The observed signatures of the non-thermal (NT) activity in the
intra-cluster medium (ICM) were described in details by
Rephaeli et
al. 2008
- Chapter 5, this volume and
Ferrari et
al. 2008
- Chapter 6, this volume. Here we give a brief summary. The first and
least controversial radiative signature comes from radio
observations. Synchrotron emission by a population of relativistic
electrons is the only possible model for the production of this
radiation. In the case of the Coma cluster, the radio spectrum may be
represented by a broken power law
(Rephaeli
1979),
or a power law with a rapid steepening
(Thierbach
et al. 2003),
or with an exponential cutoff
(Schlickeiser
et al. 1987),
implying the presence of electrons with similar
spectra. Unfortunately, from radio observations alone one cannot
determine the energy of the electrons or the strength of the magnetic
field. Additional observations or assumptions are
required. Equipartition or minimum total (relativistic particles plus
fields) energy arguments imply a population of relativistic electrons
with Lorentz factor
~
104 and magnetic field
strength of B ~ µG, in rough agreement with the Faraday
rotation measurements (e.g.
Kim et
al. 1990).
Rephaeli
(1979)
and
Schlickeiser
et al. (1987)
also pointed out that the electrons responsible for the
radio emission, should also produce a spectrum of hard X-ray (HXR)
photons (similar to that observed in the radio band), via inverse
Compton (IC) scattering of the Cosmic Microwave Background (CMB)
photons. This emission is estimated to be the dominant emission
component around 50 keV. Detection of HXR radiation could break the
degeneracy and allow determination of the magnetic field and the energy
of the radiating electrons. In fact, because the energy density of the
CMB radiation (temperature T0)
uCMB = 4 ×
10-13(T0 / 2.8 K)4
erg cm-3 is larger than the magnetic energy density
uB = 3 ×
10-14(B / µG)2 erg cm-3,
one expects a higher flux of HXR than radio radiation.
As already described in the above mentioned papers by Rephaeli et
al. and Ferrari et al., recently there has been growing evidence for
this and other signatures of the NT activity. Excess HXR and extreme
ultraviolet (EUV) radiation are observed at the high and low ends of the
usual soft X-ray (SXR) thermal Bremsstrahlung (TB)
radiation. Fig. 1 shows all the flux
F (
) (or
equivalently the energy density
u(
) =
4
F
(
) / c) of the above
mentioned and other radiation for the Coma cluster. However, for the
excess radiation not only the exact mechanisms
are controversial but even their NT nature is questioned. The observed
spectra of the excess radiation often can be fit by thermal spectra with
higher and lower temperatures than that needed for the SXR observations
with almost the same confidence as with a NT power law. The most natural
NT process for these excesses (specially for HXRs) is the IC scattering
of the CMB photons. However, the relatively high observed HXR fluxes
require a large number of relativistic electrons, and consequently a
relatively low magnetic field for a given observed radio flux. For Coma,
this requires the (volume averaged) magnetic field to be B ~
0.1-0.3 µG, while equipartition gives B ~
0.4 µG and Faraday rotation measurements give the (average
line-of-sight) field of B ~ 3 µG
(Giovannini
et al. 1993,
Kim et al. 1990,
Clarke et
al. 2001,
Clarke 2003).
In general the Faraday rotation measurements of most clusters give B
> 1 µG; see e.g.
Govoni et
al. (2003).
Because of this apparent difficulty, various authors (see, e.g.
Enßlin
et al. 1999,
Blasi 2000)
suggested that the HXR radiation is due to non-thermal Bremsstrahlung by
a second population of NT electrons with a power law distribution in the
10 to 100 keV range. In what follows we examine the merits and
shortcomings of the mechanisms proposed to interpret these
observations. We first consider the EUV observations briefly and then
address the thermal and NT (IC and non-thermal Bremsstrahlung) radiation
model for the HXR observations.
![]() |
Figure 1. The flux of all observed
electromagnetic radiation for the Coma cluster
including cosmic microwave background (CMB), cosmic background light
(CBL) and static magnetic field (obtained from their energy density
u( |