International Journal of Astronomy
p-ISSN: 2169-8848 e-ISSN: 2169-8856
2013; 2(4): 65-81
doi:10.5923/j.astronomy.20130204.03
Vijaykumar H Doddamani 1, Raveesha K H 2, K R Subramanian 3
1Dept of Physics, Bangalore University, Bangalore, Karnataka, India
2Dept of Physics, CMR Institute of Technology, Bangalore, Karnataka, India
3Indian Institute of Astrophysics, Bangalore, Karnataka, India
Correspondence to: Raveesha K H , Dept of Physics, CMR Institute of Technology, Bangalore, Karnataka, India.
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Type II and Type III bursts are probably the most intensively studied form of radio emission in all of astrophysics. Immense effort has gone into the elucidation of both the observational and theoretical aspects. The bursts have captured the attention of plasma theorists because a considerable body of information exists on the plasma parameters and there is adequate space and time in the solar corona for the evolution of various particle and wave processes. Type II radio bursts are indicative of shock propagation in the corona and inner heliosphere, accompanied by electron acceleration. They are good indicators of shocks that eventually cause sudden commencement of geomagnetic storms. In our work, we have studied the type II bursts and their association with type III bursts during the decreasing phase after the peak phase of solar cycle 23. For the period 2002-2004, type II and type III bursts data of Culgoora observatory is referred. The parameters such as duration drift rate, shock speed, band width of these associated/non associated bursts are compared. Results indicate that except in the case of duration and bandwidth, the above parameters almost remain uniform for associated and non associated type II bursts.
Keywords: Shock Speed, Drift rate, Plasma Frequency, Dynamic Spectrum
Cite this paper: Vijaykumar H Doddamani , Raveesha K H , K R Subramanian , Statistical Analysis of Associated and Non Associated Type II Solar Radio Bursts during the Decreasing Phase of Solar Cycle 23, International Journal of Astronomy, Vol. 2 No. 4, 2013, pp. 65-81. doi: 10.5923/j.astronomy.20130204.03.
N is the electron density in cm-3It is clear that for the type III bursts extending to low frequencies the exciting agent escapes from the Sun. The nature of the exciting agent has been hypothesized to be both proton[9, 36] and electron streams[37]. There are theoretical grounds for the choice of proton streams as the excitation agent[11]. However, protons of the requisite energy (~50MeV) are rarely observed to be emitted by the Sun, and when they are emitted, they are not necessarily accompanied by type III radio emission but rather by type IV and type[19] raises the possibility that proton flux from a type III burst is too small to be observed above galactic cosmic ray background. Solar electros of ~c/3 velocity (~32keV) energy are frequently observed in the interplanetary medium. Almost every solar electron event of ~40keV is accompanied by such type III burst emission[19]. The plasma hypothesis was confirmed by interferometer measurements of the type III source height at different frequencies which showed successively lower frequencies being emitted from successively greater heights [37]. Interferometerobservations show that the average radial velocity varies from 0.2c to 0.8c between the 60 and 45 MHz plasma levels. Individual type III bursts observed over a frequency range from 200 to 12MHz, i.e. from 0.15Ro to 2Ro above the photosphere, have rift rates which correspond to radial source velocities ~c/3. Wang et al[34] studied type III groups and concluded that type III bursts may be caused by energetic electrons accelerated during a non linear reconnection process in the larger magnetic loop of solar corona. During the reconnection, the magnetic field will become more complex in local smaller area, there will be some explosive and fast instability, such as Tokamak instability, in the smaller area which might case the relevant change in induced electric field and cause acceleration of electrons.The distinguishing characteristic of type III bursts is their harmonic structure; because this has been a subject of controversy and their circular polarization. Harmonic structures are exhibited by a significant proportion of type III bursts at meter and decameter wavelengths. The frequency ratio of harmonic to fundamental averages to 1.8:1 with a range from 1.6:1 to 2.0:1[36]. Type III bursts do not always drift down to very low frequencies. On many occasions bursts observed at metric wavelengths are not observed at decametric wavelengths, and similarly many bursts are not observed at hectometric and kilometric wavelengths which are seen by ground based observations which extend to decametric wavelengths[14]. The reasons for these cutoffs are not well understood. To study the possibility whether the exciting agent is impeded or dispersed in its progress outward through corona, Alvarez, et al[1] studied type III bursts which extend to kilometric wavelengths (frequencies ≤ 0.350MHz at height ≥ 50Ro) and compared them with > 45KeV electron events observed at 1AU.They found that one to one correspondence exists between kilometric wavelength type III burst above a threshold of approximately 10-13 W/m2/Hz and >45Kev observed at 1AU.They concluded that streams of ~10-100keV electrons are the exciting agents for the type III bursts and that ~ 5 x 1032 electrons with energy > 100keV are emitted in a strong type III burst. A problem which remains is to explain the cutoff of many types III bursts before they reach kilometric wavelengths. They observed that such correlation may be due to stopping of the electron beam before it reaches 1AU.The time profiles of the radio emission contain important information about the particle streams and their interaction with the interplanetary medium. A study of the characteristic range of these parameters with distance from Sun can lead to a better understanding of the propagation and interaction of energetic particles in the interplanetary medium, Evans et al[7]. The time profile of type III solar bursts can be used for the determination of the coronal temperature if we assume that the decay of the emission is due to the damping of plasma oscillations by electron-ion collisions[17]. The temperature T is related to the damping constant through the formula
f is the frequency in hertzτ is damping constant in seconds. The frequency drift rate at meter wavelengths according to Alvarez and Haddock (1973) is given by
Here f is in MHz and
is in MHz/sThe drift rates were converted to velocity by assuming that the bursts propagated along a coronal streamer possessing the density distribution of Newkirk streamer model[25].![]() | Figure 1. Typical example of Type III radio burst observed with BIRS observatory on 18/02/2012.The bursts begin at 05:50UT and are observed at till 06:14UT |
Ve is the exciter speed in terms of velocity of light (Km/s)R is the distance from the Sun in solar RadiiD is the Deceleration in Km/s2The position of type III burst radiation source is determined by the path of the exciting particles in space. Due to the smaller gyro radii, the electrons are forced to follow the magnetic field direction. The starting heights of the type III bursts may not be regarded as the actual heights where the acceleration is initiated; the location of the exciter origin is obscured. Zaitsev[41] concluded that in a spatially bound stream inspite of quasi linear relaxation plasma waves can be generated for a long time owing to faster particles escaping out of the front of the stream.
s is the duration in secondsf is the bandwidth in MHz.Statistical studies have shown that duration of type II bursts is about 5-15 minutes. The radio emission is considered to be due to a plasma emission process which involves the following steps.1. An instability condition is set up due to propagation of an exciting agency through the corona resulting in the generation of high frequency plasma waves at the local plasma frequency fp.2. These plasma waves (Langmuir waves) scatter on the background ions resulting in electromagnetic waves of roughly the same frequency which propagate towards the observer and are detected as fundamental emission. Two plasma waves can coalesce resulting in an electromagnetic wave at a frequency 2fp which is observed as harmonic component. The condition for instability is maintained for the duration the agency passes through a given plasma layer. Once the agency leaves the layer, there is no more free energy available so the plasma waves decay to the thermal level and the generation of electromagnetic waves ends. The agency is a shock wave.
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