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As mentioned above, the delignification rate during ozonation is determined by
the rate at which ozone is transferred from the gas to the liquid phase. Thus,
ozone delignification – particularly at medium consistency – depends heavily on
efficient mixing of the ozone/oxygen gas with the pulp fiber suspension. The
volumetric gas–liquid mass transfer coefficient, k La, characterizes the efficiency of
gas–liquid mixing. Analogous to oxygen delignification, the solubilization of
ozone in the acidified pulp suspension is accomplished by high-shear mixing (see
Section 7.2). The influence of process variables on k La during the course of highshear
mixing was investigated by Rewatkar and Bennington [25]. An increase in
the fiber mass concentration (pulp consistency) clearly leads to a decrease in k La.
This is explained by the increase in apparent viscosity of the suspension, which in
turn reduces the extent of turbulence in the liquid phase throughout the suspension
(apparent viscosity, la, relates to pulp consistency, C m, according to the equation
la = 1.5. 10–3. C m
3.1, which gives an apparent viscosity of 1.9 Pa.s for a pulp
suspension with a consistency of 10%, which is 1900-fold that of pure water [26]).
In addition, pulp consistency also affects the flow regime of the suspension. As
pulp consistency increases, the amount of gas dispersed in the suspension
decreases because the size of the cavities that form behind the rotor blades
increases [25]. Furthermore, k La depends on power consumption per unit reactor
volume, e, and on the gas void fraction, X g. It was shown that the energy dissipation
decreases exponentially as pulp consistency increases, while the overall power
consumption remains constant. Power consumption, however, decreases with
increasing gas void fraction (X g), particularly above X g = 0.3–0.4, whereas k La
increases with increasing X g. Rewatkar and Bennington [25] have established an
empiric equation where the introduced process variables are related to k La:
kLa _ 1_17 _ 10_4 _ e1_0 _ X 2_6
g _ Exp __0_386 _ cm _ _102_
where: e = power dissipation per unit reactor volume (W m–3); Xg = gas void fraction
(–); and Cm= pulp consistency (%).
By using typical mill data [27],where e= 1.47.106Wm–3, X g= 0.158 and C m = 1 0%,
k La calculates to 0.03 s–1.
As demonstrated in Chapter 7 (Section 7.2.4), high-shear mixing exerts high
shear forces to the liquid–solid interface of the immersed fibers, thus reducing
the thickness of the immobile water layer. Nevertheless, the reaction between
ozone and the pulp constituents remains under the control of diffusion of the dissolved
ozone through both the remaining immobile water layer and the cell wall
(including the diffusion of reaction products through the cell wall and the water
layer into the bulk solution). This leads to the conclusion that the efficiency of medium-
consistency ozone bleaching also depends on mixing time, even under fully
turbulent conditions. The influence of mixing time on the performance of mediumconsistency
ozone bleaching of two different dissolving wood pulps was investigated
by using a laboratory high-shear mixing system [28]. The results (see Fig. 7.86
confirm that the retention time in commercial medium-consistency, high-shear
802 7Pulp Bleaching
0 5 10 15 20
ΔKappa / kg O
-charge
Ozone consumption rate:
B-AS: 3 kg O
charge/odt
E-PHK: 3 kg O
charge/odt
4 kg O
charge/odt
Ozone consumption yield [%]
Mixing time [s]
0,0
0,2
0,4
0,6
1,40
1,45
1,50
performance of commercial system:
e.g.: two-mixers in series
Specific kappa number reduction:
B-AS
E-PHK
Fig. 7.86 Influence of mixing time of a laboratory
high-shear mixer on ozone consumption
rate and specific kappa number reduction
(Dkappa kg–1 O3-charge) of an EO-pretreated
beech acid sulfite dissolving pulp (B-AS, kappa
1.8) and an OO-pretreated eucalyptusprehydrolysis
kraft (E-PHK pulp, kappa 2.6)
(according to Refs. [16,28]). Ozone bleaching
conditions: 50 °C, 10% consistency, pH 2,
X g = 0.23for both O3-charges (3.0 and
4.0 kg odt–1, respectively) PO3 = 60–90 kPa,
e = 2.5. 106 Wm–3, impeller speed = 50 s–1.
mixers which typically equals less than 1s is certainly not sufficient to obtain a
quantitative conversion rate [28].
It can be seen clearly that concurrently for both pulps, a mixing time of 7–10 s
under turbulent flow conditions is required to reach a complete reaction yield.
Similar results have been obtained by other researchers [29–31]. [Comparisons of
the performance of an industrial medium-consistency ozone bleaching system
comprising the installation of two high-shear mixers in series to ensure a long
mixing time are shown in Figs. 7.105 and 7.106.] Despite a mixing time of
approximately 3.5 s, the large-scale medium-consistency ozone bleaching system
attains only 70–75% of the efficiency of a laboratory system with a typical mixing
time of 10 s, considering an ozone charge of 3–4 kg O3 odt–1 [16]. The prolongation
of mixing time, for example, by installing several high-shear mixers in series,
clearly produces both a very high specific energy consumption (a typical industrial
high-shear mixer allowing a mixing time of ca. 1s has an energy consumption of
ca. 6 kWh odt–1 or 11 kWh odt–1 including a medium-consistency pump) and a
modification of the fiber properties, mainly with respect to pulp freeness
(decreases) and sheet stretch per unit tensile strength (increases) [32]. Laboratory
mixer experiments revealed that fiber properties are mainly affected by the impeller
geometry, especially with respect to fiber curl, and not by mixing time, whereas
fiber wall dislocations are more related to residence time in the mixer [33]. Indus-
7.5 Ozone Delignification 803
trial medium-consistency mixers produce minimal fiber curl increase, and this is
attributed to a uniform shear gap between the stationary and rotating elements,
as well as a very short mixing time. Mielisch et al. reported that, after prolonged
high-intensity mixing, the beating resistance and tensile strength of an OP-prebleached
spruce kraft pulp decreased while tear strength increased in the range of
low beating degrees [29].
Thus, the question arises if – similar to oxygen delignification – retention of the
ozone-containing gas and the pulp suspension in a pressurized tower leads to
further oxidation of the pulp components. However, several laboratory studies
revealed that no considerable delignification occurs in a pressurized tower after
mixing, while the ozone consumption yield further increases, as shown graphically
in Fig. 7.87.
The reason for the low reactivity of medium-consistency ozone bleaching in the
absence of high-shear mixing may be explained by the low ozone concentration in
the gas phase, the slow mass transfer rate of ozone through the liquid film to the
reaction site in the cell wall due to long diffusion paths, and the high instability of
dissolved ozone in the aqueous phase. The increasing consumption rate of ozone
over time, but without any additional chemical reaction with the pulp compo-
0 5 10 15 20
0.2
0.3
0.4
0.5
0.6
Ozone consumption yield [%]
Δ Kappa / kg O
-charge
Retention time under pressure [min]
ΔKappa / O
-charge
Ozone yield
Fig. 7.87 Influence of retention time after highshear
mixing at a given pressure (0.6 MPa) on
the ozone consumption yield and specific
kappa number reduction (Dkappa kg–1 O3-
charge) of an EO-pretreated beech acid sulfite
dissolving wood pulp (B-AS, kappa 1.9, viscosity
627 mL g–1). Ozone bleaching conditions:
55 °C, 10% consistency, ozone charge: 2.2–
2.3kg odt–1, pH 2, carry-over 5 kg COD odt–1,
X g = 0.23, e = 2.5. 106Wm–3, impeller
speed = 50 s–1.
804 7Pulp Bleaching
nents, is a clear indication of ozone decomposition. The observations made in laboratory
trials that a subsequent pressurized tower after mixing has almost no
effect on delignification are also confirmed in industrial practice. Consequently,
medium-consistency ozone bleaching operates with no subsequent bleaching
tower. The system pressure is released in a subsequent blow tank with gas separation
and a scrubber to clean the gas from fibers before it enters the ozone destruction
unit. In some cases, a small reactor with a retention time of about 1min is
inserted between the mixer(s) and the pulp discharger.
In medium-consistency mixing, a turbulent flow regime – in the presence of
gas – can only be maintained if the gas void fraction (X g) is limited to a certain
value (see Table 7.36). By exceeding this value, gas cavities are formed which prevent
efficient micro-scale mixing. The first trials of medium-consistency ozone
bleaching in 1986 in Baienfurt, Germany, were unsuccessful because ozonation of
the medium-consistency pulp suspension was performed at almost atmospheric
pressure conditions. Finally, laboratory trials have shown that reducing the gas
void fraction by compressing the ozone containing gas enables an efficient
delignification performance (Fig. 7.88).
Figure 7.88 shows that efficient medium-consistency ozone bleaching is limited
to a gas void fraction of about X g = 0.3, with a mixing time of 10 s. Similar experiences
were reported by others. For example, Funk et al. showed that the pilot plant
0.0 0.2 0.4 0.6 0.8
0.0
0.2
0.4
0.6
0.8
1.0
ΔKappa / kg O
-charge
X
g
, gas void fraction, V
g
/(V
g
+V
L
)
Fig. 7.88 Influence of the gas void fraction on the specific
kappa number reduction of an O-pretreated eucalyptus prehydrolysis-
kraft pulp, kappa 4.7. Ozone bleaching conditions:
50 °C, 9.2% consistency, ozone charge: ~ 3.0 kg odt–1, pH2,
impeller speed = 50 s–1, 10 s mixing time.
7.5 Ozone Delignification 805
medium-consistency ozone plant operated successfully up to a gas void fraction of
0.35 [34], while pilot plant trials at Paprican revealed a significant decrease in the
efficiency of delignification when exceeding a gas void fraction of about 0.36 [35].
The breakthrough for medium-consistency ozone bleaching was certainly the
development of a technology to compress ozone-containing gas [36–39]. Keeping
the pressure as high as possible is also advantageous, as ozone solubility and
retention time both increase. In modern medium-consistency ozone plants, the
pressure in the gas feeding points before the mixers is between 0.6 and 1.0 MPa.
The relationship between the possible maximum ozone charge in one mediumconsistency
mixer at a given limit for X g with the corresponding reaction conditions,
such as ozone concentration in the feed gas, pulp consistency, pressure inside
the mixer and temperature is detailed in Tab. 7.36. The technology of ozone
bleaching is introduced in Section 7.5.6.
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