UFR 4-06 References: Difference between revisions

From KBwiki
Jump to navigation Jump to search
Line 18: Line 18:
[1] Dixon, S.L. Fluid Mechanics and Thermodynamics of Turbomachinery 4<sup>th</sup> Edition. Butterworth and Heinemann. ISBN 0-7506-7059-2. (1998).
[1] Dixon, S.L. Fluid Mechanics and Thermodynamics of Turbomachinery 4<sup>th</sup> Edition. Butterworth and Heinemann. ISBN 0-7506-7059-2. (1998).


<span id="ref2"></span>
[2] Massey, B. Mechanics of Fluids 7<sup>th</sup> Edition. Stanley Thornes. ISBN 0-7487-4043-0. (1998).
[2] Massey, B. Mechanics of Fluids 7<sup>th</sup> Edition. Stanley Thornes. ISBN 0-7487-4043-0. (1998).


<span id="ref3"></span>
[3] Y. Senoo, N. Kawaguchi and T. Nagata. Swirl flow in conical diffusers. ''Bull. JSME, 21, 112-119'' (1978)
[3] Y. Senoo, N. Kawaguchi and T. Nagata. Swirl flow in conical diffusers. ''Bull. JSME, 21, 112-119'' (1978)


<span id="ref4"></span>
[4] Armfield, S.W, Cho, N-H and Fletcher, C.A.J. Prediction of Turbulence Quantities for Swirling Flow in Conical Diffusers. ''AIAA Journal, Vol 2, No3 ''(1990)
[4] Armfield, S.W, Cho, N-H and Fletcher, C.A.J. Prediction of Turbulence Quantities for Swirling Flow in Conical Diffusers. ''AIAA Journal, Vol 2, No3 ''(1990)


<span id="ref5"></span>
[5] Okhio, C.B. Horton, H.P. and Langer, G. The Calculation of Turbulent Swirling Flow through Wide Angle Conical Diffusers and the associated Dissipative Losses. ''International Journal of Heat and Fluid Flow, Vol 7, No1, pp 37-48'', (1986).
[5] Okhio, C.B. Horton, H.P. and Langer, G. The Calculation of Turbulent Swirling Flow through Wide Angle Conical Diffusers and the associated Dissipative Losses. ''International Journal of Heat and Fluid Flow, Vol 7, No1, pp 37-48'', (1986).


<span id="ref6"></span>
[6] Armfield, S.W and Fletcher, C. A. J. Numerical Simulation of Swirling Flow in Diffusers. ''International Journal For Numerical Methods in Fluids. Vol 6, pp541-556'' (1986)
[6] Armfield, S.W and Fletcher, C. A. J. Numerical Simulation of Swirling Flow in Diffusers. ''International Journal For Numerical Methods in Fluids. Vol 6, pp541-556'' (1986)


<span id="ref7"></span>
[7] Habib, M.A and Whitelaw, J.H. The Calculation of Turbulent Flow in Wide Angle Diffusers. ''Numerical Heat Transfer, Vol 5, No2, pp145-164,'' (1982)
[7] Habib, M.A and Whitelaw, J.H. The Calculation of Turbulent Flow in Wide Angle Diffusers. ''Numerical Heat Transfer, Vol 5, No2, pp145-164,'' (1982)


<span id="ref8"></span>
[8] Hah, C. Calculation of Various Diffuser Flows with Inlet Swirl and Inlet Distortion Effect. ''AIAA Journal, Vol 21 pp1127-1133,'' (1983)
[8] Hah, C. Calculation of Various Diffuser Flows with Inlet Swirl and Inlet Distortion Effect. ''AIAA Journal, Vol 21 pp1127-1133,'' (1983)


Line 35: Line 42:
[9] Page, M., Masse, B and Giroux, A-M. Turbulent Swirling Flow Computation in a Conical Diffuser. ''Fluent/Fidap Users’ Group Meeting, Vermont, USA'' (1997)
[9] Page, M., Masse, B and Giroux, A-M. Turbulent Swirling Flow Computation in a Conical Diffuser. ''Fluent/Fidap Users’ Group Meeting, Vermont, USA'' (1997)


<span id="ref10"></span>
[10] Clausen, P.D, Koh, S.G and Wood, D.H. Measurements of a swirling turbulent boundary layer developing in a conical diffuser. ''Experimental Thermal and Fluid Science, Vol 6, pp39-48'', (1993)
[10] Clausen, P.D, Koh, S.G and Wood, D.H. Measurements of a swirling turbulent boundary layer developing in a conical diffuser. ''Experimental Thermal and Fluid Science, Vol 6, pp39-48'', (1993)


<span id="ref11"></span>
[11] Rodi, W. Bonnin, J.C, Buchal, T and Laurence D. Testing of Calculation Methods for Turbulent Flows: Workshop Results for 5 Test Cases. ISSN 1161-0611. EDF (1998)
[11] Rodi, W. Bonnin, J.C, Buchal, T and Laurence D. Testing of Calculation Methods for Turbulent Flows: Workshop Results for 5 Test Cases. ISSN 1161-0611. EDF (1998)


<span id="ref12"></span>
[12] Rodi, W. Bonnin, J-C and Buchal. T. Proc. ERCOFTAC Workshop on Data Bases and Testing of Calculation Methods for Turbulent Flows. University of Karlsruhe, Institute for Hydromechanics. April 3-7, 1995.
[12] Rodi, W. Bonnin, J-C and Buchal. T. Proc. ERCOFTAC Workshop on Data Bases and Testing of Calculation Methods for Turbulent Flows. University of Karlsruhe, Institute for Hydromechanics. April 3-7, 1995.


<span id="ref13"></span>
[13] Cho, N-H and Fletcher, C. A. J. Computation of Turbulent Conical Diffuser Flows Using a Non-Orthogonal Grid System. ''Computers and Fluids, Vol 19, No ¾ pp 347-361'', 1991.
[13] Cho, N-H and Fletcher, C. A. J. Computation of Turbulent Conical Diffuser Flows Using a Non-Orthogonal Grid System. ''Computers and Fluids, Vol 19, No ¾ pp 347-361'', 1991.


<span id="ref14"></span>
[14] Rodi, W. A New Algebraic Relation for Calculating Reynolds Stresses. ''Z. Agnew. Math Mech,'' 56, 219. (1976)
[14] Rodi, W. A New Algebraic Relation for Calculating Reynolds Stresses. ''Z. Agnew. Math Mech,'' 56, 219. (1976)


<span id="ref15"></span>
[15] Chieng, C.C. and Launder, B.E. On the Calculation of Turbulent Heat Transport Downstream from an Abrupt Pipe Expansion. ''Numerical Heat Transfer, Vol 3, No2, pp 189-207'', (1980).
[15] Chieng, C.C. and Launder, B.E. On the Calculation of Turbulent Heat Transport Downstream from an Abrupt Pipe Expansion. ''Numerical Heat Transfer, Vol 3, No2, pp 189-207'', (1980).


<span id="ref16"></span>
[16] Versteeg, H. K and Malalasekera, W. An Introduction to Computational Fluid Dynamics: The Finite Volume Method. Longman. ISBN0-582-21884-5. 1995
[16] Versteeg, H. K and Malalasekera, W. An Introduction to Computational Fluid Dynamics: The Finite Volume Method. Longman. ISBN0-582-21884-5. 1995


<span id="ref17"></span>
[17] S. W Armfield and C. A. J. Fletcher. Comparison of ''k-ε'' and Algebraic Reynolds Stress Models for Swirling Diffuser Flow. ''International Journal for Numerical Methods in Fluids''. Vol 9, 987-1009 (1989).
[17] S. W Armfield and C. A. J. Fletcher. Comparison of ''k-ε'' and Algebraic Reynolds Stress Models for Swirling Diffuser Flow. ''International Journal for Numerical Methods in Fluids''. Vol 9, 987-1009 (1989).



Revision as of 14:26, 12 March 2009


Front Page

Description

Test Case Studies

Evaluation

Best Practice Advice

References




Swirling diffuser flow 

Underlying Flow Regime 4-06               © copyright ERCOFTAC 2004


References

[1] Dixon, S.L. Fluid Mechanics and Thermodynamics of Turbomachinery 4th Edition. Butterworth and Heinemann. ISBN 0-7506-7059-2. (1998).

[2] Massey, B. Mechanics of Fluids 7th Edition. Stanley Thornes. ISBN 0-7487-4043-0. (1998).

[3] Y. Senoo, N. Kawaguchi and T. Nagata. Swirl flow in conical diffusers. Bull. JSME, 21, 112-119 (1978)

[4] Armfield, S.W, Cho, N-H and Fletcher, C.A.J. Prediction of Turbulence Quantities for Swirling Flow in Conical Diffusers. AIAA Journal, Vol 2, No3 (1990)

[5] Okhio, C.B. Horton, H.P. and Langer, G. The Calculation of Turbulent Swirling Flow through Wide Angle Conical Diffusers and the associated Dissipative Losses. International Journal of Heat and Fluid Flow, Vol 7, No1, pp 37-48, (1986).

[6] Armfield, S.W and Fletcher, C. A. J. Numerical Simulation of Swirling Flow in Diffusers. International Journal For Numerical Methods in Fluids. Vol 6, pp541-556 (1986)

[7] Habib, M.A and Whitelaw, J.H. The Calculation of Turbulent Flow in Wide Angle Diffusers. Numerical Heat Transfer, Vol 5, No2, pp145-164, (1982)

[8] Hah, C. Calculation of Various Diffuser Flows with Inlet Swirl and Inlet Distortion Effect. AIAA Journal, Vol 21 pp1127-1133, (1983)

[9] Page, M., Masse, B and Giroux, A-M. Turbulent Swirling Flow Computation in a Conical Diffuser. Fluent/Fidap Users’ Group Meeting, Vermont, USA (1997)

[10] Clausen, P.D, Koh, S.G and Wood, D.H. Measurements of a swirling turbulent boundary layer developing in a conical diffuser. Experimental Thermal and Fluid Science, Vol 6, pp39-48, (1993)

[11] Rodi, W. Bonnin, J.C, Buchal, T and Laurence D. Testing of Calculation Methods for Turbulent Flows: Workshop Results for 5 Test Cases. ISSN 1161-0611. EDF (1998)

[12] Rodi, W. Bonnin, J-C and Buchal. T. Proc. ERCOFTAC Workshop on Data Bases and Testing of Calculation Methods for Turbulent Flows. University of Karlsruhe, Institute for Hydromechanics. April 3-7, 1995.

[13] Cho, N-H and Fletcher, C. A. J. Computation of Turbulent Conical Diffuser Flows Using a Non-Orthogonal Grid System. Computers and Fluids, Vol 19, No ¾ pp 347-361, 1991.

[14] Rodi, W. A New Algebraic Relation for Calculating Reynolds Stresses. Z. Agnew. Math Mech, 56, 219. (1976)

[15] Chieng, C.C. and Launder, B.E. On the Calculation of Turbulent Heat Transport Downstream from an Abrupt Pipe Expansion. Numerical Heat Transfer, Vol 3, No2, pp 189-207, (1980).

[16] Versteeg, H. K and Malalasekera, W. An Introduction to Computational Fluid Dynamics: The Finite Volume Method. Longman. ISBN0-582-21884-5. 1995

[17] S. W Armfield and C. A. J. Fletcher. Comparison of k-ε and Algebraic Reynolds Stress Models for Swirling Diffuser Flow. International Journal for Numerical Methods in Fluids. Vol 9, 987-1009 (1989).

© copyright ERCOFTAC 2004



Contributors: Chris Carey - Fluent Europe Ltd


Front Page

Description

Test Case Studies

Evaluation

Best Practice Advice

References