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VALVOLE DI CONTROLLO E INTERCETTAZIONE, SISTEMI DI AZIONAMENTO, DISCHI DI ROTTURA E DISPOSITIVI DI SICUREZZA UTILIZZATI NELL’INDUSTRIA DI PROCESSO Milano, 18 Aprile 2018 Auditorio TECNIMONT 1

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Page 1: Presentazione standard di PowerPoint - aisisa.it · Pressure Vessels & Piping Conference, ... ASME 2014 Pressure Vessels & Piping Conference, PVP2014 Experimental analysis of aerodynamic

VALVOLE DI CONTROLLO E INTERCETTAZIONE, SISTEMI DI AZIONAMENTO, DISCHI DI ROTTURA E DISPOSITIVI DI SICUREZZA UTILIZZATI

NELL’INDUSTRIA DI PROCESSO

Milano, 18 Aprile 2018

Auditorio TECNIMONT

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VALVOLE DI CONTROLLO E INTERCETTAZIONE, SISTEMI DI AZIONAMENTO, DISCHI DI ROTTURA E DISPOSITIVI DI SICUREZZA UTILIZZATI NELL’INDUSTRIA DI PROCESSO

Milano, 18 Aprile 2018

Auditorio TECNIMONT

Experimental and Computational Fluid Dynamics applied to control valves

Stefano Malavasi, Ph.D.

[email protected]://www.fluidlab.polimi.it/

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• Milano, XX mese 20XX

Prof. Stefano Malavasi

Dept. Civil and Environmental Engineeringwww.fluidlab.polimi.it

Experimental and Computational Fluid Dynamics applied to control valves

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Prof. Stefano Malavasi4

• The research group

Prof. S. Malavasi

Post Doc

Dr. G.V. Messa

Research

Fellow

Ing. M. Rossi

Dr. M. Negri

… Undergraduates

(M.Sc. & B.Sc.)

Ing. G. Ferrarese

Assistant

Professor

Ing. L. Fenini

@Polimi

Ing. MV Mastronardi

Phd Students

Full

Professor

Ing. Y. Wang

Industrial fluid dynamics

Fluid structure interaction

Energy Harvesting

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Prof. Stefano Malavasi5

Industrial fluid dynamics

Fluid-dynamic noise

Multi-phase processes

Control and regulation

Impact erosion

Fluid structure interaction

• The research topics connected to control valves

GreenValve

Energy Harvesting

Cavitation

Energy Harvesting

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Prof. Stefano Malavasi6

Experimental and Computational Fluid Dynamics applied to control valves

The study or the characterization of the fluid dynamic behavior of a control valve can be approached by experimental or numerical way .

Which are the differences?

We measure a physical phenomenon

Issues to overcomeHow to reproduce the phenomenon?How to perform correct measurements?How to analyze the experimental data?How to make the results comparable?

We model a physical phenomenon by equations

Issues to overcomeWhat is the set of equations to use?What are the strategies to solve the set of equations?What are the information to keep?How can we judge the results?

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Prof. Stefano Malavasi7

Experimental characterization of control valves

International STANDARDS IEC / ISA / VDMA …..

We measure a physic phenomenon

Issues to overcomeHow to reproduce the phenomenon?How to perform correct measurements? How to analyze the experimental data?How to make the results comparable?

• IEC 60534• ISA 72.01 01• ISA 75.02• VDMA 24422• ………..

Definitions

Terminology

Parameters

Test procedures

Flow coeffcient Cv or Kv

Cavitation indexes σi – σc – σmv

Liquid pressure recovery factor Fl

Critical Pressure drop ratio factor Xt

Liquid critical pressure ratio factor FF

Piping geometry factor Fp

Valve style modifier FD

Reynolds number factor FR

Valve Reynolds number Rev

Compressibility factor Z

Expansion factor Y

Main parameters:

The basic approach to the exp characterization of a valve requires following the standards !

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Prof. Stefano Malavasi8

Numerical characterization of control valves

We model a physic phenomenon by equations

Questions to overcomeWhat is the set of equations to use?What are the strategies to solve the set of equations?What are the information to keep?How can we judge the results?

Laminar / turbulentIncompressible / Compressible / Newtonian /…… Single-phase / Multi-phase ….Heat transfer / ….………

Laminar / turbulentSteady (RANS) / Unsteady (URANS / LES) Closure equations ( K-e ; K-w ; Low-Re; ….)Exploitment of symmetries………

V(x,y,z, “t”) & P(x,y,z, “t”) in each point of the computational volume.Mimic the experimental Standards or provide more information?

Strategies are needed to ensure the consistency of the numerical solutionStrategies are needed to ensure the consistency of the physical solution

The basic approach to the numerical characterization of a valve needs a deep knowledge about the phenomenon to model and about the numerical strategies / approaches / methods to use. NO specific STANDARDS to follow

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Prof. Stefano Malavasi9

Experimental Control Valve Numerical (CFD)

We can choose to use one or integrate them depending on our convenience

Example: Flow Coefficient CV (or Kv)

If only CV is required; If the valve diameter is small;If the flow characteristics are not limiting

The experimental characterization is convenient in terms of costs / knowhow / reliability of results

Standardized tests

If you want to know/to improve the performance of trim; If the valve diameter is too big for testing;If the flow characteristics are limiting

The CFD characterization allows:Knowing the flow features inside the valve; simulating large size system; simulating limiting flow conditions (very high pressure jump / different fluids / ….)

No standardized tests

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Prof. Stefano Malavasi10

Experimental Control Valve Numerical (CFD)

Example: Flow Coefficient CV (or Kv)

Because no standards are available for CFD approach it is important to :

Some commercialCFD codes

Possible problem due to use of symmetry

CFD MODELLING OF A CHOKE VALVE UNDER CRITICAL WORKING CONDITIONSASME 2014 Pressure Vessels & Piping Conference, PVP2014.

Velocity distribution inside the trim

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Prof. Stefano Malavasi11

Experimental Control Valve Numerical (CFD)

We can choose to use one or integrate them depending on our convenience

Example: Cavitation Index s

si Numerical prediction

si Numerical predictionHere you measure the bubble implosion effects on the structure

Here you estimate the pressure that allows bubble formation

Improvements and validation of the numerical prediction

of the incipient cavitation index.

Pressure Vessels & Piping Conference, PVP2015,

Prediction and handling of cavitation in rotary control ball valves.

Valve Word Conference 2012

s 2.1

s 2.4

What do we measure and simulate ?

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Prof. Stefano Malavasi12

Experimental Control Valve Numerical (CFD)

We can choose to use one or integrate them depending on our convenience

Example: Recovery Factor FL

Usteady & multiphase CFD model

Calibration of numerical model using the standard orifice

Vapor fraction

Vapor fraction

Exp. Test loop

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Prof. Stefano Malavasi13

Experimental Control Valve Numerical (CFD)

We can choose to use one or integrate them depending on our convenience

What does it take to numerically evaluate Fl on a valve’s trim?

• Multiphase / Unsteady model• Very small time-step • Variation of convergence coefficients• Multiple changes of boundary conditions

For a 8’’ control ball valve, the calculation of Fl for one openingrequires approximately 2800 core/hour, or 10 days with a 12 cores CPU.

Vapor fraction downstream the valve

Use of calibrated model on valvesExample: Recovery Factor FL

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Prof. Stefano Malavasi14

Experimental Control Valve Numerical (CFD)

Example: Tonal Noise

Pibiviesse Air Loop

Acoustic analysis of a rotary control valve.ASME 2014 Pressure Vessels & Piping Conference, PVP2014

Experimental analysis of aerodynamic noise generation in a rotary control valve. FIV 2012Compressible flow

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Experimental Control Valve Numerical (CFD)

Example: Broad Band Noise

Broadband Noise Generated Downstream of a Resistor in a Duct. FIV 2016

Main exp. uncertainty source Air quality (no dry air)

even CV is also affected by the air quality Main num. uncertainty source num. model

Calibration of numerical model using the standard orifice

LES

SNGR Bailly Source Sm[7]

SNGR Bailly Source Sm[9]

SNGR Karweit Source Sm[9]

SNGR Karweit Source Sm[7]

Numerical models for internal sound pressure level prediction. FIV2018

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Prof. Stefano Malavasi16

Experimental Control Valve Numerical (CFD)

Example: Broad Band Noise

Location of possible source regions

Mean Flow Field

TurbulentKinetic Energy

Identification of IEC parameters for noise prediction

Ah

Stp

Use of calibrated model to define IEC valve’s parameters

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Prof. Stefano Malavasi17

Experimental Control Valve Numerical (CFD)

Experiments are difficult and costly, but CFD requires calibration

Example: Erosive wear in a valve Calibration of numerical model using the direct impact test

Erosion hole

… but CFD prediction is not “EASY”!!! • Two-phase model• Tracking of particles trajectories• Fluid-particle-particle coupling?• (empirical) erosion model

Enhanced erosion prediction for Xtree valves’ lifetime estimation

DPM particle tracking

400 20 30

Particle velocity magnitude [m/s]

10

Abrasive jet (water-sand)

Erosion experiments are difficult …• Hard to keep the desired test conditions• Hard to assess the test conditions (e.g. concentration)• Hard to measure small mass losses in a valve• Destructive tests

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Prof. Stefano Malavasi18

Experimental Control Valve Numerical (CFD)

Experiments are difficult and costly, but CFD requires calibration

Example: Erosive wear in valve Application of calibrated model to a valve

mmeroded

1.0

0.0

0.2

0.4

0.6

0.8

CageSleeve

Retaining

sleeve

Body

Flow

E-Loop setup @ Hydraulic Lab. of Polimi

Lifetime prediction of valves subjected to impact erosion

Prediction of erosion damage in a choke valve working in severe slurry condition (to be presented soon)

Estimation of the useful lifetime of a gate valve subjected to impact erosion

E-CODE

E-LOOP

E-CODE

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Prof. Stefano Malavasi19

Example: Energy Harvesting in control process

Experimental Control Valve Numerical (CFD)

Flow ControlRemote Monitoring

Automatic - regulation

GreenValve system

Water distribution system analysis 14-17 July 2014, Bari, Italy

GreenValve system recovers the energy that

is usually dissipated for regulation, thereby

transforming a control valve in a stand-alone

system for IOT and smart-system

applications

Actuator&

Logic

Generator

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Prof. Stefano Malavasi20

Thank you for your attention

@Polimi

Stefano Malavasi, Ph.D.Full Professor

Head of the Hydraulic Laboratory

Politecnico di Milano - D.I.C.A.-sez. Ingegneria Idraulica

Piazza Leonardo da Vinci, 32 20133 Milano - Italy

Ph. +39 02 2399 6261 mob. +39 335 7982 622

e-mail: [email protected]://www.fluidlab.polimi.it