and methods. Manometers. Pressure-based measurement of velocity magnitude and direction. Anemometers, thermal probes. Temperature measurements.

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FLOW MEASUREMENTS Dr. János VAD, associate professor, Dept. Fluid Mechanics, BME Vad, J. (2008), Advanced flow measurements. Mőegyetemi Kiadó, 45085. Interactive presentations ( PREMIUM SCORES ): 1: Introduction. The need for flow measurements. Practical / industrial necessity of flow measurements in general. Quantities to be measured. Aspects of being advanced. Special notes on advanced flow measurements. Announcement of Market research + Ökotech/Hungarotherm exhibition: 2/4 hours? 2: Measurement of temporal mean pressures: static, total, dynamic. Probes and methods. Manometers. Pressure-based measurement of velocity magnitude and direction. Anemometers, thermal probes. Temperature measurements. 3: Measurement of unsteady pressures. Sound and vibration measurements. Flow visualization. 4: Laboratory display: Devices for pressure, velocity and temperature measurements. Pneumatic measurements (pressure, temperature, flow rate). Electro-pneumatic systems.

5: Mid-term test 1 Part A: closed book test (theory), Part B: open book test (solution of practical problems) 6: Laser optical flow diagnostics 1. 7: Laser optical flow diagnostics 2. 8: Hot wire anemometry 9: ÖKOTECH / Flow rate measurements with use of contraction elements and deduced from velocity data. Comparison. 10: Specialised flowmeters: ultrasonic, MHD, capacitive cross-correlation technique, Coriolis. 11: Specialised flowmeters: vortex, rotameter, turbine, volumetric. Laboratory display. 12: Easter holiday 13: Mid-term test 2 Part A: closed book test (theory), Part B: open book test (solution of practical problems) 14: Presentation of laboratory measurement results and market research + industrial exhibition experiences. Evaluation of the course.

Interactive seminars (lab displays, industrial case studies PREMIUM SCORES ) + laboratory excercises: 1: ICS: Fault diagnostics of the air supply system of a gas motor power generator. Development of a dynamic fire extinguishment method. Testing a wind tunnel via ad hoc measurements. 2: ICS: Optimization of a mineral wool production process. Development of an axial fan of long throw. Visualisation of water coning in the model of an oil production well. 3: ICS: Proposal for noise reduction of an aerobic waste water treatment system. Investigation on a wood chip drying tower. 4: ICS: Optimization of a pharmaceutical fermentation process. Measurement and simulation of an electro-pneumatic brake modulator. Vibration diagnostics on a boiler combustion air supply fan. 5: ICS: Experimental investigation on a scaled-up model fuel pump. Extension of a food industry cooler system. 6: Laser optical flow diagnostics 1. Lab display.

7: Laser optical flow diagnostics 2. Lab display. 8: Hot wire anemometry. Lab display. 9: ÖKOTECH 10: Preparation for the laboratory measurements. Laboratory measurements 1. 11: Laboratory measurements 2. 12: Easter holiday 13: ICS. 14: Presentation of laboratory measurement results and market research + industrial exhibition experiences. Evaluation of the course.

1. 1.1. INTRODUCTION Objectives of fluid flow measurements 1.1.1. Global (integral) quantities General judgment of operation of fluid machinery and the connected fluid mechanical system, fault diagnostics (occasional studies) Mass flow rate: n qm = ρ v da ρ v Aduct i =1 i Ai

Providing measurement data for process control and automation q Volume flow rate: V = A duct v da

1.1.2. Local quantities, flow structure data Fault diagnostics, check of operational state

Providing measurement data for industrial process control Pressure drop [Pa] 0 2 4 6 8 [m/s] Air velocity

Measurement-based research and development (R&D)

Experimental validation of Computational Fluid Dynamics (CFD) tools LDA: 1.00 0.95 0.90 0.85 0.80 0.75 0.70 R P A 0.1u c O C U CF H PV 5 10 15 20 25 30 35 40 θ [deg] S ST T W V P 1.00 0.95 0.90 0.85 0.80 0.75 0.70 R CFD: P A O 0.1 u C CF c H U PV 5 10 15 20 25 30 35 40 θ [deg] S ST T W P

1.2. Measured quantities under discussion Related to industrial applications and R&D: Global quantities: Volume flow rate Mass flow rate Local quantities: Scalar quantities: Pressure (temporal mean and fluctuating) Temperature Concentration of another phase Vectorial quantities: Velocity (temporal mean and fluctuating)

1.3. Advanced flow measurements : aspects of being advanced Demand Small measurement uncertainty Wide measurement range High spatial resolution High temporal resolution for investigation of time-dependent processes (e.g. turbulence) Examples for instrumentation Laser Doppler Anemometry (LDA): velocity measurement with 0.1 % relative uncertainty LDA equipped with high-speed data acquisition card, capable for measurement of sign of velocity: velocity from 0 m/s up to supersonic flow LDA: the size of the measurement volume is in the order of magnitude of 0.1 mm ( Pitot-static probe) Hot wire anemometry (Constant temperature anemometry: CTA) ( Pitot-static probe)

High directional resolution for measurement of vector quantities Low directional resolution for measurement of scalar quantities Multi-dimensionality Limited need for calibration (stable internal parameters) Easy-to-use, plug and play LDA: the interference fringe system defines the direction of velocity component being measured ( Pitotstatic probe) Pitot-static (Prandtl) probe for dynamic pressure measurements: directionally insensitive in the range of ±15 (this is a disadvantage if the velocity is to be determined for deduction of volume flow rate) 1D, 2D, 3D LDA and CTA, stereo PIV LDA: NO need for calibration, black box : NOT ALLOWED to adjust ( CTA) Propeller anemometer ( LDA)

Reliable operation in a wide application area: under heavy circumstances (dusty, hot, humid, aggressive industrial environment) Application areas not servable with other methods; remote measurements Limited disturbance of the flow to be measured: non-contact / nonintrusive / non-invasive techniques Limited necessity to manipulate the equipment to be measured S-probe ( LDA) Laser vibrometer ( pieso-electric accelerometer) Ultrasound flowmeter ( Solid-state probes) Laser vibrometer, ultrasound flowmeter ( throughflow orifice meter)

Electronic output signal for advanced representation of data and for process control Electronic pressure transducer ( U- type liquid manometer) Computer-supported, automated Particle Image Velocimetry (PIV) ( measurement (calibration, traversing, Pitot-static probe) data acquisition, data processing, data storage, data representation ) Low expenses Pitot-static probe ( LDA)

1.4. Special notes on advanced flow measurements A/ Measurement methods: selection according to the demands Velocity measurement: Technique Pitot-static probe 1-component CTA or LDA Aim O. m. in expenses Magnitude of temporal mean velocity, pointlike 1 temporal mean (and fluctuating) velocity component, pointlike 2-component LDA 2 velocity components, point-like 0.5 keur 25 keur 100 keur

Technique Aim O. m. in expenses 3-component LDA 2-component PIV Stereo PIV 3 velocity 2 velocity 3 velocity components, components, in a components, in a point-like plane plane 200 keur 200 keur 400 keur

B/ Advanced only IF: the entire experimental procedure and evaluation is also advanced Supersonic wind tunnel: IC test engine

C/ Paradox: we need to know the answer before we begin. Without theory the facts remain silent.

Throttle Rotary encoder Fan with torque meter Rotor x - y Traversing mechanism y x LDA system Downstream windows Upstream windows Spray nozzle Inlet cone air inlet

D/ Full exploitation of the measurement technique ϕ r = c r u k 0.2 0.1 0-0.1 Lapátnyom 0.09 Csatornafal ψ=2r 1.5 1 0.5 0 cu u k Lapátnyom 1.5 Csatornafal 5-0.09 R 0 0.95 1 0.9 1.1 0.85 5 10 10 15 Járókerékagy 20 25 30 0.7 0.750.8 15 Járókerékagy 20 25 Tangenciális koordináta [deg] 35 30 Lapátmozgás Tangenciális koordináta [deg] 35 0.7 0.750.8 Lapátmozgás R 0.95 0.85 0.9 ϕ = c x uk 1.00 0.1u k ω 0.5 0.95 0.90 0 5 Lapátnyom 0.3 10 15 Járókerékagy 20 25 Tangenciális koordináta [deg] 30 0.2 35 0.5 Csatornafal 0.7 0.750.8 Lapátmozgás R 0.95 0.9 0.85 0.85 0.80 0.75 0.70 0.676 R 5 10 15 20 25 30 35 40 Tangenciális koordináta [deg]