Genetic algorithms for inverse cathodic protection problems

Engineering Analysis with Boundary Elements

Volumn 28, Issue 3, 2004, Pages 267-277

  Wrobel, Luiz C ^a   Miltiadou, Panayiotis ^a  

^a BRUNEL UNIVERSITY   (United Kingdom)

Author keywords

Boundary elements; Cathodic protection; Genetic algorithms; Inverse analysis; Optimization

Indexed keywords

BOUNDARY CONDITIONS; BOUNDARY ELEMENT METHOD; CATHODES; CORROSION PREVENTION; CURRENT DENSITY; ELECTROLYTIC CELLS; GENETIC ALGORITHMS; HULLS (SHIP); INVERSE PROBLEMS; OPTIMIZATION; SENSITIVITY ANALYSIS; STEEL PIPE;

BOUNDARY ELEMENTS; INVERSE ANALYSIS; POLARIZATION CURVE;

CATHODIC PROTECTION;

EID: 1142263895     PISSN: 09557997     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0955-7997(03)00057-2     Document Type: Article

References (16)

1. Hartt W.H., Culberson C.H., Smith S.W. Calcareous deposits on metal surfaces in seawater: a critical review. Corrosion. 40:1984;609-618.
2. Santiago J.A.F., Telles J.C.F. On boundary elements for simulation of cathodic protection systems with dynamic polarization curves. Int J Num Meth Engng. 40:1997;2611-2627.
3. Nisancioglu K. Predicting the time dependence of polarization on cathodically protected steel in seawater. Corrosion. 43:1987;100-111.
4. Aoki S, Urai Y. Inverse analysis for estimating galvanic corrosion rate. IUTAM Symposium on Inverse Problems in Engineering Mechanics; 1992.
5. Amaya K., Togashi J., Aoki S. Inverse analysis of galvanic corrosion using fuzzy a priori information. Jpn Soc Mech Engng, Ser A. 38:1995;541-546.
6. Zamani N.G., Chuang J.M. Optimal control of current in a cathodic protection system: a numerical investigation. Optimal Control Appl Meth. 8:1987;339-350.
7. Hou L.S., Sun W. Numerical methods for optimal control of impressed cathodic protection systems. Int J Num Meth Engng. 37:1994;2779-2796.
8. Aoki S., Amaya K. Optimisation of cathodic protection system by BEM. Engng Anal Bound Elem. 19:1997;147-156.
9. Orazem M.E., Esteban J.M., Kennelley K.J., Degerstedt R.M. Mathematical models for cathodic protection of an underground pipeline with coating holidays. Part 2. Case studies of parallel anode cathodic protection systems. Corrosion. 53:1997;427-436.
10. Aoki S., Amaya K. Coating defect inspection in corrosion problems. Seventh International Conference on Experimental Mechanics. 1992;Society of Experimental Mechanics.
11. Burczynski T., Beluch W. The identification of cracks using boundary elements and evolutionary algorithms. Engng Anal Bound Elem. 25:2001;313-322.
12. Wrobel L.C., Aliabadi M.H. The boundary element method. 2002;Wiley, Chichester.
13. Azevedo J.P.S., Wrobel L.C. Nonlinear heat conduction in composite bodies: a boundary element formulation. Int J Num Meth Engng. 26:1988;19-38.
14. Sun W., Yuan G., Ren Y. Iterative algorithms for impressed cathodic protection. Int J Num Meth Engng. 48:2000;751-768.
15. Yan J.F., Pakalapati S.N.R., Nguyen T.V., White R.E. Mathematical modelling of cathodic protection using the boundary element method with a nonlinear polarisation curve. J Electrochem Soc. 139:1992;1932-1936.
16. Riemer D.P., Orazem M.E. Application of boundary element models to predict the effectiveness of coupons for accessing cathodic protection of buried structures. Corrosion. 56:2000;794-800.