Electric Field Calculation of Pipe with Cathodic Protection in Seawater by BEM

Article Preview

Abstract:

To investigate the corrosion state of subsea pipeline under cathodic protection, the surface potential distribution of the pipeline has to be measured exactly, but it’s very difficult to measure directly in actually. On base of boundary element methods (BEM), a 2D model about pipe’s cathodic protection under sea water was established, and then software to calculate the electric field distribution on pipe surface in even media (seawater) was developed by way of Matlab. The developed software was verified through an experiment in lab. The result shows that numerical calculation based on BEM by Matlab is feasible for cathodic protection electric field of pipe in marine environment.

You might also be interested in these eBooks

Info:

Periodical:

Pages:

230-234

Citation:

Online since:

August 2014

Export:

Price:

Permissions CCC:

Permissions PLS:

Сopyright:

© 2014 Trans Tech Publications Ltd. All Rights Reserved

Share:

Citation:

* - Corresponding Author

[1] Zamani NG, Porter JF, Mufti AA. A survey of computational efforts in the field of corrosion engineering. J. Numer Meth Engng 1986; 23: 1295.

DOI: 10.1002/nme.1620230708

Google Scholar

[2] Strommen R, Keim W, Finnegan J, Mehdizadeh P. Advances in offshore cathodic protection modeling using the boundary element method. Corrosion'86, 1986; 45: 45/1.

Google Scholar

[3] Adey RA, Brebbia CA, Niku SM. Application of boundary elements in corrosion engineering. In: Brebbia CA, editor. Topics in boundary element research VII. Berlin: Springer; 1990. p.34.

DOI: 10.1007/978-3-642-48837-5_3

Google Scholar

[4] DeGiorgi VG, Thomas IIED, Lucas KE, Kee A. A combined design methodology for impressed current cathodic protection system. In: Ertekin RC, Brebbia CA, Tanaka M, Shaw R, editors. Proceedings of boundary element technology XI. Southampton, England: Computational Mechanics Publications; 1996. p.335.

Google Scholar

[5] Aoki S, Amaya K. Optimization of cathodic protection system by BEM. Engng Anal Bound Elem 1997; 19: 147.

Google Scholar

[6] Aoki S, Amaya K. Boundary element analysis of inverse problems in corrosion engineering. In: Wrobel LC, Ingham DB, editors. Boundary integral formulations for inverse analysis. London, England: Computational Mechanics Publications; 1997. p.151.

Google Scholar

[7] Aoki S, Amaya K, Miyasaka M. In: Orazem ME, editor. Boundary element analysis of cathodic protection for complicated structures. Proceedings of corrosion'99, NACE; 1999. p.45.

Google Scholar

[8] Aoki S, Amaya K, Miyasaka M. Analysis of corrosion problems by boundary element method, Tokyo, Syokabo; 1998 [in Japanese].

Google Scholar

[9] Fontana MG, Greene ND. Corrosion engineering. Tokyo, Japan: McGraw Hill; (1978).

Google Scholar

[10] Brebbia CA. The boundary element method for engineering. London: Pentech Press; (1978).

Google Scholar

[11] Raamachandran J. Boundary and finite elements: theory and problems. Boca Raton, FL: CRC Press; (2000).

Google Scholar

[12] Press WH. Numerical recipes in C: the art of scientific computing. Cambridge, England: Cambridge University Press; (1992).

Google Scholar