The industrial application of CFD - abercus · • Industrial application of CFD • Lower cost and...

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Undergraduate CFD course – industrial application of CFD 3 P-TT161002-001-B Abercus Riverside House Riverside Drive Aberdeen AB11 7LH www.abercus.com © 2016 Abercus. All Rights Reserved. The industrial application of CFD Dr Steve Howell – 1 st November 2016

Transcript of The industrial application of CFD - abercus · • Industrial application of CFD • Lower cost and...

Page 1: The industrial application of CFD - abercus · • Industrial application of CFD • Lower cost and open source simulation tools • Verification and validation ... – Examples –flow

Undergraduate CFD course – industrial application of CFD 3P-TT161002-001-B

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© 2016 Abercus. All Rights Reserved.

The industrial application of CFD

Dr Steve Howell – 1st November 2016

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Abercus

Abercus is an independent, privately-owned consultancy specialising

in advanced engineering simulation within the energy sector –

computational fluid dynamics (CFD), finite element analysis (FEA),

the development of bespoke software tools and teaching/training.

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Agenda

• Introduction

• Industrial application of CFD

• Lower cost and open source simulation tools

• Verification and validation

• Summary.

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Agenda

• Introduction

• Industrial application of CFD

• Lower cost and open source simulation tools

• Verification and validation

• Summary.

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Agenda

• Introduction

– Numerical wind tunnel

– Discretisation and the CFD process (pre solve post)

– Examples – flow in a pipe, lid-driven cavity

– Other methods, benefits of CFD

– General transport equation, convection and diffusion

– Numerical diffusion

– Validation.

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Introduction

• CFD is an acronym for the term computational fluid dynamics

• Computational – using computers to solve a set of equations

• Fluid – (typically) liquid or a gas

• Dynamics – motion

• Computational fluid dynamics is an approach for solving the

governing equations of fluid flow using computational methods.

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Introduction

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Introduction

• CFD is often described as a numerical wind tunnel or wave tank

RJ Mitchell wind tunnel, University of Southampton:

http://www.southampton.ac.uk/engineering/research/facilities/360/wind_tunnel_r_j_mitchell.page

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Introduction

• CFD is often described as a numerical wind tunnel or wave tank

RJ Mitchell wind tunnel, University of Southampton

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Introduction

• CFD is often described as a numerical wind tunnel or wave tank

Ferrari

Red Bull Racing

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Introduction

• CFD is often described as a numerical wind tunnel or wave tank

CFD simulation by others,

reference required

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Introduction

• CFD is often described as a numerical wind tunnel or wave tank

RWDI wind tunnel

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Introduction

• CFD is often described as a numerical wind tunnel or wave tank

RJ Mitchell wind tunnel, University of Southampton Reference required

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Introduction

• CFD is often described as a numerical wind tunnel or wave tank

Wave tank at Marin CFD by Abercus/Genesis Oil and Gas

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Introduction

• CFD is an approach for solving the governing equations of fluid

flow using computational methods, but why don’t we just solve

these equations analytically?

• The governing equations are complex, non-linear partial

differential equations

• They have been solved for a few simple geometries, but no

general solution is known

• Generally, whenever an analytical solution is not possible,

numerical methods offer an alternative approach.

i

iiii

j

ii

j

jii

i

x

pg

x

u

x

uu

t

ueeeee

~

02

2

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Introduction

• The governing equations

contain gradient terms so

their solution requires

differentiation

• Differentiation may be straight

forward if the function is

known an linear, for example:

𝑦 = 𝑥3 − 10𝑥2 − 20𝑥 + 50

𝑑𝑦

𝑑𝑥= 3𝑥2 − 20𝑥 − 20

𝑥

𝑥

𝑦

𝑑𝑦

𝑑𝑥

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Introduction

• If the function is unknown but

the value of the function is

known at discrete locations,

the gradients can be calculated

accordingly

• The original continuous

functions are approximated by

a system of discrete linear

algebraic equations.

𝑥

𝑥

𝑦

𝑑𝑦

𝑑𝑥

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Introduction

• Similarly with CFD, the spatial domain of interest is divided into

smaller discrete non-overlapping cells to form a CFD mesh – this

is known as discretisation

• The governing equations, which are continuous partial differential

equations, are approximated by a system of discrete linear

algebraic equations that are solved iteratively

• The numerical information for the solved equation set is

interrogated to provide information that is easy to understand.

Pre-processing Solving Post-processing

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Introduction

Pipe wall - static

Pipe wall - static

Fluid

Pressure drop along pipe?

Orthoflo

CFD example – flow in a pipe

Inlet boundary condition

– uniform velocity

Outlet boundary

– velocity profile?

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Introduction

Inlet boundary condition

– uniform velocity

Velocity vectors

CFD example – flow in a pipe

Outlet boundary

– velocity profile?Pressure drop along pipe?

Velocity magnitude [m/s]

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Introduction

Inlet boundary condition

– uniform velocity

Outlet boundary

– velocity profile?

Pressure contours

CFD example – flow in a pipe

Pressure drop along pipe?

Pressure [Pa]

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Orthoflo

Introduction

Surrounding walls - static

Fluid

Lid – slides from left to right

Pressure distribution

within cavity?

Flow profile

within cavity?

CFD example – lid-driven cavity

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Introduction

Pressure distribution

within cavity?

Flow profile

within cavity?

CFD example – lid-driven cavity

Velocity magnitude [m/s]

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Introduction

Pressure distribution

within cavity?

Flow profile

within cavity?

CFD example – lid-driven cavity

Pressure [Pa]

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Introduction

Pre-processing Solving Post-processing

Geometry preparation

Discretisation/mesh

Define fluid properties

Define boundary conditions

Define initial conditions

Iterative solution Numerical information

Contour plots

Vector plots

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Introduction

• CFD is one approach for solving fluid flow, but there are others:

– Calculation

– Experimental correlations

– Bespoke experiments (small-scale or full-scale)

– Full-scale experiment

• All of the different methods have their relative strengths and

weaknesses, and are appropriate in different applications.

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Introduction

• CFD is one approach for solving fluid flow, but there are others:

Approach Advantages Disadvantages

Calculation Quick and easy for

simple flow geometries

Is the flow properly captured?

May be overly conservative?

Empirical correlation Quick and easy

Experimental validation

Does a valid correlation exist for

the flow/geometry of interest?

Is the correlation overly conservative?

Small scale experiment Allows complex geometries

to be considered

Controlled conditions

Scaling effects – is the flow

Reynolds number independent?

Information only recorded at

prescribed monitor locations

Full-scale experiment Real world, real geometries

No scaling effects

Uncontrollable conditions

Information only recorded at

prescribed monitor locations

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Introduction

• CFD is one approach for solving fluid flow, but there are others:

Price

Completeness of

information

Calculation/empirical correlation

Wind tunnel/wave tank

Full-scale testing

CFD

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Introduction

• CFD simulates the flow at full-scale, so there are no issues with

scaling effects

• Changes in the CFD model can be quickly incorporated, both in

terms of the model geometry and/or the boundary conditions,

which allows sensitivities to be considered and optimisation to be

undertaken

Orthoflo

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Introduction

Velocity magnitude

Changes to geometry and boundary conditions can be quickly investigated.

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Introduction

• CFD simulates the flow at full-scale, so there are no issues with

scaling effects

• Changes in the CFD model can be quickly incorporated, both in

terms of the model geometry and/or the boundary conditions,

which allows sensitivities to be considered and optimisation to be

undertaken

• CFD provides a complete solution throughout the spatial

domain, not just at pre-defined probe locations, so the predicted

flow behaviour can be interrogated at any point within the

domain.

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Introduction

Velocity magnitude

Velocity probeExperimental probes record data at pre-defined measurement locations

which may not coincide with the position of, and therefore, capture, the

maximum velocity

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Introduction

• Additional flow physics can be incorporated depending upon the

application

- energy - free surface

- turbulence - erosion

- combustion - moving objects

- radiation - fluid-structure interaction

- multiphase

- particle tracking

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Introduction

0

i

i

x

u

t

i

iiii

j

ii

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jii

i

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pg

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ueeeee

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02

2

2

2

i

i

i

PiP

x

Tk

x

Tcu

t

Tc

– Linear momentum (in vector notation) – Navier-Stokes eqution

– Energy

Rate of change term

Conservation equations (Eulerian framework)

– Mass

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Introduction

0

i

i

x

u

t

i

iiii

j

ii

j

jii

i

x

pg

x

u

x

uu

t

ueeeee

~

02

2

2

2

i

i

i

PiP

x

Tk

x

Tcu

t

Tc

– Linear momentum (in vector notation) – Navier-Stokes eqution

– Energy

Convection term

Conservation equations (Eulerian framework)

– Mass

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Introduction

0

i

i

x

u

t

i

iiii

j

ii

j

jii

i

x

pg

x

u

x

uu

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ueeeee

~

02

2

2

2

i

i

i

PiP

x

Tk

x

Tcu

t

Tc

– Linear momentum (in vector notation) – Navier-Stokes eqution

– Energy

Diffusion term

Conservation equations (Eulerian framework)

– Mass

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Introduction

0

i

i

x

u

t

i

iiii

j

ii

j

jii

i

x

pg

x

u

x

uu

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ueeeee

~

02

2

2

2

i

i

i

PiP

x

Tk

x

Tcu

t

Tc

– Linear momentum (in vector notation) – Navier-Stokes eqution

– Energy

Source term(s)

+0

+0

Conservation equations (Eulerian framework)

– Mass

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Introduction

0

i

i

x

u

t

i

iiii

j

ii

j

jii

i

x

pg

x

u

x

uu

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ueeeee

~

02

2

2

2

i

i

i

PiP

x

Tk

x

Tcu

t

Tc

– Linear momentum (in vector notation) – Navier-Stokes eqution

– Energy

s

xx

u

tii

i

2

2

– General form of the convection-diffusion equation

+0

+0

Conservation equations (Eulerian framework)

– Mass

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Introduction

Vorticity

• Vorticity wi describes the rotation of the flow behaviour and is

defined as the curl of the velocity field:

k

j

ijki ux

w

• The vorticity equation is derived from the Navier-Stokes

equation:

i

j

iji

j

ii

j

iji

i

x

u

xx

u

teeee

ww

ww 0

2

200

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Introduction

Equation s

Conservation of mass 1 0 0

Conservation of x-momentum u

Conservation of y-momentum v

Conservation of z-momentum w

Vorticity wi

Energy T 0Pc

k

y

p

x

p

gz

p0

General form of the convection-diffusion equation

s

xx

u

tii

i

2

2

j

ij

x

u

w0

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Introduction

• Diffusion – the mixing of fluid in all directions due to random

fluctuations at the molecular level

No bulk flow

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Introduction

• Convection – the collective movement of fluid due to the bulk

motion of the fluid

Gentle bulk flow (from left to right)

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Introduction

• Typically both convection and diffusion will be present

Gentle bulk flow (from left to right)

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Introduction

Surrounding walls - static

Fluid Pressure distribution

within cavity?

Flow profile

within cavity?

Hot

wall

Cold

wall

Temperature

distribution within

cavity?

Orthoflo

CFD example – flow in a differentially heated cavity

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Introduction

Pressure distribution

within cavity?

Hot

wall

Cold

wall

Temperature

distribution within

cavity?

Flow profile

within cavity?

Velocity vectors

CFD example – flow in a differentially heated cavity

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Introduction

Pressure distribution

within cavity?

Hot

wall

Cold

wall

Temperature

distribution within

cavity?

Flow profile

within cavity?

Pressure contours

CFD example – flow in a differentially heated cavity

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Temperature contours

Introduction

Pressure distribution

within cavity?

Hot

wall

Cold

wall

Temperature

distribution within

cavity?

Flow profile

within cavity?

CFD example – flow in a differentially heated cavity

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Introduction

• However…

• CFD approach is restricted by computing resource available

(although this is becoming less of a constraint)

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Introduction

1 0

1

0

Numerical diffusion

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Introduction

Numerical diffusion

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Introduction

Numerical diffusion

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Introduction

Numerical diffusion

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Introduction

Numerical diffusion

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Introduction

Numerical diffusion

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Introduction

Unstructured grid

Cell count = 29146

Simplest to mesh

Cooper prismatic grid

Cell count = 9800

More straight-forward to mesh

Block structured

Cell count = 7400

Not as simple to mesh

Mesh within a pipe (1m diameter, 10m long, 0.1m mesh)

Numerical diffusion

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Introduction

Unstructured grid

Cell count = 29146

Simplest to mesh

Polyhedral grid

Cell count = 8116

Automatically derived from

unstructured mesh

Numerical diffusion

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Introduction

Unstructured grid

Cell count = 29146

Not aligned with flow

Cooper prismatic grid

Cell count = 9800

Aligned with flow

Block structured

Cell count = 7400

Aligned with flow

Numerical diffusion

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Introduction

Unstructured grid

Cell count = 29146

Not aligned with flow

Polyhedral grid

Cell count = 8116

Not aligned with flow

(Refined, 0.05m) Polyhedral grid

Cell count = 72589

Not aligned with flow

Numerical diffusion

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Introduction

• However…

• CFD approach is restricted by computing resource available

(although this is becoming less of a constraint)

• CFD is a first-principles approach which requires validation.

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Agenda

• Introduction

• Industrial application of CFD

• Lower cost and open source simulation tools

• Verification and validation

• Summary.

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Agenda

• Industrial application of CFD

– General examples (Star-CCM+)

– Technical safety

– Subsea hydrodynamics

– Thermal analysis

– Flow assurance

– Vortex/flow induced vibration

– Tidal flow.

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Industrial application of CFD

Siemens Star-CCM+: http://mdx.plm.automation.siemens.com/star-ccm-plus

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Industrial application of CFD

Siemens Star-CCM+: http://mdx.plm.automation.siemens.com/star-ccm-plus

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Industrial application of CFD

Offshore helideck design guidelines, HSE.

Atmospheric dispersion

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Industrial application of CFD

Specify wind speed, terrain roughness, stability class

Specify mass flow rate, temperature, molecular weight

Fit Gaussian profiles along trajectory

Specify height of stack, diameter of opening

Atmospheric dispersion

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Industrial application of CFD

Draw-down in wake of

obstruction?

Atmospheric dispersion

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Industrial application of CFD

Draw-down in wake of

obstruction?

Atmospheric dispersion

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Industrial application of CFD

Flow through

obstruction?

Atmospheric dispersion

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Industrial application of CFD

With CFD, obstructions are included

Atmospheric dispersion

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Industrial application of CFD

Atmospheric dispersion

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Industrial application of CFD

Atmospheric dispersion

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Industrial application of CFD

Prediction of velocity field and turbulence

fluctuations over the helideck

Vertical Velocity (m/s)

-2.5 -2.0 -1.5 -1.0 -0.5 0.0 0.5 1.0 1.5 2.0 2.5 >2.5 <-2.5

Sikorsky S-61N (33.172m)

Sikorsky 92 (31.0m)

Helideck environment

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Industrial application of CFD

Ventilation performance

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Industrial application of CFD

Velocity Magnitude [m/s]

0.0 0.05 0.1 0.15 0.2 0.25 0.3 0.35 0.4 0.45 0.5 >0.5

Local Ventilation Rate (air changes / hour)

0 12 24 36 48 60 72 84 96 108 120 >120

Ventilation performance

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Industrial application of CFD

Gas concentration

(LFL) (UFL) (stoic)

>0.0 0.0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.0 >1.0

Ex

ten

t o

f P

roc

es

s A

rea

Platform North

Wind direction

Gas release

Gas concentration

(LFL) (UFL) (stoic)

>0.0 0.0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.0 >1.0

Ex

ten

t o

f P

roc

es

s A

rea

Platform North

Wind direction

Gas release

Gas concentration

(LFL) (UFL) (stoic)

>0.0 0.0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.0 >1.0

Ex

ten

t o

f P

roc

es

s A

rea

Platform North

Wind direction

Gas release

Gas leak dispersion

Large release Medium release Small release

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Industrial application of CFD

Gas leak dispersion

Deepwater Horizon investigation: http://abercus.com/News_20110622.aspx

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Industrial application of CFD

(Courtesy of Gexcon)

• Both configurations contain the same volume of gas and volumetric fill of pipe work

• The configuration on the left comprises a few large diameter pipes

• The configuration on the right comprises many small diameter pipes

• The intensity of the explosion for the right-hand configuration is increased significantly.

Explosions

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Industrial application of CFD

• Both configurations contain the same volume of gas

• The configuration on the left is entirely filled with small-scale congestion

• The configuration on the right is half-filled with small-scale congestion.

Explosions

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Industrial application of CFD

Explosions

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Industrial application of CFD

Envelope of combustion zone

Flaring

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Industrial application of CFD

Incident radiation

Flaring

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Industrial application of CFD

Gas concentration [% volume at atmospheric pressure]

Sustained release Pulsed release

Subsea releases

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Industrial application of CFD

Velocity magnitude

Drag and added mass

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Industrial application of CFD

Surface pressure

Stability

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Industrial application of CFD

Pipeline

Displaced mattress

Oscillating

wave action

Stability

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Industrial application of CFD

Oscillating wave action

Stability

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Industrial application of CFD

Velocity magnitude

Stability

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Industrial application of CFD

Pressure

Stability

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Industrial application of CFD

Stability

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Industrial application of CFD

Seabed shear stress

Scour

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Industrial application of CFD

Temperature

Thermal analysis

Steady-state production

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Industrial application of CFD

Thermal analysis

Steady-state production

Following cessation of flow

Temperature

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Industrial application of CFD

Thermal analysis

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Industrial application of CFD

Material – Brass

Material – Nylon11/Kevlar

Material – Copper tube

Material – Copper tube

Material – Stainless steel

Material – Stainless steel

Material – Nylon11/Kevlar

with stainless steel core

Material – Stainless steel

Bulkhead material –Aluminium alloy

Carrier pipe material – PVC

Support material – Stainless steel

Hot stab unit material – Stainless steel

Hot stab chassis material – Nylon

Clamp material – Nylon

Casing material –TG24Gasket material – Polyurethane

Thermal analysis

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Industrial application of CFD

Thermal analysis

Temperature

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Industrial application of CFD

Thermal analysis

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Industrial application of CFD

Direction of flow

Erosion

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Velocity [m/s]

Industrial application of CFD

Erosion

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Industrial application of CFD

Rate of material loss [mm/yr]

Erosion

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Industrial application of CFD

Condensation formation

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Industrial application of CFD

Temperature

Condensation formation

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Rate of heat loss

Condensation formation

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Industrial application of CFD

Sand packing density

Sand accumulation

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Industrial application of CFD

Pigging

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Industrial application of CFD

Pigging

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Industrial application of CFD

Velocity magnitude

Pigging

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Industrial application of CFD

High flow rate

Low flow

rate

High flow rate

Low flow

rate

Without undercut With undercut

Pigging

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Undergraduate CFD course – industrial application of CFD 110P-TT161002-001-B

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Industrial application of CFD

Velocity

Valves and flow meters

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Undergraduate CFD course – industrial application of CFD 111P-TT161002-001-B

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Industrial application of CFD

Pressure

Valves and flow meters

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Undergraduate CFD course – industrial application of CFD 112P-TT161002-001-B

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Industrial application of CFD

Velocity

Valves and flow meters

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Undergraduate CFD course – industrial application of CFD 113P-TT161002-001-B

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Industrial application of CFD

Valves and flow meters

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Industrial application of CFD

SAMPLING REGION

PROBE LOCATION

‘DEAD ’ LEG

CONCENTRIC EXPANDER

8” NB PIPEWORK

6” NB PIPEWORK

INLET - PUMP A

INLET – PUMP C

INLET - PUMP B

PROBE LOCATION

INLET - PUMP A

INLET – PUMP C

INLET - PUMP B

Positioning of sampling probes (ISO 3171)

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Industrial application of CFD

Mass fraction of waterProbe location

Positioning of sampling probes (ISO 3171)

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Undergraduate CFD course – industrial application of CFD 116P-TT161002-001-B

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Industrial application of CFD

Velocity magnitude

Flow-induced vibration

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Undergraduate CFD course – industrial application of CFD 117P-TT161002-001-B

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Industrial application of CFD

Flow-induced vibration

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Undergraduate CFD course – industrial application of CFD 118P-TT161002-001-B

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Industrial application of CFD

Pressure

Velocity magnitude

Flow-induced vibration

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Industrial application of CFD

Von Mises Stress

Flow-induced vibration

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Industrial application of CFD

Flow-induced vibration

Displacement

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Industrial application of CFD

Detailed continental shelf model, HR Wallingford, TELEMAC User Conference 2012.

Tidal flows

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Industrial application of CFD

Detailed model of storm surge in a harbour, HR Wallingford, TELEMAC User Conference 2012.

Tidal flows

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Undergraduate CFD course – industrial application of CFD 123P-TT161002-001-B

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Agenda

• Introduction

• Industrial application of CFD

• Lower cost and open source simulation tools

• Verification and validation

• Summary.

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Lower cost and open source simulation tools

• Traditionally CFD and FEA tools have perhaps been considered

as high cost, niche simulation tools

• The widely used general-purpose commercial codes have been

developed over decades, primarily for use in other industries,

and contain a huge amount of functionality that may not be used

for many day-to-day applications in the subsea sector

• There is now a growing range of lower cost and open source

simulation tools emerging that are accessible to everyone and are

fit for purpose for many subsea applications.

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Lower cost and open source simulation tools

• Abercus has developed ORTHOFLO, a structured orthogonal

CFD code which is used for some niche applications and as a

CFD training tool

• Abercus has also developed a suite of flow assurance tools FAST

which is able to massively outperform the likes of OLGA for

some basic applications but at a fraction of the cost

• Open source CFD tools include: OpenFOAM, Code_Saturne,

TELEMAC, REEF3D, FEATFLOW

• Open source FEA tools include: CALCULIX, code_aster,

OpenSees.

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Lower cost and open source simulation tools

• It is Abercus’ expectation that open source simulation tools will

become increasingly used in future and this will accelerate the

democratisation of advanced simulation methods

• Whilst this is a massive opportunity for our industry, we need to

be rigorous with respect to verification and validation.

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Undergraduate CFD course – industrial application of CFD 127P-TT161002-001-B

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Agenda

• Introduction

• Industrial application of CFD

• Lower cost and open source simulation tools

• Verification and validation

• Summary.

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Verification and validation

“All models are wrong but some are useful”

Robustness in the strategy of scientific model building, Box GEP,

in Robustness in Statistics, Launer RL and Wilkinson GN, Academic Press, pp 201–236, 1979.

• Verification and validation are the processes we must employ to

gain confidence in our models, to ensure that they are useful and

fit for purpose.

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Verification and validation

• ASME and NAFEMS have published a What is? guide that is freely

available for download: http://www.nafems.org/publications/

browse_buy/browse_by_topic/qa/verification_and_validation/

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Verification and validation

• NAFEMS is the International Association for the Engineering

Modelling, Analysis and Simulation Community

• NAFEMS focuses on the practical application of numerical

engineering simulation techniques such as finite element analysis,

computational fluid dynamics, and multibody simulation

• There are a number of key strands to NAFEMS:

– Teaching and training

– PSE Scheme – to demonstrate competence

– Verification and validation of simulation methods

– National/international conferences to promote exchange of ideas

• http://www.nafems.org/.

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Verification and validation

• Verification: the process of determining that a computational

model accurately represents the underlying mathematical model

and its solution

• Validation: the process of determining the degree to which a

model is an accurate representation of the real world from the

perspective of the intended uses of the model

• Verification is the domain of mathematics and validation is the

domain of physics.

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Verification and validation

From ASME/NAFEMS What is? Guide.

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Verification and validation

From ASME/NAFEMS What is? Guide.

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Verification and validation

From ASME/NAFEMS What is? Guide.

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Verification and validation

From ASME/NAFEMS What is? Guide.

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Verification and validation

• One of the major benefits of CFD and FEA is that they are first

principles approaches, which enables a large degree of flexibility

on the applications to which it can be applied

• However… with this flexibility come great responsibility

• CFD and FEA can be misused

• The abstraction and derivation of the mathematical model is

entirely down to the analyst/engineer

• The issue of verification and validation is hugely important for

gaining confidence in the CFD and FEA approaches.

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Verification and validation

• Often, the issue is not whether CFD or FEA can model

something – it’s the validation of the approach for the application

of interest which is crucial

• It’s important to recognise the envelope of applicability for the

tools used and choose an appropriate fit for purpose tool for

the application of interest

• Do not blame CFD and FEA tools if they don’t yield a useful

prediction

– They are verified for solving equations, so if they yield dubious predictions

it’s probable that the conceptual model has not been correctly defined, or

the simulation workflow has not been verified by the analyst.

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Verification and validation

• Benchmark data is incredibly important for the purpose of

validation activities and there is always a need for more reliable

benchmark data, particularly for subsea engineering

• There are some repositories of benchmark data to be aware of:

– NAFEMS (http://www.nafems.org/)

– ERCOFTAC (http://www.ercoftac.org/)

– QNET (http://uriah.dedi.melbourne.co.uk/w/index.php/Main_Page)

– MARNET (https://pronet.atkinsglobal.com/marnet/)

– CFD-online (http://www.cfd-online.com/Wiki/Main_Page)

• We need more public sources of benchmark data.

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Agenda

• Introduction

• Industrial application of CFD

• Lower cost and open source simulation tools

• Verification and validation

• Summary.

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Summary

• CFD and FEA are powerful tools that are increasingly used:

– to deliver valuable insight at the design stage

– to provide improved understanding of installation and operational issues

– to demonstrate technology readiness for novel products and approaches

• Just be mindful that CFD and FEA may not always be appropriate

– if simpler methods are fit for purpose, use them!

• Benefits – first principles, the general transport equation

• Limitations – numerical diffusion

• Verification and validation – NAFEMS and its PSE scheme.

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Undergraduate CFD course – industrial application of CFD 141P-TT161002-001-B

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© 2016 Abercus. All Rights Reserved.

Summary

• Traditionally CFD and FEA tools have perhaps been considered

as high-cost niche simulation tools

• There is now a growing range of lower cost and open source

fit for purpose simulation tools emerging that can be successfully

employed within industry

• It is Abercus’ expectation that open source simulation tools will

become increasingly used in future and this will accelerate the

democratisation of advanced simulation methods

• Whilst this is a massive opportunity for our industry, we need to

be rigorous with respect to verification and validation.

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Undergraduate CFD course – industrial application of CFD 142P-TT161002-001-B