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Joint Research Centre the European Commission's in-house science service Serving society Stimulating innovation Supporting legislation Introduction to the CO2MPAS tool Belgrade, 20/10/2017 S. Tsiakmakis, G. Fontaras, B. Ciuffo, V. Arcidiacono, V. Valverde, K. Anagnostopoulos, J. Pavlovic, D. Komnos

Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

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Page 1: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Joint Research Centre the European Commission's in-house science service

Serving society Stimulating innovation Supporting legislation

Introduction to the

CO2MPAS tool

Belgrade, 20/10/2017

S. Tsiakmakis,

G. Fontaras, B. Ciuffo, V. Arcidiacono, V. Valverde,

K. Anagnostopoulos, J. Pavlovic, D. Komnos

Page 2: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Contents

•  The introduction of the WLTP in the EU type-approval of LDVs

•  Introduction to the CO2MPAS tool ü  Introduction ü  The CO2MPAS Tool ü  Validation & Results ü  Further Applications

•  CO2MPAS practicum

Page 3: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Introduction Why Simulations?

Experimentally testing many vehicles has 2 drawbacks: 1.  It doesn’t cover all possible configurations of the vehicle and many

operating conditions 2.  It is expensive and time consuming

Selected Approach: Combine vehicle simulation & measurements à Models of existing vehicles à Calculate CO2 & emissions over different conditions

Approach extensively used in the industry, while several considerations are of crucial importance: •  Selection of fleet representative vehicle models •  Input data collection •  Accurate simulation of the vehicle’s operation •  Validation / quality control of results

Page 4: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Introduction Basic Energy Flow in a Vehicle

100J 20J

7J 6J

6J

Well to Tank CO2 reduction eg.

biofuels

Powertrain tech’s eg. downsizing,

hybridization, etc.

Vehicle / Driver CO2 measures (eg. mass

reduction, eco-driving)

Vehicle Simulation CO2 Reduction Options

Page 5: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Introduction Basic Vehicle’s Free Body Diagram

Where: Ftr: tractive force m: vehicle mass V: vehicle velocity Rr: rolling resistance

𝑭𝒕𝒓=𝒎𝒅 𝒗/𝒅𝒕 +𝑹𝒓+𝑹𝒂+𝑹𝒈+𝑹𝒑 Ra: aerodynamic resistance Rg: road’s grade resistances Rp: other resistances

Page 6: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Introduction Simulation of Engine Power & Speed

Source: VECTO user’s manual

Page 7: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Introduction Consumption / Efficiency Maps •  A map (engine, gearbox, motor, other) is practically a table containing fuel

consumption/component efficiency values for pairs of RPM – Torque

•  The vehicle model at each calculation step (e.g. each sec), retrieves the fuel

consumption/efficiency value depending on calculated RPM, Torque or Power

•  There is no physical model of engine/component to react in certain technology

changes; new tables need to be provided

RPM\ Torque 10 50 100 150 200

1000 1 3 4 5 6

1200 2 4 6 8 10

1400 5 7 9 11 13

1600 6 8 10 12 14

1800 8 10 12 14 16

Page 8: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Introduction Forward vs. Backward Models

Page 9: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Introduction Vehicle Simulation Models Can & Cannot Do’s

There are technologies/combinations that can be accurately and effectively simulated in

common vehicle simulation software:

•  Vehicle resistances (tyres, aerodynamics, mass influence)

•  Gearbox ratios, driveline components, increased gear number, clutches

•  Efficiency of powertrain and drivetrain components

•  Auxiliary units

•  Engine relevant technologies (some)

•  Control logics (some)

There are CO2 reduction technologies which cannot be directly simulated with common

vehicle simulation software:

•  Component specific technologies (e.g. effect of particular injector, heat recovery, etc.)

•  Complex control logics and respective functions

•  After treatment system technologies

Page 10: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Introduction Vehicle Simulation Models Can & Cannot Do’s

There are technologies/combinations that can be accurately and effectively simulated in

common vehicle simulation software:

•  Vehicle resistances (tyres, aerodynamics, mass influence)

•  Gearbox ratios, driveline components, increased gear number, clutches

•  Efficiency of powertrain and drivetrain components

•  Auxiliary units

•  Engine relevant technologies (some)

•  Control logics (some)

There are CO2 reduction technologies which cannot be directly simulated with common

vehicle simulation software:

•  Component specific technologies (e.g. effect of particular injector, heat recovery, etc.)

•  Complex control logics and respective functions

•  After treatment system technologies

Dedicated & more complicated component simulation software or measurements need to be used

Page 11: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Introduction Simulation Tools used for Regulatory Purposes

Below, a non exhaustive list: •  GEM, US EPA for HDVs •  HILs, UNECE/Japan for Hybrid HD Powertrains •  VECTO, European Commission – HD Vehicles •  KEES, Korea – HD Vehicles •  JSM, NTSEL/Japan – HD Vehicles And many other commercial brands that may already be in use… Since Sept. 2017, additionally to the previous:

•  CO2MPAS, European Commission – LDV Vehicles

Page 12: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

The CO2MPAS Tool What is it?

WLTP Phasing-in (2017-2020) WLTP-based CO2 emissions (measured at type-approval) will be translated in the equivalent NEDC-based ones, and then used to assess the compliance towards CO2 emission targets

Page 13: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

The CO2MPAS Tool What is it?

Page 14: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

The CO2MPAS Tool Development Boundaries

Boundary conditions, as set in the beginning of the WLTP/NEDC Correlation: 1.  Simple 2.  Minimum number of input variables (available in TA) 3.  Accuracy of the ΔWLTP-NEDC in the order of 2-2.5g 4.  Minimize statistical approaches and calculations 5.  Allow for the assessment of as many future technologies as possible

Page 15: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

The CO2MPAS Tool The Modules

The tool comprises of 2 main calculation modules:

Power – RPM module •  Simple longitudinal dynamics (WLTP-GTR) •  Engine power and RPM calc’d @ 1hz •  Inclusion of Mech or Elec. loads where

needed •  Generic start-stop logic •  A/T and CVT RPM prediction model •  Alternator logic calibrated over WLTP

FC module

•  Calculation of FC Indicative instantaneous approach

•  Based on an extended Willans model •  Semi-physical empirical cold start model •  Calibration - Optimization based on WLTP

results •  Specific engine technologies included

Accurate calculation of average / instantaneous power demand

Very good accuracy when compared with results obtained from the AVL Cruise simulations and real test data

+Parallel work for HEV control module and optimization

Page 16: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

The CO2MPAS Tool Power – RPM Module Overview

Most important module of any model for accurate ΔCO2 calculation •  Calculation of Engine Power demand and RPM (inst. or mean values) •  CO2MPAS: more detailed version of the WLTP-GTR approach

Pengine = Pwheel / ηdri’train + Pelec. + Pmech. Pwheel = (F0 + F1 x v + F2 x v² + m x a) x v Pelec. = Pelec. dem. / (η alt/or x ηbatt. ) Pmech. = Tconst x RPM RPM is simply calculated from speed and total gear ratio

Page 17: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

The CO2MPAS Tool FC Module Overview

The fuel consumption calculation function:

•  Engine speed, temperature, and engine power are considered as knowns from the measurement / other CO2MPAS modules

The constant parameters are calculated by “solving” the above equation on the four sub-cycles of WLTP Low & High

∫↑▒𝐹𝑀𝐸𝑃(𝑡) 𝑑𝑡= ∫↑▒−(𝑎+𝑏∗𝐶↓𝑚 (𝑡)+𝑐∗𝐶↓𝑚 (𝑡)↑2 )+√(𝑎+𝑏∗𝐶↓𝑚 (𝑡)+𝑐∗𝐶↓𝑚 (𝑡)↑2 )↑2 −4∗𝑎↓2 ∗((𝑇(𝑡)⁄𝑇↓𝑡𝑎𝑟𝑔𝑒𝑡  )↑−𝑘 ∗(𝑙+ 𝑙↓2 ∗𝐶↓𝑚 (𝑡)↑2 )−𝐵𝑀𝐸𝑃(𝑡)) /2∗𝑎↓2   𝑑𝑡

, where:

• 𝐶↓𝑚 (𝑡)[𝑚/𝑠]=2∗𝐸𝑛𝑔𝑖𝑛𝑒 𝑆𝑝𝑒𝑒𝑑 [𝑟𝑝𝑚]⁄60 ∗𝐸𝑛𝑔𝑖𝑛𝑒 𝑆𝑡𝑟𝑜𝑘𝑒 [𝑚]

• 𝐵𝑀𝐸𝑃(𝑡)[𝑃𝑎]= 2∗𝐸𝑛𝑔𝑖𝑛𝑒 𝑃𝑜𝑤𝑒𝑟 [𝑊]⁄(𝐸𝑛𝑔𝑖𝑛𝑒 𝐶𝑎𝑝𝑎𝑐𝑖𝑡𝑦 [𝑚↑3 ]∗𝐸𝑛𝑔𝑖𝑛𝑒 𝑆𝑝𝑒𝑒𝑑 [𝑟𝑝𝑚]⁄60 ) 

• 𝐹𝑢𝑒𝑙 𝐶𝑜𝑛𝑠𝑢𝑚𝑝𝑡𝑖𝑜𝑛(𝑡)[𝑔/𝑠]= 𝐹𝑀𝐸𝑃(𝑡)[𝑃𝑎]∗𝐸𝑛𝑔𝑖𝑛𝑒 𝐶𝑎𝑝𝑎𝑐𝑖𝑡𝑦 [𝑚↑3 ]∗𝐸𝑛𝑔𝑖𝑛𝑒 𝑆𝑝𝑒𝑒𝑑 [𝑟𝑝𝑚]⁄60 ⁄2∗𝐹𝑢𝑒𝑙 𝐿𝑜𝑤𝑒𝑟 𝐻𝑒𝑎𝑡𝑖𝑛𝑔 𝑉𝑎𝑙𝑢𝑒 [𝐽⁄𝑔 ] 

Page 18: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

The CO2MPAS Tool Data Flow Overview

• Veh. characteristics

• WLTP Bag CO2 • WLTP time series

Data Entry

• Sub models calibration

• NEDC simulation

Processing

• Simulated time-series

• Summary Report

• Dice report

Reporting

Page 19: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

The CO2MPAS Tool Data Flow Overview – Data Entry

• Veh. characteristics

• WLTP Bag CO2 • WLTP time series

Data Entry

• Sub models calibration

• NEDC simulation

Processing

• Simulated time-series

• Summary Report

• Dice report

Reporting

Page 20: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

The CO2MPAS Tool Data Flow Overview

• Veh. characteristics

• WLTP Bag CO2 • WLTP time series

Data Entry

• Sub models calibration

• NEDC simulation

Processing

• Simulated time-series

• Summary Report

• Dice report

Reporting

Page 21: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

• Veh. characteristics

• WLTP Bag CO2 • WLTP time series

Data Entry

• Sub models calibration

• NEDC simulation

Processing

• Simulated time-series

• Summary Report

• Dice report

Reporting

The CO2MPAS Tool Data Flow Overview – GUI & Processing

Page 22: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

The CO2MPAS Tool Data Flow Overview

• Veh. characteristics

• WLTP Bag CO2 • WLTP time series

Data Entry

• Sub models calibration

• NEDC simulation

Processing

• Simulated time-series

• Summary Report

• Dice report

Reporting

Page 23: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

• Veh. characteristics

• WLTP Bag CO2 • WLTP time series

Data Entry

• Sub models calibration

• NEDC simulation

Processing

• Simulated time-series

• Summary Report

• Dice report

Reporting

The CO2MPAS Tool Data Flow Overview – Reporting

Page 24: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

The CO2MPAS Tool Data Flow Overview

• Veh. characteristics

• WLTP Bag CO2 • WLTP time series

Data Entry

• Sub models calibration

• NEDC simulation

Processing

• Simulated time-series

• Summary Report

• Dice report

Reporting

Page 25: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Gearshi(ing/EngineRPMpred.Logic

CurrentsAlternator

CurrentsBa=ery

FuelConsumpAon

ModelFCM

OpAmizaAon

EngineTemperaturemodel

EngineRPMModel

WLTPCO2(Ini-ales-mate)

WLTPCO2(Calibrated)

Electricpowerdemand

Powerdemand@thewheel

ElectricalSystemLogic

EngineTorqueLosses

CyclePredicAon

Cycle,Roadloads&VehicleCharacterisAcs

WLTPmeasurements

(BagCO2&Timeseriessignals)

LossesGBLosses

DifferenAalLossesTC/Clutch

TotalEnginePowerDemandModel

Page 26: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Validation & Results Overview

EssenAally,theaccuracyoftheCO2MPAStoolisanalyzedbycomparingtheNEDCCO2emissionpredicAonofthemodel(predictedCO2)againsttheCO2emissionmeasuredduringaNEDCphysicaltest(targetCO2):𝐶𝑂2𝑀𝑃𝐴𝑆 𝑑𝑒𝑣𝑖𝑎𝑡𝑖𝑜𝑛= (𝑃𝑟𝑒𝑑𝑖𝑐𝑡𝑒𝑑 𝐶𝑂2 −𝑀𝑒𝑎𝑠𝑢𝑟𝑒𝑑 𝐶𝑂2)/𝑀𝑒𝑎𝑠𝑢𝑟𝑒𝑑 𝐶𝑂2 ∗100WhenCO2MPASdeviaAonisposiAve,themodeloveresAmatesthetargetvalue,whilewhenthedeviaAonisnegaAve,themodelunderesAmatesthetargetvalue.

Page 27: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Validation & Results Datasets

TwocomplementarydatasetshavebeenusedthroughouttheCO2MPASdevelopmentandvalidaAonphases:-  RealCarsdata:

GatheredalongAme(JRClabs,LAT,mock-upacAviAes,etc.)Setof48realvehicles

-  Synthe-cCarsData: DerivedwithAVLCruisemodelusingOEM-approvedinputdataLargesetofvehicleswithdifferentRLs,masses,availabletechconfiguraAons-ManualTransmissionVehicles:~2,150cases-Automa4cTransmissionVehicles:~1,400cases

ThepublichistoryofCO2MPASvalidaAonresults,alongthedifferentversionsofthetool,isavailablehere:h5p://jrcstu.github.io/co2mpas/DataareanonymizedtoensureconfidenAality.

Page 28: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Validation & Results Results - Real Cars (v.1.7.x)

NEDC-H [%] NEDC-L [%]

Averages -0.31 -1.34

StdDev 2.51 2.65

Cases in ±4% 93.6 87.5

Cases in ±2.5% 61.7 68.8

Page 29: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Validation & Results Real Life Usage Statistics - 194 Cars as of 21/09

Engine capacity list Number of DICEs < 1000 5

1000 - 1400 1 1400 - 1800 28 1800 - 2200 124

> 2200 36 Fuel type Number of DICEs Gearbox type Number of DICEs Diesel 181 Manual 57 Gasoline 13 Automatic 137

CO2 error [%]

Vehicle High

Vehicle Low

Count 192 175 Mean 2.42 0.077 STD 4.24 5.88 Min -11.86 -37.2 25% 0.056 -0.87 50% 2.58 0.78 75% 4.23 2.66 Max 19.3 10.78 ±4% 64 80.57

Page 30: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Further Applications What else?

Building on the work performed for the development of the CO2MPAS tool, two additional tools have already been developed: ü  The Green Driving Tool (https://green-driving.jrc.ec.europa.eu/)

An interactive tool for evaluating CO2 emissions and costs for different types of vehicles, users selected in-use options and routes

ü  The PyCSIS Tool A simulation-based quantification methodology for the detailed calculation of passenger cars fleet test-based & real-life CO2 emissions

Page 31: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Further Applications The Green Driving Tool

Page 32: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Further Applications The PyCSIS Tool

Page 33: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Further Applications The PyCSIS Tool – 2015 EU Fleet CO2 Emissions

Examples of analysis & results calculated with PyCSIS

Page 34: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

Thank you for your attention Questions?

Page 35: Joint Research Centre - European Commission · • CO2MPAS: more detailed version of the WLTP-GTR approach P engine = P wheel / η dri’train + P elec. + P mech. P wheel = (F 0 +

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