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    Water Research 36 (2002) 1043–1055

    Wastewater disinfection by ozone: main parameters for

    process design

    Pei Xua, Marie-Laure Janexb, Philippe Savoyeb, Arnaud Cockxc,Valentina Lazarovab,*

    aLaboratoire Hydrosciences, MSE, UMR no. 5569, Uni versit!e Montpellier II, 34095 Montpellier cedex 5, FrancebOndeo Services-CIRSEE, 38 Rue du Pr !esident Wilson, 78230 Le Pecq, France

    cLaboratoire GPI, INSA, 135 avenue de Rangueil, 31077 Toulouse cedex 4, France

    Received 1 March 2000; accepted 30 May 2001

    Abstract

    Wastewater disinfection by ozone was investigated at pilot scale on different wastewater effluents. Variations in

    operating conditions showed that a very low hydraulic retention time (2 min) was sufficient for efficient fecal coliform

    inactivation, provided a sufficient ozone dose was transferred to the effluent. Therefore, the transferred ozone dose

    appeared to be the critical parameter for the design of wastewater disinfection. As a consequence, the ‘‘Ct’’ approach

    commonly applied in drinking water treatment should not be used for wastewater ozonation. Design parameters of 

    ozonation were proposed for two types of regulations, and for effluents of different qualities. It was demonstrated that

    only with an efficient filtration step one can meet stringent standards such as the California Title 22 criteria. In all cases,

    viruses were totally inactivated; consequently, viruses do not constitute a limiting factor in wastewater disinfection by

    ozone.

    The standard drinking water model failed to match the experimental data obtained on real wastewater effluents.

    A modified approach was successfully developed, based on the simultaneous consumption of ozone by the

    microorganisms and the organic matrix. r 2002 Elsevier Science Ltd. All rights reserved.

    Keywords:   Wastewater disinfection; Ozone; Process design; Water quality; Wastewater reuse; Disinfection modelling

    1. Introduction

    Wastewater reuse has become an attractive option for

    protecting the environment and extending availablewater resources. In the last few years, there has been a

    significant diversification of water reuse practices, such

    as green space and crop irrigation, recreational im-

    poundment, various urban uses including toilet flushing,

    industrial applications and water supply augmentation

    through groundwater or reservoir recharge [1,2]. The

    safe operation of water reuse systems depends on the

    reliability of wastewater disinfection, which is the most

    important treatment process for public health protec-

    tion. The health-related microbiological regulations [3]

    and the more recent impetus of producing virus-freeeffluents [4] require the development of highly effective

    advanced disinfection processes. Chlorination is still the

    most widely used means to inactivate pathogenic

    microorganisms in water and wastewater, but alterna-

    tive technologies have to be evaluated because of 

    increasing concern over undesirable byproducts after

    chlorination and its inefficiency in eliminating some

    epidemic microorganisms at low chlorine doses [5,6].

    Ozone has been proved to be one of the most effective

    disinfectants and is widely used to inactivate pathogens

    in drinking water, especially in Europe [7,8]. Design

    engineers in the US began to evaluate ozone for

    *Corresponding author. Tel.: +33-134-802-251; fax: +33-

    130-536-207.

    E-mail address:   [email protected]

    (V. Lazarova).

    0043-1354/02/$ -see front matter r 2002 Elsevier Science Ltd. All rights reserved.

    PII: S 0 0 4 3 - 1 3 5 4 ( 0 1 ) 0 0 2 9 8 - 6

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    wastewater disinfection in the early 1970s. However,

    because of operational and maintenance problems that

    appeared in the first generation of facilities, it has been

    considered to be a less attractive alternative to chlorine

    than UV disinfection. Also, many researchers initially

    sought to achieve a measurable level of dissolved ozone

    residual in treated wastewater, which resulted in highozone dosages that were not economically feasible [9].

    Earlier studies pointed out the need for a thorough

    investigation of wastewater ozone treatment in order to

    predict disinfection performance and design the disin-

    fection system for wastewater disinfection [10–12].

    The present study investigates the main factors related

    to ozone disinfection performance, for the purpose of 

    facilitating its design and application to wastewater

    disinfection.

    2. Materials and methods

    Experiments were performed in a continuous-flow

    pilot plant with different types of effluents to evaluate

    ozone disinfection performance on different target

    microorganisms.

    2.1. Experimental set-up: continuous-flow ozone pilot

     plant

    Ozonation tests were conducted in two different pilots

    designed as bubble diffuser columns (Fig. 1), which were

    operated in continuous counter-current mode. Ozone

    between 2% and 6% was generated from oxygen (95– 

    98% purity), with generators provided by Ozonia. The

    specifications of the ozone generators and contactors

    used and the operating conditions are given in Table 1.

    Tracer test studies were performed by impulse

    injections of sodium chloride in the different operating

    conditions on both pilots. This made it possible to

    characterize the pilots as a series of two to five CSTRs.

    Salt recovery showed that dead zones were between 5%and 12% for the smaller hydraulic retention times

    (HRT), and up to 25–30% for the highest HRT (10 min

    in pilot 1, and 15 min in pilot 2). This was taken into

    Fig. 1. Schematic diagram of the continuous-flow ozone pilot plant.

    P. Xu et al. / Water Research 36 (2002) 1043–10551044

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    account to calculate real contact times when data were

    expressed as a function of ‘‘Ct’’.The ozone concentrations in the influent gas and off-

    gas were measured by UV absorbance monitors.

    Residual ozone concentration in water was analysed

    by the indigo carmine method of [13], using HACH DR/

    2000 spectrophotometer. The mass transfer efficiency in

    the columns was found to be consistently 55% and 30– 

    50%, respectively, in the pilots 1 and 2. In order to

    compare the data, the transferred ozone dose (TOD)

    was used as a descriptive parameter throughout the

    study. It is defined as follows:

    TOD ¼  Qgas

    =Qliq

    ð½O3

    g in

      ½O3

    g out

    Þ;   ð1Þ

    where   Qgas   and   Qliq   are gas and water flow rates,

    respectively, [O3]g in   is the ozone concentration in the

    feed gas to the column, [O3]g out  is the ozone concentra-

    tion in the off-gas leaving the column. For a given set of 

    operating conditions, a time interval of three to four

    times the mean hydraulic retention time was allowed to

    reach steady state and take samples. In order to study

    the effect of post-contact without additional ozone

    introduction, water samples were taken from the outlet

    of the column and were kept in a brown bottle without

    light or air, to be analysed after a controlled contact

    time.

    2.2. Determination of ozone demand 

    The immediate ozone demand of the effluents,  X ; wasevaluated from the plots of the ozone residual vs. the

    transferred ozone dose during disinfection tests, accord-

    ing to the method proposed by Roustan et al. [14].   X 

    represents the minimum dose to be transferred to get

    measurable ozone residual in the water. Mathematically,

    the concept is represented by the following equations,

    where the ‘‘instantaneous’’ demand would correspond to

    an infinite rate constant

    d½O3

    dt  ¼ K Lað½O3 * ½O3Þ  kD½O3   if TOD >  X ;

    ½O3 ¼ 0 and d½O3

    dt  ¼ 0 if TODoX ;   ð2Þ

    where   K La   is the mass transfer coefficient; [O3]* is the

    equilibrium (maximum) concentration of dissolved

    ozone, [O3], corresponding to Henry’s law;   kD   is the

    first order decay constant, in min1. TOD is the

    transferred ozone dose calculated by

    TOD ¼ Z   t

    0

    K Lað½O3 *   ½O3Þ dt:   ð3Þ

    Eq. (2) can easily be solved in an open, completely mixed

    reactor (CSTR with a contact time   t) to estimate the

    ozone concentration

    ½O3 ¼ TOD   X 

    1 þ kDt:   ð4Þ

    2.3. Wastewater characterisation

    Effluents from three different wastewater treatment

    plants (WWTP) were used for the studyFtwo second-

    ary effluents and one tertiary effluent. The secondarytreatment trains in Evry, France (48,000m3 d1) and

    Washington, UK (90,000m3 d1) are similar: pretreat-

    ment, primary clarification, activated sludge (extended

    aeration and high rate activated sludge, respectively),

    secondary clarification and discharge. The tertiary

    treatment train in Indianapolis, USA (300,000 m3 d1)

    consists of dual media filtration and chlorination after

    primary clarification, and coupled bio-roughing and

    activated sludge nitrification facilities. The effluent for

    pilot testing was taken after the tertiary filtration. The

    main characteristics of the effluents during the tests are

    given in Table 2.

    Table 1

    Characteristics of the ozone pilots and operating conditions used in the study

    Parameter Pilot 1 Pilot 2

    (Evry, France/Washington, UK) (Indianapolis, USA)

    Column height, m 2.6 3.6

    Column diameter, m 0.15 0.30

    Porous plate porosity,   mm 100 50

    Hydraulic retention time, min 2–10 3–15

    Number of CSTRs in seriesa 2–5 2

    Applied ozone dose, mg L1 3–16/4–50 1–35

    Transferred ozone dose, mg L1 2–13/4–30 0.5–12

    aObtained by tracer tests in the different operating conditions.

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    Fecal Coliforms and  E. coli  were chosen as standard

    fecal indicators in the study, because they are usually

    regulated for wastewater discharge or reuse. Other

    microorganisms were also studied in the case of the

    Washington effluent: enterococci  Clostridium  (as surro-

    gates for more resistant organisms),   Salmonellae, en-

    teroviruses and F-specific bacteriophages (considered a

    good model for virus disinfection [15]). The microbio-

    logical methods used were based on the French and UK

    Industry Standard Methods [16] with additional dilution

    of the samples to appropriate levels. The analytical

    methods are detailed in Table 3.

    A number of physico-chemical parameters were

    monitored on the effluents before and after ozonation

    using Standard methods for pH, TOC, Turbidity, SS,

    total and filtered COD, TOC, BOD5, UV 254 abs. (total

    and after filtration), N–NO2, alkalinity, Mictotox tests

    for toxicity and particle size distribution. To investigate

    the effect of ozonation on colour abatement, absorbance

    at 400 nm was used to characterise apparent colour.

    Water appears to be coloured when dissolved matter

    absorbs visible light or when suspended particles scatter

    light (Rayleigh scattering). Finally, to stop the effect of 

    ozone residual on microorganism concentration after

    Table 2

    Wastewater characteristics, average (min–max)

    Parameter Tertiary effluent Secondary effluent

    Indianapolis (USA) Evry (France) Washington (UK)

    Suspended solids (mg L

    1

    ) 2.3 (o

    1–4) 5 (3–6) 18 (7–33)COD, (mg O2  L1) 30 (24–38) 36 (26–56) 71 (41–150)

    TOC (mgL1) 8 (5.5–10.2)   o10 (o10–14) 26 (o11–30)

    UV 254 abs (m1) 15.5 (12.5–20.8) 22.2 (17.4–20.8) 34.9 (26.0–50.9)

    pH 7 (6.9–7.2) 7.3 (7.3–7.4) 7.5 (7.4–8.0)

    Fecal coliforms (log CFU per 100 mL)   F   3.6–4.5 4.3–6.5

    E. coli  (log CFU per 100 mL) 2.7–4.3   F F

    Clostridium  (log CFU per 100mL)   F   3.0–4.5 3.6–5.5

    Table 3

    Analytical methods for microbiological parameters

    Parameters Analytical methods

    E. coli  (Indianapolis/Evry) Standard method 9222 O-M/Enterolert, Idexx (CIRSEE)

    Fecal coliforms (Indianapolis/Washington) Standard method 9222 D-M/membrane filtration: incubation on 0.45mm membrane

    lauryl sulphate Broth for 4 h at 371C then 14h at 441C. Enumeration of presumptive

    fecal coliforms and confirmation by subculture into lactose peptone water at 371C in

    conjunction with an oxidase test

    Enterococci Membrane filtration: incubation on Slanetz and Bartley Agar for 4 h at 371C

    followed by 44 h at 441C. Count all maroon colonies, confirmation on bile aesculin

    azide agar

    Clostridium   Membrane filtration: heat-treat the sample at 751C for 10 min. Serially dilute and

    vacuum filter appropriate dilutions/volumes through 0.45 mm membrane. Incubate

    on Perfringens OPSP medium anaerobically at 371C for 48h. Count all black

    colonies and confirm in crossley milk

    Enterovirus Suspended cell plaque assay: adsorption onto a cellulose nitrate membrane at pH 3.5;elution by a positively charged protein solution; flocculation of the protein solution

    and centrifugation; virus numeration by tissue culture assay (recovery quoted>20%)

    F-specific RNA bacteriophages Incubation with a host strain: direct plating using a semi-solid overlay technique,

    with Salmonella typhimurium  WG49 as host bacterium (MS2 bacteriophage used as

    positive control)

    Salmonellae   Filter appropriate volumes of sample through a 0.45mm filter (using filter-aid if 

    turbid). Pre-enrich the filter in buffered peptone water for 24 h at 371C. Enrich a

    0.1 ml portion of the culture in RVS broth for 48 h at 411C subculturing onto XLD

    Agar and Brilliant Green Agar after 24 and 48 h. Presumptive   Salmonellae   are

    confirmed serologically and biochemically

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    sampling, 4% (wt/vol) sodium thiosulfate was added to

    the treated effluent samples.

    To investigate the influence of particles on disinfection

    performances, additional tests were run with the Evry

    effluent after filtration (75 mm Arkal prefilter, followed

    by a 10 mm canvas filter), to lower the suspended solids

    concentration below 2 mg L1.

    3. Results and discussion

    3.1. Inacti vation of fecal coliforms: impact of 

    operating   conditions and wastewater quality

    3.1.1. Influence of wastewater quality on ozone demand 

    Fig. 2 illustrates the determination of ozone demand

    in the Washington secondary effluent for different values

    of the hydraulic retention time. The measured values of 

    7.4–9.6 mg L1 are significantly higher than those in the

    other two effluents, as expected from the water quality

    data (see Table 2). The ozone demand of the Evry

    secondary effluent (extended aeration with nitrification)

    of 3.1–4.2 mg L1 is similar to the values measured in the

    Indianapolis tertiary effluent of 2.5–5.3 mg L1. Theseresults are in agreement with an earlier study performed

    on other effluents, which showed organic content to be a

    much more influential parameter than suspended solids

    on the ozone demand [12]. These values are used

    hereafter when discussing the disinfection performances.

    3.1.2. Influence of operating  conditions on coliform

    inacti vation

    Fig. 3 summarises the results from all the experiments,

    where the residual concentration of bacteria after

    Fig. 2. Determination of the immediate ozone demand according to the classical approach used for drinking water (effluent fromWashington, UK).

    Fig. 3. Performances of ozone for FC inactivation on three different effluents: comparison of concentration level after ozonation with

    reuse standards.

    P. Xu et al. / Water Research 36 (2002) 1043–1055   1047

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    ozonation is plotted as a function of the transferred

    ozone dose (TOD). One important observation is that a

    significant 1–3 log inactivation is already reached when

    TOD approximates the immediate ozone demand, i.e.

    with no measurable residual of ozone in solution. This is

    in agreement with earlier data on wastewater ozonation

    [12]. More precisely, the higher the immediate ozonedemand, the higher the inactivation level reached at that

    dose. This phenomenon can be explained by the fact that

    bacteria themselves participate in the immediate ozone

    demand, because of their high kinetic rate with ozone.

    One important consequence from these results is that

    design and control of ozonation for fecal coliform

    disinfection in wastewater should not be based on the

    standard parameter of residual ozone or ‘‘Ct’’ factor. In

    agreement with this, Rakness et al. [10] reported that

    direct measurement of ozone residual within the full-

    scale contactors at Indianapolis had been unsuccessful

    although good disinfection had occurred. The ‘‘Ct’’approach is applied to drinking water because more

    resistant microorganisms like  Giardia  are targeted.

    Data from Fig. 3 show that the hydraulic retention

    time (HRT) has no impact on the performances of fecal

    coliform (FC) or E. coli  disinfectionFfor a given TOD,

    a 2 min HRT provides the same inactivation as 10 min

    HRT. These results have major consequence for the

    design of ozone wastewater disinfection, demonstrating

    that mass transfer is the critical step that has to be

    optimised, and that no long-contact-time chamber is

    necessary.

    Fig. 4 illustrates this statement, showing the distribu-

    tion of ozone residual and FC inactivation along the

    ozonation column and after 2, 4 and 6 min additional

    contact in the post-contactor chamber. Residual ozone

    decreased significantly in the post-contactor after 2 min

    and no significant increase in FC inactivation is

    observed. The quick decay of ozone may be explained

    by the wastewater matrix-consuming ozone; therefore,

    no further inactivation can be expected from a post-

    contactor without additional ozone injection. As aconsequence, no credit of additional inactivation can

    be attributed to a storage reservoir or outfall that would

    be used for discharge of ozonated wastewater.

    3.1.3. Effect of wastewater quality on ozone

    disinfection performances

    Despite similar values of immediate ozone demand

    and not very different initial concentrations of bacteria,

    the secondary and tertiary effluents of Evry and

    Indianapolis display different inactivation performances

    (see Fig. 3). It appears that only the tertiary effluent is

    able to meet stringent standards for almost total bacteriainactivation like the Californian Title 22 criteria. This

    result led to a more in-depth investigation of the

    influence of particles on disinfection.

    Comparative tests were performed with the effluent

    from Evry, and with the same effluent after a filtration

    step. These tests were performed simultaneously in order

    to minimise any fluctuation in water quality or operating

    conditions. The ozone demand of the effluent was found

    to be exactly the same. The effect of filtration on

    disinfection is shown in Fig. 5: an additional 1 log

    inactivation was obtained by filtration. It must be

    stressed that for a given bacteria concentration (log N 0),

    a lower level of contamination was obtained after

    filtration with the same ozone dose. This conclusion

    Fig. 4. FC inactivation and residual ozone distribution vs. contact time in and after the ozone column (Washington secondary effluent,

    HRT 4min, TOD 13.1 mg L

    1

    ).

    P. Xu et al. / Water Research 36 (2002) 1043–10551048

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    explains the higher inactivation level obtained with the

    tertiary effluent from Indianapolis, with its very low

    suspended solids content.

    3.2. Ozone disinfection of other microorganisms

    In order to evaluate the disinfection efficiency of 

    ozone on other microorganisms, fecal streptococci (FS),

    Clostridium, Salmonellae,   Enterovirus, and F+-specific

    bacteriophages were chosen as target microorganisms

    for additional tests with the Washington secondary

    effluent. The inactivation efficiencies are presented in

    Table 4. It should be noted that the initial concentration

    of microorganisms limited the maximum inactivation

    values that could be reached. The resistance of fecal

    coliforms and enterococci to ozonation was similar, in

    agreement with previous results [17,18]. It is important

    to stress also that a relatively low ozone dose of 

    8.6mgL1 totally inactivates  Salmonellae.

    A higher efficiency of ozonation was observed for

    virus inactivation: a transferred dose of 4.8 mg L1 with

    4 min HRT was enough for total inactivation of 

    enteroviruses (>2.9 log inactivation). Total inactivation

    of F+ coliphages (>2.2 log inactivation) was reached

    with a slightly higher transferred dose of 8.6mg L1.

    The strong virucidal power of ozone for wastewaterdisinfection confirms its well-known performance in

    drinking water [7,18]. Indigenous enteric viruses isolated

    from wastewater effluents have been shown to be much

    more resistant [18]. In comparison, coliphages have been

    found to be very sensitive to ozone, which puts some

    doubt on the validity of these coliphages as surrogates

    for enteric viruses [19,20].

    This study shows that the ozone dose required to

    satisfy WHO regulations (1000FC per 100mL) also

    provides total inactivation of indigenous enteric viruses.

    This indicates that ozone would be highly recommended

    for the production of virus free water, required in several

    countries for landscape (Australia, 1 pfu/50 L) or agri-

    cultural irrigation (Arisona and Hawaii, USA, 1 pfu/

    40 L).

    Compared to all other microorganisms, the higher

    resistance of   Clostridium  was confirmed by the experi-

    mental data. A thorough investigation was made with

    the effluents from Evry and Washington with that

    indicator (Fig. 6). With a TOD approximately equal to

    the immediate ozone demand of the effluents (3– 

    5 m g L1 for Evry and 8–10mg L1 for Washington),

    less than 0.5 log inactivation of   Clostridium   was

    achieved. The maximum inactivation level was less than

    2 log for high TOD of 33 mgL1 (HRT 9.6min,

    Washington secondary effluent).

    3.3. Impact of ozonation on effluent water quality

    Due to the high oxidative potential of ozone,

    ozonation has a beneficial effect on effluent quality,

    which argues in favour of its application for wastewater

    reuse (Table 5). The most significant effect of ozone was

    on UV-254 absorbance and colour (Figs. 7a and b).

    With an increase in transferred ozone dose from 2 to

    13mgL1 at HRT 4 min, the variation of UV absor-

    bance in the Evry secondary effluent increased from

    28% to 55%. These results indicate that the ozone reactsand oxidises the organic matter, in particular, the

    compounds having double bonds and/or an aromatic

    structure that determine the value of the absorbance at

    254 nm. The UV absorbance abatement was higher in

    the Evry secondary effluent than in Washington,

    indicating the presence of refractory contaminants.

    Finally, no significant difference was observed between

    different contact times in the reactor (not shown),

    revealing the fast kinetics of the reaction between ozone

    and unsaturated and aromatic compounds. The critical

    factor for water quality improvement is also the ozone

    dose transferred into the water.

    Fig. 5. Impact of a 10 mm pre-filtration on the inactivation of total coliforms by ozone (secondary effluent in Evry, France).

    P. Xu et al. / Water Research 36 (2002) 1043–1055   1049

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    Total BOD5   increased up to 20% after ozonation of 

    the highly polluted secondary effluent in Washington,

    UK. This is typical with ozone, which can oxidise

    recalcitrant compounds and thereby increase effluent

    biodegradability. The total COD was not significantly

    influenced by ozonation, while an increase of dissolved

    COD was observed. The difference between total anddissolved COD behaviours could be related to the global

    decrease of turbidity observed during the tests (Fig. 7-

    c)Fsome particles and high weight organic compounds

    would be destroyed by ozone and converted into

    dissolved compounds.

    Toxicity was detected neither in the untreated

    secondary effluent nor in the ozonated effluents. These

    results are in compliance with previous studies on urban

    wastewater disinfection by ozone [17]. It is important to

    stress that the presence of toxicity after ozonation

    reported in the literature is usually related to the

    presence of industrial wastewater [21–24].

    3.4. Desi gn of wastewater ozonation for  gi ven regulations

    Ozone disinfection results were compared for two

    different water reuse standards: (1) WHO stringent

    guidelines for irrigation, fecal coliformso1000 cfu per

    100 mL, and (2) Californian Title 22 standards, total

    coliformso2.2 cfu per 100 mL (see Fig. 3). The TOD

    required to meet WHO guidelines are 2, 4 and

    15mgL1, respectively, for the tertiary affluent and the

    two secondary effluents in Evry and Washington for an

    HRT of 2 min and an additional beneficial effect of 30%reduction in UV absorbance. Compliance with the

    stringent Title 22 criteria of virtually total removal of 

    fecal coliforms can be reached only after tertiary

    filtration in the Indianapolis effluent and with a TOD

    of 8mg L1 for 2 min HRT. A very low suspended solids

    concentration (o5 m g L1) emerges as the most im-

    portant design requirement to meet very stringent

    disinfection requirements.

    In both scenarios, total inactivation of viruses is

    achieved, which may be important if viruses are also

    included in regulations.

    3.5. Modelling   approach of wastewater disinfection

    by ozone

    Disinfection is standardly described, for drinking

    water, by the Chick–Watson model:

    d N ½

    dt  ¼ kN ½N ½O3:   ð5Þ

    In the case of a CSTR, Eq. (5) enables the evaluation of 

    the number of microorganisms,  N :

    ½N 

    ½N 0

     ¼

      1

    1 þ kN 

    ½O3

    t;   ð6Þ

        T   a    b    l   e    4

        C   o   m   p   a   r    i   s   o   n   o    f   o   z   o   n   e    d    i   s    i   n    f   e   c    t    i   o   n   o   n    d    i    ff   e   r   e   n    t   m    i   c   r   o   o   r   g   a   n    i   s   m   s    i   n    t    h   e   s   e   c   o   n    d   a   r   y

       e    ffl   u   e   n    t    i   n    W   a   s    h    i   n   g    t   o   n ,

        U    K     a

        H    R    T   m    i   n    T    O    D    (   m   g    L  

           1    )    F   e   c   a    l   c   o    l    i    f   o   r   m

        (    C    f   u   p   e   r    1    0    0   m    L    )

         C     l   o   s    t   r     i     d     i   u   m

        (    /    1    0

        0   m    L    )

        E   n    t   e   r   o   c   o   c   c    i    (    /    1    0    0   m    L    )

         S   a

         l   m   o   n   e     l     l   a

        E   n    t   e   r   o   v    i   r   u   s    (   p    f   u    /    1    0    L    )

        F

      -   c   o    l    i   p    h   a   g   e    (    /   m    L    )

        l   o   g     N    0

         N

        R   e    d

        l   o   g     N    0

         N

        R   e    d

        l   o   g     N       0

         N

        R   e    d

         N       0

         N

         N    0

         N

        R   e    d

         N

        0

         N

        R   e    d

        4

        4 .    8

        5 .    0

        0

        4    6    0    0

        0 .    3

        4

        3 .    5

        6

        6    2    0    0

      F

        4 .    7

        3

        7    1    0    0

        0 .    8

        8

      F

      F

        7    7    5

        0

        >    2 .    8

        9

        9    6

        2

        1 .    6

        8

        4

        8 .    6

        4 .    9

        4

        1    3    2    0

        1 .    8

        2

        3 .    6

        7

        4    8    0    0

        0

        4 .    6

        3

        9    8    0

        1 .    6

        4

        P   r   s    t

        A    b   s

        5    4    4

        1    2

        1 .    6

        6

        1    4    4

        0

        >    2 .    1

        6

        4

        1    5 .    2

        4 .    9

        5

        3    0    0

        2 .    4

        8

        3 .    8

        1

        3    1    0    0

        0 .    3

        1

        4 .    7

        4

        1    7    3

        2 .    5

        0

        P   r   s    t

        A    b   s

        6    5    0

        0

        >    2 .    8

        1

        1    2    2

        0

        >    2 .    0

        9

        9 .    6

        1    1 .    0

        5 .    4

        5

        8    4    0

        2 .    5

        2

        4 .    5

        3

        2    1    0    0    0

        0 .    2

        1

        4 .    8

        6

        4    0    0

        2 .    2

        6

        P   r   s    t

        A    b   s

        6    5    4

        0

        >    2 .    8

        2

        9 .    6

        2    4 .    8

        5 .    9

        2

        1    4

        4 .    4

        2

        4 .    4

        6

        2    0    0    0

        1 .    1

        6

        4 .    7

        1

        1    4

        3 .    5

        6

        P   r   s    t

        A    b   s

        7    7    4

        0

        >    2 .    8

        9

        9 .    6

        2    9 .    5

        5 .    2

        0

        1    4

        4 .    0

        6

        4 .    4

        6

        5    5    0

        1 .    7

        2

        4 .    5

        3

        1    6

        3 .    3

        3

        P   r   s    t

        A    b   s

        7    7    4

        0

        >    2 .    8

        9

         a

        N   o    t   e   :    R   e    d  F    l   o   g            ð     N    0

              =     N            Þ                 ;

        P   r   s    t  F   p   r   e   s   e

       n    t   ;    A    b   s  F   a    b   s   e   n    t .

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    where  N   is the density of viable microorganisms (N 0   at

    t ¼  0),   t   is the hydraulic retention time in the reactor,and  kN  is the inactivation rate constant.

    In fact, the use of the Chick–Watson model implies

    the presence of ozone residual to achieve inactivation of 

    microorganisms; there would be no disinfection before

    the ozone demand is met, i.e. for transferred ozone doses

    lower than 8 mgL1, the immediate ozone demand of 

    wastewater.

    In order to account for the 1–3 log inactivation

    observed without measurable residual in wastewater

    ozonation, a modified approach was therefore devel-

    oped, considering the consumption of ozone by the

    organic matter as a combination of a rapid and a slow

    kinetics, characterised by coefficient rates   kX    and   kY 

    [25]:

    d½O3

    dt  ¼ K Lað½O3 *   ½O3Þ  kX ½X ½O3  kY ½Y ½O3;

    ð7Þ

    d Y ½

    dt  ¼ kY ½Y ½O3;   ð8Þ

    d X ½

    dt  ¼ kX ½X ½O3:   ð9Þ

    The comparison with the previous equations used for

    drinking water shows that we can obtain the same model

    Fig. 6. Performances of ozone for Clostridium inactivation. (secondary effluents of Washington, UK and Evry, France).

    Table 5

    Impact of ozonation on water quality in Washington, UKa

    Parameters HRT 4.0 min HRT 2.0 min HRT 9.6 min HRT 4.0 min

    TOD 9.2mgL1 TOD 12.3mg L1 TOD 15 mgL1 TOD 21.1mg L1

    C 0   9 24 17 10

    TBOD   C    8 30 21 12

    (mgL1)   ðC   C 0Þ=C 0   11% +25% +24% +20%C 0   73 94 93 70

    TCOD   C    66 92 94 69

    (mgL1)   ðC   C 0Þ=C 0   10%   2% +1%   1%

    C 0   42 43 47 38DCOD   C    42 51 63 47

    (mgL1)   ðC   C 0Þ=C 0   0% +19% +34% +24%Total   C 0   0.44 0.48 0.51 0.43

    UV Abs   C    0.36 0.4 0.39 0.27

    (Cm1)   ðC   C 0Þ=C 0   20%   17%   24%   38%Dissolved   C 0   0.22 0.23 0.23 0.22

    UV Abs   C    0.17 0.17 0.17 0.12

    (Cm1)   ðC   C 0Þ=C 0   25%   24%   27%   44%

    aC 0   is the initial concentration of secondary effluent;  C   is the concentration of ozonated effluent.

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    by simplification if 

    kD  ¼  kY ½Y ;

    kX   ¼  N:

    Eqs. (7–9) can easily be solved in an open completely

    mixed reactor (CSTR with a contact time  t) to estimate

    ozone concentration and also concentrations of the

    different species   X   and   Y   (rapidly consumed and the

    slowly consumed organic matter):

    ½O3 ¼  DOT

    1 þ kX ½X t þ kY ½Y tð10Þ

    ½X  ¼  ½X o

    1 þ kX ½O3t;   ð11Þ

    ½Y  ¼  ½Y o

    1 þ kY ½O3t:   ð12Þ

    The use of these equations should be interpreted as a

    valid model for quantification but not necessarily as an

    accurate representation of the more complex mass

    transfer steps and heterogeneous reactions taking place

    during the disinfection process. In particular, radical

    mechanisms are ignored for simplification. Besides, in a

    first step, hydraulic aspects are ignored in the inter-

    pretation of the data and we assume that the bubble

    column can be represented as a CSTR, which is close

    enough to the experimental data. The focus is on the

    kinetic modelling, which can be completed afterwards

    with hydrodynamic information. The exact value of the

    fitting parameters will then be slightly altered, but not

    their order of magnitude. A very similar approach was

    taken by Hunt and Mari *nas [26] on the inactivation of 

    E. coli  with ozone in synthetic waters.

    This modified approach was applied to the experi-

    mental data from Washington WWTP, with residual

    ozone as a function of TOD. It led to the following

    fitting parameters (Fig. 8):

    kX   ¼ 10 L mg1 min1;

    kY   ¼ 0:0 1 L m g1 min1;

    ½X o ¼ 8 mg L1;

    ½Y o ¼ 6 0 mg L1:

    This represents a first improvement, but the major

    difference between both models appears when consider-

    ing the inactivation of fecal coliforms. For transferred

    ozone doses lower than the fast ozone demand,

    integrated exposure to ozone in terms of Ct is equal tozero for the classical approach and reaches

    0.40mgminL1 with the modified model for a TOD

    of 8 mg L1. When applying the Chick–Watson model

    given by Eq. (5), this slight difference in the Ct makes it

    possible to account for the inactivation of fecal coli-

    forms during   X    organic matter consumption. Fig. 9

    shows the strong impact of this low Ct in wastewater,

    which inactivates 2 log of   E. coli . The corresponding

    inactivation rate constant   kN    is equal to

    100Lmg1 min1 and the fitting curves are depicted in

    Figs. 9a and b. Besides, the model properly accounts for

    the fact that the contact time has no effect on

    Fig. 7. Influence of ozonation on wastewater quality. (a) Total

    and dissolved UV-254 absorbance removal vs TOD (4 min

    HRT, secondary effluents of Washington, UK and Evry,France), (b) colour removal vs TOD at different contact times

    (Evry secondary effluent) and (c) turbidity change versus

    transferred ozone dose (Washington secondary effluent).

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    inactivation performances. Therefore, a significant im-

    provement is observed when the apparent ozone

    decomposition is represented as a mixed second order

    rate expression depending on the fast ozone demand  X 

    (Eq. (11)).

    4. Conclusions

    The experimental results obtained at pilot scale on

    different wastewater effluents confirm the efficiency of 

    ozone for wastewater disinfection. Depending on the

    quality of the effluent, a TOD of between 2 and

    15mgL1 was necessary to meet the WHO standard

    for irrigation (1000 FC per 100 mL). Such a dose was

    shown to provide total elimination of enteroviruses in

    the worst quality secondary effluent, which can be a

    major advantage of ozone for regulations that include

    virus removal. In agreement with previous data,

    bacteriophages were found very sensitive to ozone,

    laying doubt on the pertinence of such microorganisms

    as indicators for ozone treatment. By contrast, thehigher resistance of   Clostridium  confirms that they are

    good candidates for resistant microorganism indicator.

    Ozonation also provides a significant reduction of UV

    absorbance and colour, which can be an advantage for

    some reuse applications. More stringent regulations like

    Title 22 require the implementation of an efficient

    tertiary filtration step.

    From an operational viewpoint, transfer of ozone

    from the gas phase to the water was found to be the

    critical step for fecal coliform inactivation with ozone,

    because of the fast kinetics between ozone and coliform

    bacteria. No difference in inactivation was found

    Fig. 8. Modelling of the residual ozone with the modified approach developed for wastewater disinfection.

    Fig. 9. Inactivation of  E. coli  with ozone for the classical (a) and modified (b) models applied to disinfection in wastewater effluent.

    P. Xu et al. / Water Research 36 (2002) 1043–1055   1053

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    between 2 and 10 min hydraulic retention time, for a

    given ozone dose transferred to the effluent. As a

    consequence, the ‘‘Ct’’ approach commonly applied in

    drinking water treatment should not be used for the

    ozonation of wastewater. The new approach to waste-

    water ozone contactor design must be based on short

    contact times and enhanced mass transfer. Further, nocredit of inactivation can be attributed to a storage

    reservoir or outfall that would be used for wastewater

    discharge after ozonation, because of high ozone decay

    in an effluent matrix.

    Finally, a kinetic model was developed in order to

    account for the 1–3 log inactivation of bacteria that was

    observed experimentally without a measurable concen-

    tration of ozone in the bulk solution. In fact, a

    combination of the classic Chick–Watson disinfection

    model and the ‘‘instantaneous demand’’ model used in

    drinking water was insufficient. The modified model was

    based on the simultaneous consumption of ozone by themicroorganisms and by the organic matrix. The

    apparent decomposition rate of dissolved ozone was

    represented successfully by mixed second-order rate

    equations.

    Acknowledgements

    The authors would like to thank Luc Burtin

    (CIRSEE) for technical assistance, Ozonia for the

    provision of an ozone generator, Evry and Washington

    wastewater treatment plants staff for field assistance,

    CIRSEE and Northumbian Water Group of Ondeo

    Services for cooperation and lab analysis.

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