7
REFERENCES
[1] Hsieh, K.T., Rajamani, R.K., 1991. Mathematical
model of the hydrocyclone based on physics of fluid
flow. AIChE Journal 37, pp. 735–746. doi:10.1002/
aic.690370511.
[2] Delgadillo, J.A., Rajamani, R.K., 2009.
Computational fluid dynamics prediction of the
air- core in hydrocyclones. International Journal of
Computational Fluid Dynamics 23, pp. 189– 197.
doi:10.1080/10618560902724893.
[3] Davailles, A., Climent, E., Bourgeois, F., 2012.
Fundamental understanding of swirling flow pat-
tern in hydrocyclones. Separation and Purification
Technology 92, pp. 152–160. doi.org/10.1016
/j.seppur.2011.12.011.
[4] Chaudhury, K., Banerjee, C., Urankar, S., 2021.
Estimation of characteristic vortex structures in com-
plex flow. Journal of Turbulence 22, pp. 517–534.
[5] Lim, E.W.C., Chen, Y.R., Wang, C.H., Wu, R.M.,
2010. Experimental and computational studies of
multiphase hydrodynamics in a hydrocyclone sepa-
rator system. Chemical Engineering Science, 65,
pp. 6415–6424.
[6] Plitt, L.R., 1976. A mathematical model of the hydro-
cyclone classifier. CIM Bull. pp.114–123.
[7] Nageswararao, K., Wiseman, D.., Napier-Munn,
T.., 2004. Two empirical hydrocyclone models revis-
ited. Minerals Engineering 17, pp. 671–687. doi
.org/10.1016/j.mineng.2004.01.017.
[8] Narasimha, M., Mainza, A.N., Holtham, P.N.,
Powell, M.S., Brennan, M.S., 2014. A semi-mech-
anistic model of hydrocyclones—Developed from
industrial data and inputs from CFD. International
Journal of Mineral Processing 133, pp. 1–12. doi
.org/10.1016/j.minpro.2014.08.006.
[9] Banerjee, C., Climent, E., Majumder, A.K., 2016.
“Mechanistic modelling of water partitioning behav-
iour in hydrocyclone. Chemical Engineering Science
152, pp. 724–735.
[10] Banerjee, C., Chaudhury, K., Majumder, A.K.,
Chakraborty, S., 2015. Swirling Flow Hydrodynamics
in Hydrocyclone. Industrial &Engineering Chemistry
Research 54, 522–528. doi.org/10.1021/ie503307x.
[11] Brennan, M., 2006. CFD Simulations of
Hydrocyclones with an Air Core. Chemical
Engineering Research and Design 84, pp. 495–505.
doi.org/10.1205/cherd.05111.
[12] Banerjee, C., Chaudhury, K., Cid, E., Bourgeois, F.,
Chakraborty, S., Majumder, A., Climent, E., 2022.
Oscillation dynamics of the air-core in a hydrocy-
clone. Physics of Fluids 34, pp. 092106.
[13] Rhodes, J. M., 2008. Introduction to Particle
Technology, John Wiley &Sons Ltd., England.
[14] Hall, S. M., 2012. Rules of Thumb for Chemical
Engineers 5th Ed., Butterworth-Heinemann, United
Kingdom.
[15] Wilson, K. C., Addie, G. R., Sellgren, A., and Clift,
R., 2006. Slurry transport using centrifugal pumps
3rd Ed., Springer, US.
REFERENCES
[1] Hsieh, K.T., Rajamani, R.K., 1991. Mathematical
model of the hydrocyclone based on physics of fluid
flow. AIChE Journal 37, pp. 735–746. doi:10.1002/
aic.690370511.
[2] Delgadillo, J.A., Rajamani, R.K., 2009.
Computational fluid dynamics prediction of the
air- core in hydrocyclones. International Journal of
Computational Fluid Dynamics 23, pp. 189– 197.
doi:10.1080/10618560902724893.
[3] Davailles, A., Climent, E., Bourgeois, F., 2012.
Fundamental understanding of swirling flow pat-
tern in hydrocyclones. Separation and Purification
Technology 92, pp. 152–160. doi.org/10.1016
/j.seppur.2011.12.011.
[4] Chaudhury, K., Banerjee, C., Urankar, S., 2021.
Estimation of characteristic vortex structures in com-
plex flow. Journal of Turbulence 22, pp. 517–534.
[5] Lim, E.W.C., Chen, Y.R., Wang, C.H., Wu, R.M.,
2010. Experimental and computational studies of
multiphase hydrodynamics in a hydrocyclone sepa-
rator system. Chemical Engineering Science, 65,
pp. 6415–6424.
[6] Plitt, L.R., 1976. A mathematical model of the hydro-
cyclone classifier. CIM Bull. pp.114–123.
[7] Nageswararao, K., Wiseman, D.., Napier-Munn,
T.., 2004. Two empirical hydrocyclone models revis-
ited. Minerals Engineering 17, pp. 671–687. doi
.org/10.1016/j.mineng.2004.01.017.
[8] Narasimha, M., Mainza, A.N., Holtham, P.N.,
Powell, M.S., Brennan, M.S., 2014. A semi-mech-
anistic model of hydrocyclones—Developed from
industrial data and inputs from CFD. International
Journal of Mineral Processing 133, pp. 1–12. doi
.org/10.1016/j.minpro.2014.08.006.
[9] Banerjee, C., Climent, E., Majumder, A.K., 2016.
“Mechanistic modelling of water partitioning behav-
iour in hydrocyclone. Chemical Engineering Science
152, pp. 724–735.
[10] Banerjee, C., Chaudhury, K., Majumder, A.K.,
Chakraborty, S., 2015. Swirling Flow Hydrodynamics
in Hydrocyclone. Industrial &Engineering Chemistry
Research 54, 522–528. doi.org/10.1021/ie503307x.
[11] Brennan, M., 2006. CFD Simulations of
Hydrocyclones with an Air Core. Chemical
Engineering Research and Design 84, pp. 495–505.
doi.org/10.1205/cherd.05111.
[12] Banerjee, C., Chaudhury, K., Cid, E., Bourgeois, F.,
Chakraborty, S., Majumder, A., Climent, E., 2022.
Oscillation dynamics of the air-core in a hydrocy-
clone. Physics of Fluids 34, pp. 092106.
[13] Rhodes, J. M., 2008. Introduction to Particle
Technology, John Wiley &Sons Ltd., England.
[14] Hall, S. M., 2012. Rules of Thumb for Chemical
Engineers 5th Ed., Butterworth-Heinemann, United
Kingdom.
[15] Wilson, K. C., Addie, G. R., Sellgren, A., and Clift,
R., 2006. Slurry transport using centrifugal pumps
3rd Ed., Springer, US.