swMATH ID: 7683
Software Authors: CD-adapco; Pisaroni, M.; Sadi, R.; Lahaye, D.
Description: Counteracting ring formation in rotary kilns. The authors study a model which accounts for the production of cement in a rotary kiln. During this production process, rings may occur which may lead to shutdowns of the production in severe cases. The model starts with the Navier-Stokes equations which describe the conservation of the overall mass, of the concentration of the N species which are involved, of the momentum and of the energy. The authors here quote these equations from the books of {it F. A. Williams} [Combustion theory. 2nd ed. New York: Westview Press (1994)] and of {it K. K. Kuo} [Principles of combustion. 2nd ed. Chichester: Wiley (1999; Zbl 1050.80503)]. They then introduce the Reynolds averaged Navier-Stokes equations rewriting the above conservation laws. They also introduce a turbulence model based on Boussinesq’s assumption, leading to a so-called realizable k varepsilon model. The main part of the paper presents a numerical resolution of this model based on the finite volume technique and implemented in the software STAR-CCM+. The authors describe the cases of standard and modified operating conditions, considering the ratio between air and fuel. They prove that when this ratio increases from 9 to 12 the peaks in radiative heat transfer which creates the rings reduce in the zones of ring formation. Many figures illustrate the properties of the solution.
Homepage: http://www.cd-adapco.com/products/star-ccm%E2%84%A2
Keywords: rotary kiln; ring formation; Navier-Stokes equations; Reynolds averaged Navier-Stokes equations; turbulence model; Boussinesq’s approximation; \(K-varepsilon \) model; computational fluid dynamics
Related Software: OpenFOAM; FLUENT; COMSOL; PETSc; ANSYS; Trilinos; NumPy; SciPy; Matplotlib; HDF5; Python; SU2; LIGGGHTS; Code_Saturne; ABAQUS; Matlab; gnuplot; FiPy; SPHINX; Cython
Cited in: 28 Publications

Standard Articles

1 Publication describing the Software, including 1 Publication in zbMATH Year
Counteracting ring formation in rotary kilns. Zbl 1277.80007
Pisaroni, M.; Sadi, R.; Lahaye, D.
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Cited by 90 Authors

2 Komen, E. M. J.
2 Koren, Barry
2 Kraft, Markus
2 Shams, Afaque
1 Addad, Yacine
1 Akroyd, Jethro
1 Baek, Dong-Geun
1 Baranov, Paul
1 Bejan, Adrian
1 Bierwisch, Claas
1 Buchlin, J.-M.
1 Camilo, L. H.
1 Camilo, Leonardo
1 Castiglioni, Giacomo
1 Chulyunin, Alexei
1 Dehning, Carsten
1 Dekterev, Aleksandr A.
1 Demidov, Dennis
1 Deuff, Jean-Baptiste
1 Dimitriou, Ioannis
1 Domaradzki, J. Andrzej
1 Domingie, Dimitri
1 Eisenträger, Sascha
1 Elias, Jebin
1 Frederix, Edo M. A.
1 Frisani, Angelo
1 Gada, Vinesh H.
1 Gavrilov, Andreĭ A.
1 Geurts, Bernard J.
1 Guvernyuk, Sergey
1 Hassan, Yassin A.
1 Hopman, J. A.
1 Huang, Ya-Nan
1 Hur, Nahmkeon
1 Isaev, Sergey
1 Jung, Jaehwan
1 Kabanda, Patrick
1 Kapyrin, Ivan Viktorovich
1 Kim, Ki Sup
1 Kim, Sunwoo
1 Klaij, Christiaan M.
1 Komen, Ed
1 Kraft, Torsten
1 Lahaye, Domenico
1 Laurence, Dominique R.
1 Lee, Wonju
1 Li, Jianbo
1 Liu, Jun
1 Lo, Simon M. S.
1 Lorente, Sylvie
1 Mazo, Alexander B.
1 Meano, C. M.
1 Menz, William J.
1 Moshfeghi, Mohammad
1 Muñoz-Esparza, D.
1 Myrillas, K.
1 Nikitin, Kirill D.
1 Paik, Bu-Geun
1 Perelman, Olivier
1 Phillips, Alexander Brian
1 Phillips, Warren F.
1 Pincock, Brian B.
1 Piqueras, P.
1 Pisaroni, M.
1 Rodríguez, Juan Ángel
1 Rodriguez, Sal
1 Sadi, R.
1 Serrano Cruz, José Ramón
1 Shebelev, Alexander
1 Sinyavin, Alexei
1 Smith, Alastair J.
1 Song, Chongmin
1 Spall, Robert E.
1 Sudakov, Alexander
1 Tandon, Mohit P.
1 Tarí, D.
1 Terekhov, Kirill M.
1 Trias, Francesc Xavier
1 Turnock, Stephen Richard
1 Usachov, Alexander
1 Vassilevski, Yuri V.
1 Verstappen, R. W. C. P.
1 Vikulov, Roman
1 Wang, Mingbo
1 Wang, Wenhua
1 Wang, Yanying
1 Wells, Clive G.
1 Ya, Shukai
1 Yoon, Hyun Sik
1 Zaidi, Imama

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