Prediction of power station combustors
The application is described of a fully three-dimensional mathematical model to the combustors of two large power station boilers: one front wall-fired and the other corner-fired. Predictions for the flow aerodynamics are compared with experimental data obtained in cold models. Predictions for the c...
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Published in | Symposium, International, on Combustion Vol. 21; no. 1; pp. 285 - 292 |
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Main Authors | , |
Format | Journal Article |
Language | English |
Published |
Elsevier Inc
1988
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Abstract | The application is described of a fully three-dimensional mathematical model to the combustors of two large power station boilers: one front wall-fired and the other corner-fired. Predictions for the flow aerodynamics are compared with experimental data obtained in cold models. Predictions for the combustion and radiation heat transfer for the corner-fired case are also obtained. The eulerian partial differential equations governing the transport of mass, momentum, energy and turbulent mixing are cast into finite-difference form and solved by an iterative procedure. Closure of the time-averaged equations of the mean flow is obtained with assistance of the k-ε turbulence model. The radiation transfer is handled by the flexible and economic ‘discrete transfer’ technique: special grids and computational procedures are employed to handle the burner inlet, hopper and nose boundary conditions. The isothermal velocity predictions are in fairly good agreement with the model data, leading to the conclusion that predictions of full-scale plant of value to designers should be achievable with current day mathematical models of the present kind. |
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AbstractList | The application is described of a fully three-dimensional mathematical model to the combustors of two large power station boilers: one front wall-fired and the other corner-fired. Predictions for the flow aerodynamics are compared with experimental data obtained in cold models. Predictions for the combustion and radiation heat transfer for the corner-fired case are also obtained. The eulerian partial differential equations governing the transport of mass, momentum, energy and turbulent mixing are cast into finite-difference form and solved by an iterative procedure. Closure of the time-averaged equations of the mean flow is obtained with assistance of the k-ε turbulence model. The radiation transfer is handled by the flexible and economic ‘discrete transfer’ technique: special grids and computational procedures are employed to handle the burner inlet, hopper and nose boundary conditions. The isothermal velocity predictions are in fairly good agreement with the model data, leading to the conclusion that predictions of full-scale plant of value to designers should be achievable with current day mathematical models of the present kind. |
Author | Lockwood, F.C. Abbas, A.S. |
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CitedBy_id | crossref_primary_10_1115_1_1447543 crossref_primary_10_1002_nme_1620362002 crossref_primary_10_1115_1_2817010 |
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Copyright | 1988 Combustion Institute |
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References | Abbas, Lockwood, Salooja (bib1) 1984; 58 (bib10) 1980; Vol. 44 Cooper, Woodward (bib5) 1985 Abou Ellail, Gosman, Lockwood, Megahed (bib2) May 1978 Gosman, Pun, Runchal, Spalding, Wolfshtein (bib8) 1969 Lockwood, Shah (bib11) 1980 Launder, Spalding (bib6) 1972 Hottel, Sarofim (bib12) 1967 Gosman, Lockwood, Megahed, Shah (bib4) Jan. 1980 Truelove (bib13) 1976 Pun, Spalding (bib9) 1967 Carvalho, Lockwood (bib3) 1981 Jones, Launder (bib7) 1972; 15 Launder (10.1016/S0082-0784(88)80256-X_bib6) 1972 Pun (10.1016/S0082-0784(88)80256-X_bib9) 1967 (10.1016/S0082-0784(88)80256-X_bib10) 1980; Vol. 44 Gosman (10.1016/S0082-0784(88)80256-X_bib4) 1980 Gosman (10.1016/S0082-0784(88)80256-X_bib8) 1969 Hottel (10.1016/S0082-0784(88)80256-X_bib12) 1967 Abbas (10.1016/S0082-0784(88)80256-X_bib1) 1984; 58 Jones (10.1016/S0082-0784(88)80256-X_bib7) 1972; 15 Cooper (10.1016/S0082-0784(88)80256-X_bib5) 1985 Lockwood (10.1016/S0082-0784(88)80256-X_bib11) 1980 Truelove (10.1016/S0082-0784(88)80256-X_bib13) 1976 Carvalho (10.1016/S0082-0784(88)80256-X_bib3) 1981 Abou Ellail (10.1016/S0082-0784(88)80256-X_bib2) 1978 |
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