To estimate the internal pit depth growth and reliability of aged oil and gas pipelines, a Monte Carlo simulation approach was adopted. The average maximum pit depths of corroded pipelines were correlated with the operating parameters—temperature, CO2 partial pressure, pH, flow rate, sulfate ion concentration, chloride ion concentration, water cut, and wall shear stress via a multivariate regression analysis. Poisson square wave model was used to predict the time lapse of the pit depth growth using the statistical best fit of the maximum pit depth and operating parameters as boundary conditions. Weibull probability function was used to determine the failure intensity and survivability of the pipelines for different distribution types, whereas inspection data from a magnetic flux leakage in-line inspected transmission pipeline were used to test the application of the model. The future pit depth distribution, survivability, and failure rate of this transmission pipeline were also determined, with the result showing that the model is vital for future internal pit depth growth and reliability estimation from single field inspection data.
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1 August 2015
Research Article|
May 06 2015
Estimation of Internal Pit Depth Growth and Reliability of Aged Oil and Gas Pipelines— A Monte Carlo Simulation Approach Available to Purchase
Chinedu I. Ossai;
‡Corresponding author. E-mail: [email protected].
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‡Corresponding author. E-mail: [email protected].
*Department of Mechanical Engineering, Curtin University, GPO Box U1987, Perth, WA 6845, Australia.
Received:
February 17 2015
Revision Received:
May 06 2015
Accepted:
May 06 2015
Online ISSN: 1938-159X
Print ISSN: 0010-9312
© 2015 NACE International
2015
CORROSION (2015) 71 (8): 977–991.
Article history
Received:
February 17 2015
Revision Received:
May 06 2015
Accepted:
May 06 2015
Citation
Chinedu I. Ossai, Brian Boswell, Ian J. Davies; Estimation of Internal Pit Depth Growth and Reliability of Aged Oil and Gas Pipelines— A Monte Carlo Simulation Approach. CORROSION 1 August 2015; 71 (8): 977–991. https://doi.org/10.5006/1543
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