarities may imply that the opposite polarities in the canceling magnetic features are not the footpoints of a single flux loop, but the footpoints from two separated loops. These observations suggest that magnetic reconnection occurred in the lower atmosphere, and the flux cancellation should be the result of magnetic reconnection in the lower atmosphere (Wang & Shi 1993; Yang et al. 2018).

To further reveal the detailed evolution of the photosphere during the flux emergence and cancellation, the HMI continuum intensity (Figure 6(e)) and the high-resolution NVST TiO images (Figures 6(f)–(h)) were also checked. At the flux emergence stage, it is obvious that a series of penumbral fibrils, which apparently connect the positive spot p with the main negative sunspot N, appeared (Figures 6(e), (f). As a result, the positive sunspot p and the main negative sunspot N share a common penumbra, indicating that a δ sunspot is formed. In the course of the recurrent EUV brightenings and associated flux cancellation, these penumbral fibrils were sheared (Figure 6(g). In particular, the most striking features in the flux cancellation stage was that another significant new penumbra consisting of alternating dark and bright fibrils gradually appeared between the positive spot p and the negative spot n1 (Figures 6(g), (h)). Comparing panel (h) with panel (c), it is clear that the sheared penumbral fibrils connect p to n1. The emerging positive spot p and the negative spot n1 also share a common penumbra, meaning that another δ sunspot is created during the flux cancellation. The rapid formation of a δ sunspot associated with flux cancellation has been reported by Wang et al. (2013). They interpreted their observations as being due to the eruption of a flux rope following flux cancellation at the PIL, during which the reclosed magnetic arcades are pushed down toward the solar surface to form the new penumbra. Generally, δ sunspots are believed to be formed by the emergence of a flux rope from the convection zone (Linton et al. 1999; Fang & Fan 2015; Takasao et al. 2015; Knizhnik et al. 2018) or the interaction of two emerging flux ropes (Toriumi et al. 2014; Jouve et al. 2018). In this observation, the first δ sunspot is directly formed by the flux emergence. However, the second one is the result of the interaction between the emerging magnetic flux and its nearby magnetic fields. The formation of the second δ sunspot is accompanied with continuous brightenings and associated flux cancellation. The gradual appearance of the penumbral fibrils between p and n1 is direct and compelling evidence that magnetic connectivity between p and n1 was gradually established by the magnetic reconnection in the lower atmosphere. The reconnection in the lower atmosphere may result in the formation of new sheared magnetic arcades near the solar surface to form the penumbra. These observations also indicate that the flux emergence and its driven flux cancellation may responsible for the development of the magnetic δ configuration of the AR.

3.6. Magnetic Field Configuration

With the aid of the photospheric vector magnetograms observed by the SDO/HMI, we carried out an NLFFF extrapolation to reconstruct the coronal magnetic field of the AR at 01:00 UT (before the eruption of the filament) and 06:12 UT (just before the reformation of the filament) on 2013 July 15. The results are presented in Figure 8. Different from many previous studies (Guo et al. 2010; Yan et al. 2015; Yang et al. 2016b; Zou et al. 2016; Hou et al. 2018), we detected no flux rope or sheared magnetic field lines that are capable of supporting the concerned filament. However, the emerging magnetic fields (as indicated by the yellow lines) and the overlying left-skewed coronal field lines (as indicated by the green lines) are well reconstructed by the NLFFF extrapolation. It is clear that the emerging magnetic fields are sheared. In particular, a bundle of sheared field lines (as delineated by the white lines), which connect P to n1, existed before and after the filament eruption. From Figures 6(a) and 8, we can see that these sheared field lines are found to match strikingly well with the Hα filament channel. Thus, we deduce that the magnetic structure of the filament channel should be the sheared arcades and that the filament channel is indeed lying below the filament. The extrapolated results may reinforce our ideas that the first stage of interaction before the filament eruption occurred between the emerging magnetic fields and the filament channel beneath the filament, and the reconnection between the emerging magnetic fields and the filament channel resulted in the reformation of the filament. Moreover, the reconnection between the emerging magnetic fields and the overlying left-skewed coronal loops can lead to the formation of a set of longer left-skewed coronal loops connecting p1 to N or n and a set of short loops connecting p1 to n1. The longer left-skewed coronal loops may be manifest as the bright fan-like loops and the hot channel, whereas the short loops may be manifest as the bright sheared loops (see Figures 3(g), (h)) in the corona and as sheared penumbral fibrils in the photosphere.

Figure 8.

Figure 8. HMI vertical field images (a), (b) superimposed with selected NLFFF lines. The yellow lines in all panels represent the emerging magnetic field lines that are rooted in P, N, and n. The white lines in all panels indicate a bundle of sheared magnetic field lines that are rooted in P and n1, whereas the green lines in panel (a) are the overlying left-skewed coronal magnetic field lines that are rooted in p1 and n1.

Standard image High-resolution image

4. Conclusion and Discussion

Taking advantage of the high-resolution observations from NVST and SDO, we study in detail the eruption and then reformation of a filament caused by a newly emerging magnetic flux, which emerged close to the negative ends of the filament in NOAA AR 11791. Because of the flux emergence and its driven flux cancellation, the AR developed a magnetic δ structure. Driven by the emerging magnetic flux, the newly emerged positive fluxes moved toward and canceled with their nearby negative fluxes, where the negative ends of a filament channel underneath the filament and a bundle of left-skewed coronal loops overlying the filament were rooted. Supplemented by an NLFFF extrapolation, the sheared magnetic field lines of the filament channel and the emerging magnetic fields are extrapolated. Unambiguous indications of magnetic reconnection between the canceling flux patches are identified, including the appearance of sheared transverse fields between the canceling opposite polarities, the formation of a δ sunspot, as well as the occurrence of EUV brightenings repeatedly at the flux cancellation sites. By tracking the evolution of the brightenings, we find two distinct stages of reconnection prior to the rise of the filament. The first stage of reconnection occurred between the emerging magnetic fields and the fibril structures of the filament channel, resulting in the recurrent EUV brightenings and the bidirectional flows along the axis of the filament. The emerging magnetic fields further interacted with the left-skewed coronal loops, indicating the second stage of reconnection, which produced the recurrent EUV brightenings and associated bright fan-like structures striding the filament and stemming from the source region of the EUV brightenings. In particular, during the final episode of the second stage of reconnection, a remarkable sigmoid structure was formed and lifted up together with the filament. These observational features imply a tether-weakening reconnection, which diverted the negative footpoints of the left-skewed coronal loops to the negative footpoints of the emerging magnetic flux and resulted in lengthening the left-skewed coronal loops. Therefore, the magnetic tension force that restraining the filament was reduced, and thus the filament system was destabilized and began to rise. Subsequently, the filament and the sigmoid structure erupted together and produced a CME. After the filament eruption, the emerging magnetic fields continued to reconnect with the filament channel. A bundle of dark fibril structures was lifted from the flux cancellation region and then merged with the filament channel. At the same time, hot plasma was injected into the filament channel. As a consequence, a new filament was formed. Our observation suggests that magnetic reconnection driven by the emerging magnetic flux plays a vital role not only in the triggering mechanism of filament eruption but also in the formation of filament.

Emerging magnetic flux has served as a strong catalyst for the filament eruption onset. Previous observations and simulations have suggested that reconnection-favored emerging magnetic fluxes are tightly corrected with filament eruption (Feynman & Martin 1995; Wang & Sheeley 1999; Chen & Shibata 2000; Dacie et al. 2018). As magnetic reconnection happens between the emerging magnetic fields and the magnetic arcades overlying the filament, it is called tether-weakening reconnection by some authors (Moore & Roumeliotis 1992; Nagashima et al. 2007; Sterling et al. 2007, 2014). Chen & Shibata (2000) carried out a two-dimensional MHD numerical simulation and found that when a reconnection-favored emerging magnetic flux emerges within the filament channel, it cancels the magnetic fields below the filament, resulting in the rise of the filament due to loss of equilibrium, and when a reconnection-favored emerging magnetic flux appears on the outer edge of the filament channel, it reconnects with the coronal loops overlying the filament, which can divert these loops sideways or to great height, thus reducing the magnetic tension that restrains the filament, destabilizes the filament system, and then leads to its rise. In our observations, the emerging magnetic flux is reconnection favored, as defined by Feynman & Martin (1995), and it is close to the negative ends of the filament. The emerging magnetic fields first reconnected with the filament channel underneath the filament. However, during this stage of reconnection, our observations show that the filament is stable, and the filament system is not destabilized by the reconnection. The rise of the filament happened after a series of reconnections that occurred between the emerging magnetic fields and the left-skewed coronal loops overlying the filament. More precisely, the rise of the filament was accompanied with the formation of a remarkable sigmoid structure during the final episode of the reconnection. In the course of the expansion and eruption of this sigmoid structure, two dimming regions gradually developed at its footpoint region. In particular, this sigmoid structure can be seen on only the AIA 94 and 131 Å images. On the basis of these observational results, we speculate that this sigmoid structure should be the EUV hot channels reported by Zhang et al. (2012). The magnetic reconnection occurred between the emerging magnetic fields, and the left-skewed coronal loops produced two sets of new magnetic field lines: a set of short loops that connects the emerging positive fluxes p to the negative footpoints of the left-skewed coronal loops n1 and a set of new long left-skewed loops that connects the positive footpoints of the left-skewed coronal loops p1 to the emerging negative fluxes N or even n. In our observation, the occurrence of the recurrent EUV brightenings at the flux cancellation sites and the formation of the δ sunspot in the photosphere are indicative of the formation of the short loops. The formation of the bright fan-like structures, which strides over the filament and stems from the source region of the EUV brightenings, and the sigmoid structure are solid evidence that new long left-skewed loops were formed. In this study, the presented observations are very similar to the simulation of Chen & Shibata (2000). On the basis of these observational results, we suggest that the rise of the filament is likely triggered by the reconnection between the emerging magnetic flux and the magnetic arcades overlying the filament. Once the filament starts to rise, the overlying arcades should be stretched, a current sheet should be formed in the arcades below the rising filament, reconnection then would set in the current sheet, and the following reconnection in the current sheet could cause the filament to erupt to form a CME (Chen & Shibata 2000; Lin & Forbes 2000).

The formation of AR filaments is tightly related to emerging magnetic flux. Previous observations (Okamoto et al. 2009; MacTaggart & Hood 2010) and simulations (Archontis & Török 2008; Fan 2009; Archontis et al. 2014) have demonstrated that the emergence of a flux rope or sheared field lines combined with magnetic reconnection, which is driven by shearing and rotational motions during the flux emergence, are key elements in the subsurface model of the filament formation. When a flux rope emerges underneath a filament, the reconnection between them can create a new filament (Okamoto et al. 2009; MacTaggart & Hood 2010; Buehler et al. 2016). As emerging sheared field lines, which lie above the emerging tube axis, are impacted by shearing motions and rotational motions, the reconnection of them can also lead to the formation of a flux rope (Archontis & Török 2008; Fan 2009; Archontis et al. 2014). Our observation provides a unique perspective on the formation of a filament caused by magnetic reconnection between the emerging magnetic field lines and a filament channel. In this study, we found that the magnetic fields emerged close to the negative ends of a filament channel. After the filament erupted, the filament channel underneath the erupted filament became visible. The filament channel consists of sheared fine chromospheric fibrils that connect P to n1 and can be effectively identified by the NVST high-resolution Hα image (Figure 5(a)). The emerging magnetic fields directly reconnected with the sheared fine chromospheric fibrils of the filament channel, resulting in the EUV brightenings that appeared at the flux cancellation sites, and a cluster of dark fibril structures was lifted from the flux cancellation region and merged with the filament channel. Furthermore, hot plasma was injected into the filament channel at the same time. As a consequence, the filament reformed at the position of the erupted one. These observational features are unambiguous evidence that magnetic reconnection between the emerging magnetic fields and the filament channel directly leads to the reformation of the filament. This observation indicates that both emerging magnetic flux and its driven magnetic reconnection are indispensable elements in the formation of AR filament.

On the basis of many observations and simulations, Mackay et al. (2010) have concluded that there are there promising models, including the injection model, the levitation model, and the evaporation–condensation model, accounting for the formation of cool dense plasma in the filament. In the injection model, through a series of magnetic reconnection processes, chromospheric plasma is injected into the filament channel in the form of jets or upflows (Wang & Sheeley 1999; Chae 2003; Liu et al. 2005; Zou et al. 2016; Tian et al. 2018; Wang et al. 2018). In this model, magnetic reconnection is very likely to occur when an emerging magnetic flux encounters an empty filament channel (Liu et al. 2005; Wang et al. 2018). The levitation model proposed that the cool dense plasma of the filament can be directly lifted from the photosphere by emerging or reconnected field lines (Rust & Kumar 1994). The evaporation–condensation model proposed that evaporated flows from the chromosphere can lead to radiative condensation in the coronal loops to form the filament (Antiochos et al. 1999; Keppens & Xia 2014; Xia & Keppens 2016). However, in this model, in order to drive the evaporated flows from the chromosphere, there needs to be strong steady artificial heating at the footpoints of the coronal loops. Recently, Kaneko & Yokoyama (2015, 2017, 2018) demonstrated that the change of the magnetic topology in a coronal magnetic field via magnetic reconnection can trigger radiative condensation, which results in filament formation. More recently, Li et al. (2018) observed the coronal condensation during the magnetic reconnection between a system of open and closed coronal loops. They pointed out that magnetic reconnection and thermal evolution must be treated together and that plasma condensation may naturally arise during the magnetic reconnection process. In the present study, the formation of the filament may be the result of more than one mechanism at work. Initially, photospheric plasma should be lifted to chromospheric heights by the emerging magnetic field lines and then heated and ejected into the filament channel via magnetic reconnection between the emerging magnetic fields and the filament channel. As triggered by the reconnection, the injected hot plasma should be condensed in the magnetic structure of the filament (Kaneko & Yokoyama 2015, 2017, 2018). However, the real and detailed formation process of the cool dense plasma in the filament must be more complicated than we thought and needs further investigation.

We thank the anonymous referee for constructive comments and suggestions that have improved the quality of the manuscript. We also thank Jiayan Yang, Yi Bi, Junchao Hong, Haidong Li, Zhe Xu, and Hechao Chen for useful comments, as well as Rui Wang, and Xiao Zhou for helpful discussions. The data used in this paper are courtesy of the NVST, SDO, RHESSI, SOHO, and GOES science teams. This work is supported by the Natural Science Foundation of China, under grants Nos. 11703084, 11633008, 11873088, and 11573012; the CAS "Light of West China" Program; the Open Research Program of the Key Laboratory of Solar Activity of Chinese Academy of Sciences (grant No. KLSA201809); the CAS grant No. QYZDJ-SSW-SLH012; and the grant associated with the Project of the Group for Innovation of Yunnan Province.

Please wait… references are loading.
10.3847/1538-4357/ab0c9e