2012•Advanced materials researchRequires access

State Estimate of Leakage Detection in Gas Pipelines

Sui Ke, Jian Jun Yu

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Abstract

Researches on gas pipelines are significant to fault pipelines diagnosis. Considering defects of generally-used numerical algorithm, a research is taken on transient flow in gas pipelines, From the vantage point of governing equation- Continuity Equation, Momentum Equation and Equation of State, Analytical method is proposed to solve the formulas ,which is hard to work out .Meanwhile ,transfer function and Laplace Transform are used to derive the mathematical equations, An case is used to justify proposed method, which solve the inconveniency and inefficiency brought by numerical calculation. Then the method is applied to detect and locate a fault pipeline.

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What this paper is about

Researches on gas pipelines are significant to fault pipelines diagnosis. Considering defects of generally-used numerical algorithm, a research is taken on transient flow in gas pipelines, From the vantage point of governing equation- Continuity Equation, Momentum Equation and Equation of State, Analytical method is proposed to solve the formulas ,which is hard to work out .Meanwhile ,transfer function and Laplace Transform are used to derive the mathematical equations, An case is used to justify proposed method, which solve the inconveniency and inefficiency brought by numerical calculation. Then the method is applied to detect and locate a fault pipeline.

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Available abstract

Researches on gas pipelines are significant to fault pipelines diagnosis. Considering defects of generally-used numerical algorithm, a research is taken on transient flow in gas pipelines, From the vantage point of governing equation- Continuity Equation, Momentum Equation and Equation of State, Analytical method is proposed to solve the formulas ,which is hard to work out .Meanwhile ,transfer function and Laplace Transform are used to derive the mathematical equations, An case is used to justify proposed method, which solve the inconveniency and inefficiency brought by numerical calculation. Then the method is applied to detect and locate a fault pipeline.

Key concepts: Pipeline transport, Laplace transform, Leakage (economics), Laplace's equation, Applied mathematics, Pipeline (software), Work (physics), Fault (geology)

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