Optimization for Cathodic Protection with Hierarchical Mesh Generation and Genetic Algorithm

Kazuhiro Suga; Kohei Murotani

doi:10.4028/www.scientific.net/KEM.452-453.89

Paper Titles

Study on Spins and Deformation Rate of Solid Circular Shafts at Finite Torsion Deformation
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Wedge-Splitting Test – Determination of Minimal Starting Notch Length for Various Cement Based Composites Part I: Cohesive Crack Modelling
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Wedge-Splitting Test – Determination of Minimal Starting Notch Length for Various Cement Based Composites Part II: Crack and Notch Fracture Mechanics Approaches
p.81

Structure Buckling Load Interval Analysis of Ventilated Supercavitating Vehicles
p.85

Optimization for Cathodic Protection with Hierarchical Mesh Generation and Genetic Algorithm
p.89

Fracture Process Zones in Polygranular Graphite in Bending
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Anisotropic Plastic Deformation and Damage in Commercial Al 2198 T8 Sheet Metal
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Elastoplastic Seismic Response Analysis of Masonry Buildings with Variable Wall Thickness along Height
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Investigation and Analysis on Seismic Damage of Masonry Buildings Subjected to Wenchuan Ms=8.0 Earthquake
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HomeKey Engineering MaterialsKey Engineering Materials Vols. 452-453Optimization for Cathodic Protection with...

Optimization for Cathodic Protection with Hierarchical Mesh Generation and Genetic Algorithm

Abstract:

This study presents an optimization technique with hierarchical mesh generation technique and genetic algorithm. The present technique is applied to optimize layout of electrodes on cathodic protection.

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Periodical:

Key Engineering Materials (Volumes 452-453)

Pages:

89-92

DOI:

https://doi.org/10.4028/www.scientific.net/KEM.452-453.89

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Online since:

November 2010

Authors:

Kazuhiro Suga, Kohei Murotani

Keywords:

Corrosion, Genetic Algorithm (GA), Hierarchical Mesh Generation, Optimization

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References

[1] Shigeru Aoki and Kenji Amaya: Optimization of cathodic protection system by BEM, Engineering Analysis with Boundary Elements, Vol. 19, 2 1997, pp.147-156.

DOI: 10.1016/s0955-7997(97)00019-2

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[2] K. Murotani and G. Yagawa: Hierarchical Meshing for the Adaptive Finite Elements, Computational Methods in Applied Sciences, Vol. 14, Springer Verlag 2008, J. Eberhardsteiner, et al. (Editor), pp.291-305.

DOI: 10.1007/978-1-4020-9231-2_20

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