An improvement of Hardy Cross method applied on looped spatial natural gas distribution networks

Applied Energy

Volumn 86, Issue 7-8, 2009, Pages 1290-1300

  Brkić, Dejan ^a  

^a Ministry of Science and Technological Development   (Serbia)

Author keywords

Flow; Hardy Cross method; Natural gas; Pipeline network

Indexed keywords

FLOW OF GASES; GASES; NATURAL GAS;

FLOW; GAS DISTRIBUTION NETWORK; HARDY CROSS METHOD; NONLINEAR PROBLEMS; NUMBER OF ITERATIONS; PIPELINE NETWORKS; SIMULTANEOUS SOLUTION METHOD; SUCCESSIVE SUBSTITUTIONS;

ITERATIVE METHODS;

ENERGY USE; GAS FLOW; NATURAL GAS; PIPELINE; SPATIAL DISTRIBUTION;

EID: 61849086822     PISSN: 03062619     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.apenergy.2008.10.005     Document Type: Article

References (33)

1. McClure D.C., and Miller T. Linear-programming offers way to optimize pipeline analysis. Oil Gas J 81 29 (1983) 135-138
2. Cross H. Analysis of flow in networks of conduits or conductors. Eng Exp Station 286 (1936) 3-29
3. Epp R., and Fowler A.G. Efficient code for steady flows in networks. J Hydraul Div Am Soc Civ Eng 96 1 (1970) 43-56
4. Latysenkov A.M., and Lobachev V.G. Hydraulics. 3rd ed. (1956), G{cyrillic}o{cyrillic}s{cyrillic}s{cyrillic}t{cyrillic}r{cyrillic}o{cyri llic}i{cyrillic, short}i{cyrillic}z{cyrillic}d{cyrillic}a{cyrillic}t{cyrillic}, Moscow [in Russian]
5. Andriyashev M{cyrillic}. Hydraulics calculation of water distribution networks. 1st ed. (1964), S{cyrillic}t{cyrillic}r{cyrillic}o{cyrillic}i{cyrillic, short}i{cyrillic}z{cyrillic}d{cyrillic}a{cyrillic}t{cyrillic}, Moscow [in Russian]
6. Wood D.J., and Charles C.O.A. Hydraulic network analysis using linear theory. J Hydraul Div Am Soc Civ Eng 98 7 (1972) 1157-1170
7. Wood D.J., and Rayes A.G. Reliability of algorithms for pipe network analysis. J Hydraul Div Am Soc Civ Eng 107 10 (1981) 1145-1161
8. Shamir U., and Howard C.D.D. Water distribution systems analysis. J Hydraul Div Am Soc Civ Eng 94 (1968) 219-234
9. Haman Y.M., and Brameller A. Hybrid method for the solution of piping networks. Proc IEEE 118 11 (1971) 1607-1612
10. Todini E., and Pilati S. A gradient method for the analysis of pipe networks. In: Coulbeck B., and Orr C.H. (Eds). Computer applications in water supply (1988), John Wiley & Sons Research Studies Press, London 1-20
11. Patankar S.V. Numerical heat transfer and fluid flow. 1st ed. (1980), Hemisphere Publishing Corp., Washington, DC
12. Datta A.B., and Majumdar A.K. Flow distribution in parallel and reverse flow manifolds. Int J Heat Fluid Fl 2 4 (1980) 253-262
13. Corfield G., Hunt B.E., Ott R.J., Binder G.P., and Vandaveer F.E. Distribution design for increased demand. In: Segeler C.G. (Ed). Gas engineers handbook (1974), Industrial Press, New York 63-83 [chapter 9]
14. Manojlović V., Arsenović M., and Pajović V. Optimized design of a gas-distribution pipeline network. Appl Energ 48 3 (1994) 217-224
15. Boulos P.F., Lansey K.E., and Karney B.W. Comprehensive water distribution systems analysis handbook for engineers and planners. 2nd ed. (2006), Hardback, MWH
16. Osiadacz A.J. Simulation and analysis of gas networks. 1st ed. (1991), E&F Spon Ltd., London
17. Arsene C.T.C., Bargiela A., and Al-Dabass D. Modelling and simulation of water systems based on loop equations. Int J Simul 5 1-2 (2004) 61-72
18. Collins M., Cooper L., Helgason R., Kenningtonf J., and Leblanc L. Solving the pipe network analysis problem using optimization techniques. Manage Sci 24 7 (1978) 747-760
19. Collins A.G., and Johnson R.L. Finite-element method for water distribution networks. J Am Water Works Ass 67 7 (1975) 385-389
20. Gay B., and Middleton P. The solution of pipe network problems. Chem Eng Sci 26 1 (1971) 109-123
21. Chiplunkar A.V., Mehndiratta S.L., and Khanna P. Analysis of looped water distribution networks. Environ Softw 5 4 (1990) 202-206
22. Gupta I., Bassin J.K., Gupta A., and Khanna P. Optimization of water distribution system. Environ Softw 8 2 (1993) 101-113
23. Kessler A., and Shamir U. Analysis of the linear programming gradient method for optimal design of water supply networks. Water Resour Res 25 7 (1989) 1469-1480
24. Varma K.V.K., Narasimhan S., and Bhallamudi M. Optimal design of water distribution systems using an NLP method. J Environ Eng 123 4 (1997) 381-388
25. Chenoweth H., and Crawford C. Pipe network analysis. J Am Water Works Ass 66 (1974) 55-58
26. Eiger G.U., Shamir U., and Ben-Tal A. Optimal design of water distribution networks. Water Resour Res 30 9 (1994) 2637-2646
27. Basha H.A., and Kassab B.G. Analysis of water distribution systems using a perturbation method. Appl Math Model 20 4 (1996) 290-297
28. Todini E. Looped water distribution networks design using a resilience index based heuristic approach. Urban Water 2 2 (2000) 115-122
29. Ahuja R.K., Magnanti T.L., and Orlin J.B. Some recent advances in network flows. SIAM Rev 33 2 (1991) 175-219
30. Zecchin A.C., Simpson A.R., Maier H.R., Leonard M., Roberts A.J., and Berrisford M.J. Application of two ant colony optimisation algorithms to water distribution system optimisation. Math Comput Model 44 4-5 (2006) 451-468
31. Coelho P.M., and Pinho C. Considerations about equations for steady state flow in natural gas pipelines. J Brazil Soc Mech Sci Eng 29 3 (2007) 262-273
32. Altman T., and Boulos P.F. Convergence of Newton method nonlinear network analysis. Math Comput Model 21 4 (1995) 35-41
33. Kalud{combining short stroke overlay}erčić P. Problem of two-way supplied pipes in a gas network. Gas 7 2-3 (2002) 48-51 [in Serbian]