(ADVANCED) FLOW MEASUREMENTS Dr. János VAD, associate … · 2010-02-23 · (ADVANCED) FLOW...

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(ADVANCED) FLOW MEASUREMENTS Dr. János VAD, associate professor, Dept. Fluid Mechanics, BME 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. 2: Measurement of temporal mean pressures: static, total, dynamic. Probes Interactive presentations (– „PREMIUM SCORES”): Vad, J. (2008), Advanced flow measurements. Mőegyetemi Kiadó, 45085. Dr. János VAD: Flow measurements 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. Laboratory display: Devices for pressure, velocity and temperature measurements. Pneumatic measurements (pressure, temperature, flow rate). Electro-pneumatic systems. 4: Hot wire anemometry. Flow visualization. Introduction to lasers applied to optical flow diagnostics.

Transcript of (ADVANCED) FLOW MEASUREMENTS Dr. János VAD, associate … · 2010-02-23 · (ADVANCED) FLOW...

Page 1: (ADVANCED) FLOW MEASUREMENTS Dr. János VAD, associate … · 2010-02-23 · (ADVANCED) FLOW MEASUREMENTS Dr. János VAD, associate professor, Dept. Fluid Mechanics, BME 1: Introduction.

(ADVANCED) FLOW MEASUREMENTS

Dr. János VAD, associate professor, Dept. Fluid Mechanics, BME

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.

2: Measurement of temporal mean pressures: static, total, dynamic. Probes

Interactive presentations (– „PREMIUM SCORES”):

Vad, J. (2008), Advanced flow measurements. Mőegyetemi Kiadó, 45085.

Dr. János VAD: Flow measurements

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.

Laboratory display: Devices for pressure, velocity and temperature

measurements. Pneumatic measurements (pressure, temperature, flow rate).

Electro-pneumatic systems.

4: Hot wire anemometry. Flow visualization. Introduction to lasers applied to

optical flow diagnostics.

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5: Laser optical flow measurements. Laser Doppler Velocimetry (LDV). Phase

Doppler Anemometry (PDA). Particle Image Velocimetry (PIV).

6: Laboratory display: Wind tunnel techniques. Hot wire anemometry. Laser

operation. Laser Doppler Anemometry.

7: Mid-term test 1 – Part A: closed book test (theory), Part B: open book test

(solution of practical problems)

8: Flow rate measurements with use of contraction elements and deduced from

velocity data. Comparison.

9: Specialised flowmeters: ultrasonic, MHD, capacitive cross-correlation

Dr. János VAD: Flow measurements

9: Specialised flowmeters: ultrasonic, MHD, capacitive cross-correlation

technique, Coriolis.

10: Specialised flowmeters: vortex, rotameter, turbine, volumetric.

11: Laboratory display: Ultrasonic flowmetry, MHD flowmetry, rotameters,

turbine flowmeters.

12: Mid-term test 2 – Part A: closed book test (theory), Part B: open book test

(solution of practical problems)

13: The complementary characters of flow measurements and Computational

Fluid Dynamics. Industrial case studies.

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For the Mechanical Engineering Modelling MSc+PhD 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

Dr. János VAD: Flow measurements

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: Laboratory display: Visit to the laboratory of Institute of Physics, Eötvös

Loránt University of Science. PIV measurements.

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7: Preparation for the laboratory measurements. Laboratorymeasurements 1.

8: Laboratory measurements 2.

9: Laboratory measurements 3.

10: ICS: Development of a standardised axial fan test facility for testing

industrial fans. Fluid mechanical survey of a gas turbine power plant.

11: ICS: Measurements on a silencer built in a cement industry flue gas duct.

Fluid mechanical survey of a combustion air supply fan of a thermal power

plant.

Dr. János VAD: Flow measurements

plant.

12: ICS: Survey on a heat power measurement method in a remote heating

system. Reconstruction of the pump system of a chemical industrial reservoir

park.

13: ICS: Investigation of the cooling process applied in sheet metal industry.

Study on the effect of flow rate measurement noise in a natural gas supply line.

Testing compressors used in air conditioners.

14: Presentation of laboratory measurement results.

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HARDCORE FLUID MECHANICS

Dr. János VAD: Flow measurements

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„Keep•your blood clean,•your body lean,•and your mind sharp.”

Dr. János VAD: Flow measurements

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1. INTRODUCTION1.1. Objectives of fluid flow measurements

1.1.1. Global (integral) quantitiesGeneral judgment of operation of fluid machinery and the connected fluid mechanical system, fault diagnostics (occasional studies)

Dr. János VAD: Flow measurements

i

n

i

i

A

m AvdAvq

duct

∆ρρ ∑∫=

⊥≈=1

Mass flow rate:

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Dr. János VAD: Flow measurements

Volume flow rate:

∫=

ductA

V dAvq

Providing measurement data for process control and automation

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1.1.2. Local quantities, flow structure data

Fault diagnostics, check of operational state

Dr. János VAD: Flow measurements

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Providing measurement data for industrial process control

Pressure drop [Pa]

0 2 4 6 8 [m/s]

Dr. János VAD: Flow measurements

0 2 4 6 8 [m/s]

Air velocity

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Measurement-based research and development (R&D)

Dr. János VAD: Flow measurements

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Experimental validation of Computational Fluid Dynamics (CFD) tools

Dr. János VAD: Flow measurements

5 10 15 20 25 30 35 40

0.70

0.75

0.80

0.85

0.90

0.95

1.00

R

0.1 cu

[deg]θ

P S

O

U

CFP

W

V

TCA

STH

PV

0.90

0.95

5 10 15 20 25 30 35 40

0.70

0.75

0.80

0.85

1.00

R

0.1

[deg]θ

P

S

O

U

CF PW

CA

STH PV

cu T

LDA: CFD:

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1.2. Measured quantities under discussion

Related to industrial applications and R&D:

Global quantities:•Volume flow rate

•Mass flow rate

Local quantities:

Dr. János VAD: Flow measurements

Local quantities:Scalar quantities:

•Pressure (temporal mean and fluctuating)

•Temperature

•Concentration of another phase

Vectorial quantities:

•Velocity (temporal mean and fluctuating)

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1.3. “Advanced flow measurements”: aspects of being “advanced”

Demand Examples for instrumentation

“Small” measurement uncertainty Laser Doppler Anemometry (LDA):

velocity measurement with 0.1 %

relative uncertainty

“Wide” measurement range LDA equipped with high-speed data

acquisition card, capable for

measurement of sign of velocity:

Dr. János VAD: Flow measurements

measurement of sign of velocity:

velocity from 0 m/s up to supersonic

flow

“High” spatial resolution LDA: the size of the measurement

volume is in the order of magnitude of

0.1 mm (⇔ Pitot-static probe)

“High” temporal resolution for

investigation of time-dependent

processes (e.g. turbulence)

Hot wire anemometry (Constant

temperature anemometry: CTA) (⇔

Pitot-static probe)

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“High” directional resolution for

measurement of vector quantities

LDA: the interference fringe system

defines the direction of velocity

component being measured (⇔ Pitot-

static probe)

“Low” directional resolution for

measurement of scalar quantities

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

Dr. János VAD: Flow measurements

velocity is to be determined for

deduction of volume flow rate)

Multi-dimensionality 1D, 2D, 3D LDA and CTA, stereo

PIV

Limited need for calibration (stable

internal parameters)

LDA: NO need for calibration, “black

box”: NOT ALLOWED to adjust (⇔

CTA)

Easy-to-use, “plug and play” Propeller anemometer (⇔ LDA)

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Reliable operation in a wide

application area: under heavy

circumstances (dusty, hot, humid,

aggressive industrial environment)

S-probe (⇔ LDA)

Application areas not servable with

other methods; remote measurements

Laser vibrometer (⇔ pieso-electric

accelerometer)

“Limited” disturbance of the flow to Ultrasound flowmeter (⇔ Solid-state

Dr. János VAD: Flow measurements

“Limited” disturbance of the flow to

be measured: “non-contact” / “non-

intrusive” / “non-invasive” techniques

Ultrasound flowmeter (⇔ Solid-state

probes)

Limited necessity to manipulate the

equipment to be measured

Laser vibrometer, ultrasound

flowmeter (⇔ throughflow orifice

meter)

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Electronic output signal for advanced

representation of data and for process

control

Electronic pressure transducer (⇔ U-

type liquid manometer)

Computer-supported, automated

measurement (calibration, traversing,

Particle Image Velocimetry (PIV) (⇔

Pitot-static probe)

Dr. János VAD: Flow measurements

measurement (calibration, traversing,

data acquisition, data processing, data

storage, data representation…)

Pitot-static probe)

“Low” expenses Pitot-static probe (⇔ LDA)

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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

2-component

LDA

Dr. János VAD: Flow measurements

Aim Magnitude of

temporal mean

velocity, point-

like

1 temporal mean

(and fluctuating)

velocity

component, point-

like

2 velocity

components,

point-like

O. m. in

expenses

0.5 kEUR 25 kEUR 100 kEUR

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Technique 3-component

LDA

2-component PIV Stereo PIV

Aim 3 velocity

components,

point-like

2 velocity

components, in a

plane

3 velocity

components, in a

plane

Dr. János VAD: Flow measurements

point-like plane plane

O. m. in

expenses

200 kEUR 200 kEUR 400 kEUR

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B/ “Advanced” only IF: the entire experimental procedure and evaluation is also advanced

•Supersonic wind tunnel:

Dr. János VAD: Flow measurements

•IC test engine

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C/ Paradox: „we need to know the answer before we begin.”

“Without theory the facts remain silent.”

Dr. János VAD: Flow measurements

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x - y Traversing

Fan with

Rotary encoder

Throttle

mechanism

Rotor

torque meter

y

x

Dr. János VAD: Flow measurements

Inlet cone

Spray nozzle

air inlet

LDA system

Downstream windows

Upstream windows

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D/ Full exploitation of the measurement technique

5 1015 20 25 30 35 0.7

0.750.8

0.850.9

0.95

-0.1

0

0.1

0.2

0

-0.09

0.09

ϕr r kc u=

Tangenciális koordináta [deg]

Járókerékagy

CsatornafalLapátnyom

Lapátmozgás

R

510

1520

2530

350.7

0.750.8

0.850.9

0.95

0

0.5

1

1.5

1

1.5

1.1

Tangenciális koordináta [deg]

Járókerékagy

CsatornafalLapátnyom

Lapátmozgás

R

u kc u=2R ψ

Dr. János VAD: Flow measurements

35Tangenciális koordináta [deg] Lapátmozgás 35Tangenciális koordináta [deg] Lapátmozgás

510

1520

2530

350.7

0.750.8

0.850.9

0.95

0

0.5

0.5

0.3

0.2

Tangenciális koordináta [deg]

Járókerékagy

CsatornafalLapátnyom

Lapátmozgás

R

c kϕ x u=

Tangenciális koordináta [deg]5 10 15 20 25 30 35 40

ω0.1u

0.70

0.75

0.80

0.85

0.90

0.95

1.00

0.676R

k