A transient outflow model for pipeline puncture

Chemical Engineering Science

Volumn 58, Issue 20, 2003, Pages 4591-4604

  Oke, Adeyemi ^a   Mahgerefteh, Haroun ^a   Economou, Ioannis ^b   Rykov, Yuri ^c  

^a UNIVERSITY COLLEGE LONDON   (United Kingdom)

^b INSTITUTE OF NANOSCIENCE AND NANOTECHNOLOGY   (Greece)

^c KELDYSH INSTITUTE OF APPLIED MATHEMATICS   (Russian Federation)

Author keywords

Hazard assessment; Method of characteristics; Numerical simulation; Pipeline rupture; Process safety; Risk assessment

Indexed keywords

COMPUTER SIMULATION; HYDROCARBONS; MATHEMATICAL MODELS; MIXTURES;

PIPELINE PUNCTURES;

PIPELINES;

DEPRESSURIZATION; DIRECT NUMERICAL SIMULATION; HYDROCARBON PIPELINE; RISK ASSESSMENT; RUPTURE ANALYSIS; SAFETY FACTOR;

EID: 0142217238     PISSN: 00092509     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0009-2509(03)00338-5     Document Type: Article

References (37)

1. Assael M.J. Martin Trusler J.P. Tsolakis T. Thermophysical properties of fluids 1996 Imperial College Press London
2. Barlas S. Pipeline safety law reauthorisation Pipeline - Gas Journal 226 1999 6
3. Bendiksen K.H. Malnes D. Moe R. Nul S. The dynamic two-fluid model OLGA: Theory and applications SPE Production Engineering 6 1991 171
4. Bisgaard C. Sorensen H. Spangenberg S. A finite element method for transient compressible flow in pipelines International Journal for Numerical Methods in Fluids 7 1987 291
5. Bond J. Institute of Chemical Engineers accidents database 2002 Institute of Chemical Engineers Rugby, UK
6. Chen J.R. Richardson S.M. Saville G. Numerical simulation of full-bore ruptures of pipelines containing perfect gases Transactions of the Institute of Chemical Engineers, Part B 70 1992 59
7. Chen J.R. Richardson S.M. Saville G. A simplified numerical method for transient two-phase pipe flow Transactions of the Institute of Chemical Engineers 71A 1993 304
8. Chen J.R. Richardson S.M. Saville G. Modelling of two-phase blowdown from pipelines-I. a hyperbolic model based on variational principles Chemical Engineering Science 50 1995 695
9. Chen J.R. Richardson S.M. Saville G. Modelling of two-phase blowdown from pipelines-ii. a simplified numerical method for multi-component mixtures Chemical Engineering Science 50 1995 2173
10. Courant R. Friedrichs K.O. Lewy H. Uber die Partiellen Differentialgleichungen der Mathematischen, Physik Mathematische Annalen 100 1926 32
11. Cullen W.D. The public inquiry into the Piper Alpha Disaster 1990 Department of Energy, HMSO London
12. de Reuck K.M. Craven R.J.B. Elhassan A.E. Millat J. Dymond J.H. Nieto de Castro C.A. Transport properties of fluids: Their correlation, prediction and estimation 1996 Cambridge University Press IUPAC, Cambridge
13. Flatt R. Unsteady compressible flow in long pipelines following a rupture International Journal for Numerical Methods in Fluids 6 1986 83
14. Fletcher S. US senate ready to act on pipeline safety Oil - Gas Journal 99 6 2001 58
15. Fletcher S. Pipeline safety rules may stretch Oil - Gas Journal 99 7 2001 58
16. Lang E. Gas flow in pipelines following a rupture computed by a spectral method Journal of Applied Mathematics and Physics (ZAMP) 42 1991 183
17. Lydell B.O.Y. Pipe failure probability-The Thomas paper revisited Reliability Engineering and System Safety 68 2000 207
18. Mahgerefteh H. Saha P. Economou I.G. A study of the dynamic response of emergency shutdown valves following full bore rupture of gas pipelines Transactions of the Institute of Chemical Engineers Part B 75 1997 201
19. Mahgerefteh H. Saha P. Economou I.G. Fast numerical simulation for full bore rupture of pressurized pipelines A.I.Ch.E. Journal 45 6 1999 1191
20. Mahgerefteh H. Saha P. Economou I.G. Modelling fluid phase transition effects on dynamic behaviour of ESDV A.I.Ch.E. Journal 46 5 2000 997
21. Massey B.S. Mechanics of fluids 1983 Van Nostrand Reinhold Wokingham
22. Michelsen M.L. The isothermal flash problem. Part I. Stability Fluid Phase Equilibria 9 1982 1
23. Michelsen M.L. The isothermal flash problem. Part II. Phase-split calculation Fluid Phase Equilibria 9 1982 21
24. Michelsen M.L. Multi-phase isenthalpic and isentropic flash algorithms Fluid Phase Equilibria 33 1987 13
25. Montiel H. Vilchez J.A. Casal J. Arnaldos J. Mathematical modelling of accidental gas releases Journal of Hazardous Materials 59 1998 211
26. Olorunmaiye J.A. Imide N.E. Computation of natural gas pipeline rupture problems using the method of characteristics Journal of Hazardous Materials 34 1993 81
27. Peng D.Y. Robinson D.B. A new two-constant equation of state Industrial and Engineering Chemistry Fundamentals 15 1976 59
28. Press W.H. Teukolsky S.A. Vetterling W.T. Flannery B.P. Numerical recipes in FORTRAN 77: The art of scientific computing 2nd ed. 1992 Cambridge University Press Cambridge
29. Richardson S.M. Saville G. Blowdown of LPG pipelines Transactions of the Institute of Chemical Engineers 74B 1996 236
30. Shoup, G., Xiao J. J., - Romma, J. O. (1998). Multiphase pipeline blowdown simulation and comparison to field data. First North American conference on multiphase technology, BHR Group Conference Series No. 31, Banff, Canada, Vol. 3, June 10-11.
31. True W.R. Regulatory actions loom for US pipelines in 2001 Oil - Gas Journal 99.1 2001 70
32. Versteeg, H. K., - Malalasekera, W. (1995). An introduction to computational fluid dynamics: The finite volume method (p. 10). London: Prentice-Hall.
33. Woodward J.L. Mudan K.S. Liquid and gas discharge rates through holes in process vessels Journal of Loss Prevention in the Process Industries 4 1991 161
34. Wylie, E. B., - Streeter, V. L. (1993). Fluid transients in systems. Englewood Cliffs, NJ: Prentice-Hall, 51.
35. Young-Do J. Bum J.A. A simple model for the release rate of hazardous gas from a hole on high-pressure pipelines Journal of Hazardous Materials A97 2003 31
36. Zhou X.X. Lea C.J. Bilo M. Maddison T.E. Three-dimensional computational fluid dynamic modelling of natural gas releases from high-pressure pipelines Pipes and Pipelines International 42 5 1997 13
37. Zucrow, M. J., - Hoffman, J. D. (1976). Gas dynamics, Vols. I and II. 297. New York: Wiley.