2014
DOI: 10.1115/1.4026106
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Use of Pipeline Wave Propagation Model for Measuring Unsteady Flow Rate

Abstract: A novel method for estimation of unsteady flow rate using pressure at two or three points along a pipeline is described in this paper. The pressure data are processed using a wave propagation model to determine the unsteady flow. The comparison and analysis of two-transducer and three-transducer techniques are investigated through simulation. The proposed method is shown to be effective for unsteady flow rate measurement over a high bandwidth. However, if the pressure values from two transducers are used, inac… Show more

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Cited by 20 publications
(12 citation statements)
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“…This may cause inaccurate flowrate estimation, easily resulting in system instability. An alternative technique for estimating the unsteady flowrate is using a wave propagation model (Johnston and Pan, 2010) which has no restriction on the bandwidth and transducer spacing. Unsteady friction is also considered.…”
Section: Fluid-filled Pipementioning
confidence: 99%
See 1 more Smart Citation
“…This may cause inaccurate flowrate estimation, easily resulting in system instability. An alternative technique for estimating the unsteady flowrate is using a wave propagation model (Johnston and Pan, 2010) which has no restriction on the bandwidth and transducer spacing. Unsteady friction is also considered.…”
Section: Fluid-filled Pipementioning
confidence: 99%
“…A novel method was proposed by Johnston and Pan (2010) to estimate the unsteady flowrate based on the wave propagation model using measured pressures as boundary conditions (Appendix 3). The estimation of dynamic flowrate is significant for the theoretical analysis of pipe system and practical applications.…”
Section: Unsteady Flowrate Measurementmentioning
confidence: 99%
“…Johnston and Edge 5 included frictional effects and extended the method to work with unequally spaced transducers. This is beneficial as some methods for measurement of flow ripple, impedance and transfer matrices 1,69 also require three unequally spaced pressure transducers, to avoid ill-conditioned equations when the transducers are spaced a multiple of a half-wavelength apart. Johnston and Edge’s method was adopted as one of two alternatives in ISO 15086-2:2000, 10 in which it is recommended to use ‘at any time when the speed of sound is to be measured under the effective working conditions in a system’, as it is well suited for in situ use under normal working flow and pressure conditions.…”
Section: Introductionmentioning
confidence: 99%
“…Tijsseling et al [2][3][4][5] adopted MOC methods to investigate water hammer phenomenon in liquidfilled pipe systems and the axial vibration of liquid-filled pipes caused by fluid-structure interactions (FSI). Johnston et al [6] introduced a mechanical damping-based conceptual transient model that considered the mechanical damping caused by the interaction of pipes and joints with surrounding soils. Xu and Jiao [7] proposed an improved MOC method using time-line interpolation rather than a recursive algorithm to speed-up the calculation.…”
Section: Introductionmentioning
confidence: 99%