16
Scaling Functions for the Simulation of Different SI-Engine Concepts in Conventional and Electrified Power Trains Dipl.-Ing. Michael Huß – BMW Group (05/2007 – 04/2010) Prof. Dr.-Ing Georg Wachtmeister – LVK TU München GT-SUITE Users Conference Frankfurt, October 25, 2010

Scaling Functions for the Simulation of Different SI ... · SI-Engine Concepts in Conventional and Electrified Power Trains ... (bore as scaling factor) • various engine concepts:

Embed Size (px)

Citation preview

Scaling Functions for the Simulation of Different SI-Engine Concepts in Conventional and Electrified Power Trains

Dipl.-Ing. Michael Huß – BMW Group (05/2007 – 04/2010)Prof. Dr.-Ing Georg Wachtmeister – LVK TU München

GT-SUITE Users ConferenceFrankfurt, October 25, 2010

Michael Huß25.10.2010Page 2

� Motivation

� Scaling of SI-engines

• approach

• engine definition

• scaling procedure

• database of parameter variations

• scaling functions

� Scaling examples and applications

� Conclusion

Agenda

Michael Huß25.10.2010Page 3

Motivation

� Rising pressure on carmakers to reduce fuel consumption and emissions: Climate change, finiteness of oil, policy,

customer demands

� Promising technologies for SI-engines:• small, turbocharged engines

• highly variable engines

• lowering mechanical losses

� What is the right size and concept of ICE and EM in a HEV?

• thermal management

• lean burn concepts

• electric hybridisation

Michael Huß25.10.2010Page 4

efficiencyfriction lossesexhaust ernergyheat losses

engine data

flexibility

accuracy

Approach

engine cycle simulation

computing time

expertise

engine maps

fuel consumptionperformancethermal behavior

full vehicle simulation system

ScalingFunctions

Michael Huß25.10.2010Page 5

ScalingFunctions

Engine definition

Parameters of a SI-engine:

Geometry

• cylinder z• single cyl. volume Vh

• stroke-bore-ratio s/d• compression ratio ε

Charging

• naturally aspirated• turbocharged

Load Control

• throttled• unthrottled

Mixture Formation

• port fuel injection• direct injection

Combustion

• air/fuel ratio λ• exhaust gas fraction yr

Friction

Exhaust

Cooling

Work

Fu

el

En

erg

y

1/3

1/3

1/3

Michael Huß25.10.2010Page 6

),,( SkallSkal xnf λscaling

efficiency

exhaust energy

heat loss

reference data normalizationideal combustion phasing

normalizationλ = 1,00

re-normalizationreal combustion phasing

multiple scalingVh, s/d, ε, λ, xr

scaled data

Scaling procedure

Michael Huß25.10.2010Page 7

Sources of data and information:

� References: Over 100 years of engine development

� Experimental data: BMW engines

• burn rate calculation (BRC)

• three pressure analysis (TPA)

� Gas exchange and cycle simulation: GT-Power

• completely scalable engine geometry (bore as scaling factor)

• various engine concepts: NA – Turbo, PFI – DI, VVT, ext. EGR, etc.

• geometry based sub-models:

− predictive combustion model (“SI-Turbulent”)

− turbulence (“In-Cylinder Flow”)

− heat transfer (“Flow”)

• empirical knock model (“SI Knock”, extended for diluted operation)

� Calibration by experimental and reference data

� Huge parameter variations in the entire operation map

Database

Michael Huß25.10.2010Page 8

Parameter variation

Variation of s/d-ratio at part-load: n = 1500 1/min, λl= 0,4

� long-stroke engines show higher efficiency: fast combustion, low heat losses

� only predictive and geometry based sub-models can describe all relevant phenomena accurately

Michael Huß25.10.2010Page 9

( ) )3800/T (-1,73,402 uepON/100P0,01809= ⋅⋅⋅⋅τ

3,63+y2,50+4,85-2,89=)y,P( R2

R ⋅⋅⋅ λλλextension for diluted operation

Parameter variation

Variation of EGR and λ at high load: n = 4000 1/min, pme = 19 bar

Michael Huß25.10.2010Page 10

Parameter variation

Combustion retard at borderline knock limit: Influence on the energy balance

� satisfying accordance with measurements and references

� stable correlations for various scaling parameters and operating points

Michael Huß25.10.2010Page 11

c

c

Skalxba

xbaf

0⋅+⋅+= basic function

cl

cl

Skalxnfa

xnfaf

0,...),(

,...),(

⋅+⋅+=

λλ

speed & load: polynomial type

( )∑

⋅+⋅+=

+⋅−n

iiiqiq dxx

cl

cl

Skalxnfa

xnfaf

1

0

,0,

,...),(

,...),(

λλ

interaction: linear type

( )0,0, , xxfSkalii ηηη ⋅=

Scaling functions

Requirements:

� flexible

� modular

� handy

� transparent

� comprehensible

� accurate

Type of functions:

Michael Huß25.10.2010Page 12

Scaling example

Scaling a Turbocharged DI-engine from fixed to variable compression ratio:

ideal compression ratio ε [-] rel. change Δηind [%], εref = 10,2

Procedure: Finding the ideal compression ratio for every operation point by scaling function.

Further examples: Downsizing (w/ and w/o cylinder change), high load EGR, lean burn concepts, etc.

Michael Huß25.10.2010Page 13

Application

Fuel savings by downsizing and var. compression ratio:

� full vehicle simulation system: NEDC

� premium sedan: 1700 kg, 225 kW, automatic gearbox (8 gears), automatic engine stop

� scaled engine maps: friction, fuel consumption, exhaust energy, heat losses

ΣΣΣΣ >20%

Michael Huß25.10.2010Page 14

Application

Interaction of engine technologies and electrification:

� fuel savings by electrification strongly depend on the the base efficiency of the conventional power train

� but: the extent depends on the effectiveness and the characteristic of a certain engine concept

� the operational strategy must be adapted for every HEV-architecture

Michael Huß25.10.2010Page 15

� GT-Power was essential for deriving thermodynamic dependencies:

+ predictive and geometry based sub-models

+ extensive libraries to model and control diverse engine configurations

- limited interfaces to sub-models

- modeling of unburnt fuel (HC-Emissions)

� Scaling approach is suitable for investigating various SI-engine concepts and technologies in an early stage of development:

• not for detailed engine optimization

• but energetic evaluations

� Modular and stepwise procedure is open to further extensions:

• more scaling parameters

• distinguishing different engine concepts

• detailed thermodynamics: further simulations, measurements

Conclusion

Michael Huß25.10.2010Page 16

Thank you for your attention!