Measurement of discharge by the ultrasonic (transit - time...
Transcript of Measurement of discharge by the ultrasonic (transit - time...
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Measurement of discharge by the ultrasonic (transit-time) method in “degraded mode” using computational
fluid dynamics and data analysis
Matthieu DUFRESNE, J.-B. Bardiaux, J. Vazquez, S. Isel, M. Fischer, A. Napoly
Fluid and Solid Mechanics Institute of Strasbourg, France
9th International Conference on Urban Drainage Modelling, Belgrade (Serbia), September 2012
Projects COACHS and MENTOR-2015
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Outline
1. Context and objectives
2. Methodology: a. Discharge determination b. Degraded conditions
3. Conclusion
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Context
Discharge measurement
Critical flow conditions (Venturi flumes, weirs…)
Ordinary conditions
Direct relationship between V and h
Need for only 1 water depth measurement
Need for 2 measurements
h and V in 1 cross section (presentation of
Laurent Solliec and this one) 3
h in 2 cross sections (presentation of Sandra Isel)
determination
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Context
Cross-section view of the flow
• Measurement of V o “Doppler” devices
o Profilers (see the presentation of Laurent) o Transit time paths (this presentation)
• Main difficulty = the link between the measured velocity (local variable) and the mean velocity
(needed for the determination of the discharge)? • In particular for non-standard gauging stations
(complex geometry with singularities)!
Path n°1
Path n°2
Path n°3
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Context
Cross-section view of the flow
Path n°1
Path n°2
Path n°3
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In a “perfect” world In the actual world (communication problems)
? ? ?
? • The whole measurements are not generally lost. • For example path n°2 is not working.
• Advantage of multi-path systems: the whole information is not lost!
• How can we calculate the discharge in such degraded conditions?
(About 15% of loss for the dataset used in this study)
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Objectives
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• Objective: make discharge determination with ultrasonic transit-time method more reliable – Objective n°1:
o Development of a methodology for discharge determination for non-standard gauging stations
– Objective n°2: o Development of a methodology in degraded
conditions
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Outline
1. Context and objectives
2. Methodology: a. Discharge determination b. Degraded conditions
3. Conclusion
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Presented through one test-case: the gauging station ‘Milan’
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Presentation of the gauging station Milan
≈ 650 m
Gauging station “Milan”
CSO chamber 30° bend
Dissymmetric confluence
(Mulhouse, France)
1.60 m
Path n°1 Path n°2
Path n°3
Path n°4
h1 h2
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Methodology for discharge determination
Gauging station (site, sensor, data)
Hydraulic analysis
CFD model
Q = f(h, V1, V2) Measurement data h, V1, V2
Discharge Q
(methodology presented at ICUD 2011) 9
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• Two paths are immersed:
• Three paths are immersed:
• Four paths are immersed:
Methodology for discharge determination
2211 05.105.1 SVSVQ ××+××=
44332211 10.106.191.091.0 SVSVSVSVQ ××+××+××+××=
332211 14.191.091.0 SVSVSVQ ××+××+××=
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Methodology for degraded conditions
Q = f (h, V1, V2) Measurement data h, V1, V2
Discharge Q
• Optimal functioning: • Degraded conditions: • Example: path n°1 (V1) is not working
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Data analysis
Correlation between variables
V1 = g (h)? V1 = g (V2)?
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Q = f (h, g (V2), V2)
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Correlation between variables
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No simple link between h and V1 (variable downstream influence)
Good correlation between V1 and V2 for high water depths,
Nothing better for low water depths.
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Results
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• Comparison between optimal functioning and degraded mode (V1 is not working)
Non-negligible error but: • Better than loosing the data!
• Can be used for the management of the sewer.
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Outline
1. Context and objectives
2. Methodology: a. Discharge determination b. Degraded conditions
3. Conclusion
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Conclusion
Gauging station (site, sensor, data)
Methodology for degraded conditions
Methodology for discharge
determination
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• Main goal: make the discharge determination more reliable.
• Two perspectives: • Improvement of the degraded relationships while the data
are collected. • Investigation of more physical degraded relationships
(velocity profiles…)
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Measurement of discharge by the ultrasonic (transit-time) method in “degraded mode” using computational
fluid dynamics and data analysis
Matthieu DUFRESNE, J.-B. Bardiaux, J. Vazquez, S. Isel, M. Fischer, A. Napoly
Fluid and Solid Mechanics Institute of Strasbourg, France
9th International Conference on Urban Drainage Modelling, Belgrade (Serbia), September 2012
Projects COACHS and MENTOR-2015