The use of statistical tools to improve the decision process within leak detection is becoming a common practice in the area of computer pipeline monitoring. Among these tools, the sequential probability ratio test is one of the most named techniques used by commercial leak detection systems (Zhang and Di Mauro, 1998, “Implementing a Reliable Leak Detection System on a Crude Oil Pipeline,” Advances in Pipeline Technology, Dubai, UAE). This decision mechanism is based on the comparison of the estimated probabilities of leak or no leak observed from the pipeline data. This paper proposes a leak detection system that uses a simplified statistical model for the pipeline operation, allowing a simple implementation in the pipeline control system (Di Blasi, M., 2004, “Detección y localización de fugas en sistemas de transporte de fluidos incompresibles,” MS thesis, Universidad Nacional de La Plata, Buenos Aires, Argentina). Applying real-time recursive linear regression to volume balance and average pipeline pressure signals, a statistically corrected volume balance signal with reduced variance is derived. Its average value is zero during normal operation whereas it equals the leak flow under a leak condition. Based on the corrected volume balance, differently configured sequential probability ratio tests are presented to extend the dynamic range of detectable leak flow. Simplified mathematical expressions are obtained for several system performance indices, such as spilled volume until detection, time to leak detection, minimum leak flow detected, etc. Theoretical results are compared with leak simulations on a real oil pipeline. A description of the system tested over a 500 km oil pipeline is included, showing some real data results.

1.
American Petroleum Institute, API 1130, Computational Pipeline Monitoring.
2.
Kay
,
S.
, 1993,
Fundamentals of Statistical Signal Processing: Estimation Theory
,
Prentice-Hall
,
Englewood Cliffs, NJ
.
3.
Wald
,
A.
, and
Wolfovitz
,
J.
, 1948, “
Optimum Character of the Sequential Probability Ratio Tests
,”
Ann. Math. Stat.
0003-4851,
19
, pp.
326
339
.
4.
Zhang
,
J.
, and
Di Mauro
,
E.
, 1998, “
Implementing a Reliable Leak Detection System on a Crude Oil Pipeline
,”
Advances in Pipeline Technology
,
Dubai, UAE
.
5.
Pérez
,
L. R. M.
, and
Pliego
,
F. J. M.
, 2002,
Estadastica II: Inferencia
,
Thomson
, pp.
409
413
.
6.
Basseville
,
M.
, and
Benveniste
,
A.
, 1986,
Detection of Abrupt Changes in Signals and Dynamical Systems
(
Lecture Notes in Control and Information Sciences
),
Springer-Verlag
,
Berlin
.
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