The application of the Gunn-Peterson constraint on
the amount of smoothly distributed neutral material along the line of sight
to distant objects requires the hydrogen component of the diffuse IGM to
have been highly ionized by z 5
[53], and the helium
component by z
2.5
[12].
From QSO absorption studies we also
know that neutral hydrogen at early epochs accounts for only a small
fraction, ~ 10%, of the nucleosynthetic baryons
[33]. It thus appears
that substantial sources of ultraviolet photons were present at z
5,
perhaps low-luminosity quasars
[26] or a
first generation of stars in
virialized dark matter halos with Tvir ~
104-105 K
[46],
[25],
[44].
Early star
formation provides a possible explanation for the widespread existence of heavy
elements in the IGM
[11],
while reionization by QSOs may
produce a detectable signal in the radio extragalactic background at meter
wavelengths
[40].
Establishing the character of
cosmological ionizing sources is an efficient way to constrain competing
models for structure formation in the universe, and to study the collapse and
cooling of small mass objects at early epochs.
![]() |
Figure 4. Left: comoving space density of
bright QSOs as a
function of redshift. The data points with error bars are taken from
[27]
(filled dots),
[61]
(filled squares),
[52]
(crosses), and
[31]
(filled pentagon).
The empty triangles show the space density of the Parkes flat-spectrum
radio-loud quasars with P > 7.2 x 1026 W
Hz-1 sr-1
[29].
Right: comoving emission rate of hydrogen Lyman-continuum
photons (solid line) from QSOs, compared with the minimum rate
(dashed line) which is needed to fully ionize a fast recombining (with
ionized gas clumping factor C = 30) EdS universe with
|
What keeps the universe ionized at z = 5? The problem can be
simplified by
noting that the breakthrough epoch (when all radiation sources can see
each other in the Lyman continuum) occurs much later in the universe than
the overlap epoch (when individual ionized zones become simply
connected and every point in space is exposed to ionizing radiation).
This implies that at high redshifts the ionization equilibrium is actually
determined by the instantaneous UV production rate
[39]. The
fact that the IGM is rather clumpy and still optically thick at overlapping,
coupled to recent
observations of a rapid decline in the space density of radio-loud quasars
and of a large population of star-forming galaxies at z 3, has some
interesting implications for rival ionization scenarios and for the star
formation activity at < 3 < z < 5.
The existence of a decline in the space density of bright quasars at redshifts beyond ~ 3 was first suggested by [45], and has been since then the subject of a long-standing debate. In recent years, several optical surveys have consistently provided new evidence for a turnover in the QSO counts [27], [61], [52], [31]. The interpretation of the drop-off observed in optically selected samples is equivocal, however, because of the possible bias introduced by dust obscuration arising from intervening systems. Radio emission, on the other hand, is unaffected by dust, and it has recently been shown [54] that the space density of radio-loud quasars also decreases strongly for z > 3. This argues that the turnover is indeed real and that dust along the line of sight has a minimal effect on optically-selected QSOs (Figure 4, left). The QSO emission rate (corrected for incompleteness) of hydrogen ionizing photons per unit comoving volume is shown in Figure 4 (right) [39].
Galaxies with ongoing star-formation are another obvious source of Lyman
continuum photons. Since the
rest-frame UV continuum at 1500 Å (redshifted into the visible band for a
source at z 3) is
dominated by the same short-lived, massive stars
which are responsible for the emission of photons shortward of the Lyman edge,
the needed conversion factor, about one ionizing photon every 10 photons at
1500 Å, is fairly insensitive to the assumed IMF and is independent of the
galaxy history for t >> 107 yr.
Figure 4 (right) shows the estimated
Lyman-continuum luminosity density of galaxies at z
3. (3) The data
point assumes a value of
fesc = 0.5 for the unknown fraction of ionizing
photons which escapes
the galaxy HI layers into the intergalactic medium.
A substantial population of dwarf galaxies below the detection threshold,
i.e. having star-formation rates < 0.3 M
yr-1, and with a
space density in excess of
that predicted by extrapolating to faint magnitudes the best-fit
Schechter function, may be expected to form at early times in hierarchical
clustering models, and has been recently proposed by
[44] and
[39]
as a possible candidate for photoionizing the IGM at these epochs. One
should note that, while highly reddened galaxies at high
redshifts would be missed by the dropout color technique (which isolates
sources that have blue colors in the optical and a sharp drop in the
rest-frame UV), it seems unlikely that very dusty objects (with
fesc
<< 1) would contribute in any significant manner to the ionizing
metagalactic flux.
3 At
all ages 0.1 Gyr one has
L(1500) / L(912)
6 for a Salpeter mass function and constant SFR
[6].
This number neglects any correction
for intrinsic HI absorption. Back.