Kinetics of Bacteria Inactivation Under Clear Water Conditions

M. LABAS, M., R. BRANDI, C.A. MARTÍN .Y A.E. CASSANO

CHEMICAL ENGINEERING JOURNAL

Elsevier

Lugar: Londres; Año: 2006 p. 135 - 145

1385-8947

Microbiologically contaminatedwater, in this case artificially infected with Escherichia coliwas treated with lowwavelength (253.7 nm) radiation in a laboratory reactor where all the significant operating variables were carefully measured and controlled.Amodification of the series-event modelwas used to interpret the experimental data which were collected employing four different levels of the incident radiation arriving at the reactor.The developed model is based on a rather complex dependence with respect to the E. coli concentration and to the radiation that is effectively absorbed by the bacteria which was precisely quantified. The mathematical description of the kinetics has three parameters: (i) the threshold limitof bacteria damage (n = 2), (ii) the kinetic constant [k = 9.03±0.36 s-1(cm3W-1)m] and (iii) the reaction order with respect to the bacteria photonic absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorbed by the bacteria which was precisely quantified. The mathematical description of the kinetics has three parameters: (i) the threshold limitof bacteria damage (n = 2), (ii) the kinetic constant [k = 9.03±0.36 s-1(cm3W-1)m] and (iii) the reaction order with respect to the bacteria photonic absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorbed by the bacteria which was precisely quantified. The mathematical description of the kinetics has three parameters: (i) the threshold limitof bacteria damage (n = 2), (ii) the kinetic constant [k = 9.03±0.36 s-1(cm3W-1)m] and (iii) the reaction order with respect to the bacteria photonic absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.in a laboratory reactor where all the significant operating variables were carefully measured and controlled.Amodification of the series-event modelwas used to interpret the experimental data which were collected employing four different levels of the incident radiation arriving at the reactor.The developed model is based on a rather complex dependence with respect to the E. coli concentration and to the radiation that is effectively absorbed by the bacteria which was precisely quantified. The mathematical description of the kinetics has three parameters: (i) the threshold limitof bacteria damage (n = 2), (ii) the kinetic constant [k = 9.03±0.36 s-1(cm3W-1)m] and (iii) the reaction order with respect to the bacteria photonic absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorbed by the bacteria which was precisely quantified. The mathematical description of the kinetics has three parameters: (i) the threshold limitof bacteria damage (n = 2), (ii) the kinetic constant [k = 9.03±0.36 s-1(cm3W-1)m] and (iii) the reaction order with respect to the bacteria photonic absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorbed by the bacteria which was precisely quantified. The mathematical description of the kinetics has three parameters: (i) the threshold limitof bacteria damage (n = 2), (ii) the kinetic constant [k = 9.03±0.36 s-1(cm3W-1)m] and (iii) the reaction order with respect to the bacteria photonic absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.in a laboratory reactor where all the significant operating variables were carefully measured and controlled.Amodification of the series-event modelwas used to interpret the experimental data which were collected employing four different levels of the incident radiation arriving at the reactor.The developed model is based on a rather complex dependence with respect to the E. coli concentration and to the radiation that is effectively absorbed by the bacteria which was precisely quantified. The mathematical description of the kinetics has three parameters: (i) the threshold limitof bacteria damage (n = 2), (ii) the kinetic constant [k = 9.03±0.36 s-1(cm3W-1)m] and (iii) the reaction order with respect to the bacteria photonic absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorbed by the bacteria which was precisely quantified. The mathematical description of the kinetics has three parameters: (i) the threshold limitof bacteria damage (n = 2), (ii) the kinetic constant [k = 9.03±0.36 s-1(cm3W-1)m] and (iii) the reaction order with respect to the bacteria photonic absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorbed by the bacteria which was precisely quantified. The mathematical description of the kinetics has three parameters: (i) the threshold limitof bacteria damage (n = 2), (ii) the kinetic constant [k = 9.03±0.36 s-1(cm3W-1)m] and (iii) the reaction order with respect to the bacteria photonic absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.Escherichia coliwas treated with lowwavelength (253.7 nm) radiation in a laboratory reactor where all the significant operating variables were carefully measured and controlled.Amodification of the series-event modelwas used to interpret the experimental data which were collected employing four different levels of the incident radiation arriving at the reactor.The developed model is based on a rather complex dependence with respect to the E. coli concentration and to the radiation that is effectively absorbed by the bacteria which was precisely quantified. The mathematical description of the kinetics has three parameters: (i) the threshold limitof bacteria damage (n = 2), (ii) the kinetic constant [k = 9.03±0.36 s-1(cm3W-1)m] and (iii) the reaction order with respect to the bacteria photonic absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorbed by the bacteria which was precisely quantified. The mathematical description of the kinetics has three parameters: (i) the threshold limitof bacteria damage (n = 2), (ii) the kinetic constant [k = 9.03±0.36 s-1(cm3W-1)m] and (iii) the reaction order with respect to the bacteria photonic absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorbed by the bacteria which was precisely quantified. The mathematical description of the kinetics has three parameters: (i) the threshold limitof bacteria damage (n = 2), (ii) the kinetic constant [k = 9.03±0.36 s-1(cm3W-1)m] and (iii) the reaction order with respect to the bacteria photonic absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.E. coli concentration and to the radiation that is effectively absorbed by the bacteria which was precisely quantified. The mathematical description of the kinetics has three parameters: (i) the threshold limitof bacteria damage (n = 2), (ii) the kinetic constant [k = 9.03±0.36 s-1(cm3W-1)m] and (iii) the reaction order with respect to the bacteria photonic absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.n = 2), (ii) the kinetic constant [k = 9.03±0.36 s-1(cm3W-1)m] and (iii) the reaction order with respect to the bacteria photonic absorption rate (m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.from the model agree very well with experimental data in the whole range of investigated variables.m= 0.205±0.015). About 99.99% plus inactivation was reached in all cases for rather short effective contact times and predictions from the model agree very well with experimental data in the whole range of investigated variables.