TY - CHAP
T1 - Leakage detection in pipeline based on second order extended kalman filter observer
AU - Razvarz, Sina
AU - Jafari, Raheleh
AU - Gegov, Alexander
PY - 2020/10/2
Y1 - 2020/10/2
N2 - In this chapter, a new technique is proposed in order to detect, locate, as well as approximate the fluid leaks in a straight pipeline (without branching) by taking into consideration the pressure and flow evaluations at the ends of pipeline on the basis of data fusion from two methods: a steady-state approximation and Second-order Extended Kalman Filter (SEKF). The SEKF is on the basis of the second-order Taylor expansion of a nonlinear system unlike to the more popular First-order Extended Kalman Filter (FEKF). The suggested technique in this paper deals with just pressure head and flow rate evaluations at the ends of pipeline that has intrinsic sensor as well as process noise. A simulation example is given for demonstrating the validity of the proposed technique. It shows that the extended Kalman particle filter algorithm on the basis of the second-order Taylor expansion is effective and performs well in decreasing systematic deviations as well as running time.
AB - In this chapter, a new technique is proposed in order to detect, locate, as well as approximate the fluid leaks in a straight pipeline (without branching) by taking into consideration the pressure and flow evaluations at the ends of pipeline on the basis of data fusion from two methods: a steady-state approximation and Second-order Extended Kalman Filter (SEKF). The SEKF is on the basis of the second-order Taylor expansion of a nonlinear system unlike to the more popular First-order Extended Kalman Filter (FEKF). The suggested technique in this paper deals with just pressure head and flow rate evaluations at the ends of pipeline that has intrinsic sensor as well as process noise. A simulation example is given for demonstrating the validity of the proposed technique. It shows that the extended Kalman particle filter algorithm on the basis of the second-order Taylor expansion is effective and performs well in decreasing systematic deviations as well as running time.
UR - http://www.scopus.com/inward/record.url?scp=85092053426&partnerID=8YFLogxK
U2 - 10.1007/978-3-030-59246-2_8
DO - 10.1007/978-3-030-59246-2_8
M3 - Chapter (peer-reviewed)
AN - SCOPUS:85092053426
SN - 9783030592455
SN - 9783030592486
T3 - Studies in Systems, Decision and Control
SP - 161
EP - 174
BT - Flow Modelling and Control in Pipeline Systems
PB - Springer
ER -