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In The Name Of God
Supervisor: Dr. Mohammad Hossein Hamedi
Advisor: Dr. Farschad Torabi
topic:
Simulation of Electrochemical Governing Equation o
Li-ion Batteries for HEVs with innovative algorithms
Presenter: Siavash Azizi
Date : 20 Sep 2015 Time: 11:45 to 12:30
Thesis Defense
Department of Mechanical Engineering
K.N.Toosi University of Technology
Table of Contents
 Introduction
 The importance of research
 History of work on Li-ion battery
 All kind of simulation
 Li-ion Battery Equation
 Assumption
 Semi-Analytical method I
 Result of Semi-Analytical method I
 Semi-Analytical method II
 System stability
 Result of Semi-Analytical method II
 Semi-Analytical method III
 Result of Semi-Analytical method III
2 25 December 2017
 Batteries
3 25 December 2017
Introduction I
Li-ion
Li-Polymer
Ni-MH
Lead-Acid
…
Primary batteries
Secondary batteries
4 25 December 2017
Introduction II
Introduction III
5 25 December 2017
 Monitoring
 Companies
Concentration
Voltage
Current
A123 systems
Altairnano (Altair Nanotechnologies Inc.)
Axeon (Johnson Matthey Battery Systems)
Electrovaya
LG Chem Ltd.
Jonson control
Panasonic
…
The importance of research I
6 25 December 2017
The importance of research II
7 25 December 2017
 Car companies active in this field
TOYOTA-BMW-Mercedes Benz-Ford-Honda-
Renault
Brand Number of
Product
TOYOTA 9
BMW 3
M-B 2
Ford 2
Honda 3
Renault 3
The importance of research III
8 25 December 2017
91%
2%
7%
Li-ion
Li-Mn
Other
68%
32%
Li-ion
Ni-MH
 Car
 Bicycle
History of work on Li-ion battery
 Scientific works begin on 1912
 Rechargeable Li-ion for commercial 1970
 Safety problems
 Li-ion (carbon-Graphite) from Sony Co. 1991
 Simulation: Marc Doyle and John Newman
1996
 Simulation: C. Y. Wang
Jocelyn Sabatier
9 25 December 2017
`
All kind of simulation
 CFD
 Engineering
 Integral Transform
 …
10 25 December 2017
Semi-Analytical method
…
25 December 201711
Li-ion Battery Equation





This work
12 25 December 2017
Low Cost - Low
Time
Assumption
IF no assumptions simplified=There is no analytic
solution
 C(x,t)=f(t).X(x)
 Diffusion Coefficients = cte
 Transfer Number of Li = cte
 Current j= cte
13 25 December 2017
Semi-Analytical method I
14 25 December 2017



Semi-Analytical method I
15 25 December 2017
Result of Semi-Analytical method I
16 25 December 2017
 Max Error 1.8 %
Cell Information
17 25 December 2017
Parameter Value
𝑳 𝟏𝟎𝟎 𝝁𝒎
𝒕 𝟎 𝟎. 𝟑𝟔𝟑
𝑨 𝟏𝟎𝟒𝟓𝟐 𝐜𝐦 𝟐
𝑫 𝒓𝒆𝒇 𝟐. 𝟔 × 𝟏𝟎−𝟔 𝒄𝒎 𝟐/𝒔
𝜺 𝒎 𝟎. 𝟑𝟑𝟐
𝜺 𝒑 𝟎. 𝟐𝟖𝟎
System stability I
18 25 December 2017
System stability II
19 25 December 2017
System stability III
20 25 December 2017
Result of Semi-Analytical method I
21 25 December 2017
 Max Error 2.25 %
 Max Error 11.5 %
(20log(a)=11.5 a=3.8%)
Result of Semi-Analytical method I
22 25 December 2017
Semi-Analytical method II
23 25 December 2017



Result of Semi-Analytical method II
24 25 December 2017
 Error 1.9 %
Semi-Analytical method III
25 25 December 2017



Result of Semi-Analytical method III
 5 sec
 Error 2.3%
26 25 December 2017
 40 sec
 Error 0.8%
Conclusions
 New Enginnering
method:
27 25 December 2017
 Reduce cost
 Reduce Time
 Higher Error
Senior work offers
25 December 201728
 Solving Electrochemical and Heat behavior
coupled
 Design program for pack of HEVs battery
 Solving Electrochemical behavior in the Pb-Acid
 Current j is not constant
Scientific evidence derived from this work
25 December 201729
1- New method for solving equations that govern electrochemical hybrid-
electric vehicle lithium-ion batteries used in space time
• Third Universal Conference on Environment, Energy and biological
defense to No. EN101404240 - Printed
• A1 Cert Academy No: A-1-1561
• PCMS Academy No: IR-EN^3 123
• DNW No: 241001439
2- Solving equations that govern electrochemical hybrid-electric vehicle
lithium-ion batteries with Ritz method
• First conference on chemistry, Chemistry Engineering & industrial N0.
11233 arak Iran – Printed
3- New method for solving equations that govern electrochemical lithium-ion
batteries used in space time
• Tarbiyat Modares Mechanic Journal - accepted
References
25 December 201730
Authors Subject Year
Jocelyn Sabatier et all Lithium-ion batteries modeling involving fractional differentiation 2014
Meng Xu et all Two-dimensional electrochemical–thermal coupled modeling of
cylindrical LiFePO4 batteries
2014
Jocelyn Sabatier et all Lithium-ion batteries modeling: A simple fractional differentiation
based model and its associated parameters estimation method
2014
Kuan-Cheng Chiu et
all
An electrochemical modeling of lithium-ion battery nail penetration 2013
Á.G. Miranda and C.W.
Hong
integrated modeling for the cyclic behavior of high power Li-ion
batteries under extended operating conditions
2013
Meirong Yuan et all Electrochemical Performance of Lithium Ion Capacitors with
Different Types of Negative Electrodes
2012
Chao-Yang Wang et
all
Model-Based Electrochemical Estimation of Lithium-Ion Batteries 2012
Nalin A. Chaturvedi et
all
Modeling, estimation, and control challenges for lithium-ion
batteries
2010
Martin Sommer et all Electrochemical Modeling of a single Li-Ion cell 2010
31 25 December 2017
Thank you for your attention
Simulation of Electrochemical Governing Equation of Li-ion Batteries for HEVs with innovative algorithms

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Simulation of Electrochemical Governing Equation of Li-ion Batteries for HEVs with innovative algorithms

  • 1. In The Name Of God Supervisor: Dr. Mohammad Hossein Hamedi Advisor: Dr. Farschad Torabi topic: Simulation of Electrochemical Governing Equation o Li-ion Batteries for HEVs with innovative algorithms Presenter: Siavash Azizi Date : 20 Sep 2015 Time: 11:45 to 12:30 Thesis Defense Department of Mechanical Engineering K.N.Toosi University of Technology
  • 2. Table of Contents  Introduction  The importance of research  History of work on Li-ion battery  All kind of simulation  Li-ion Battery Equation  Assumption  Semi-Analytical method I  Result of Semi-Analytical method I  Semi-Analytical method II  System stability  Result of Semi-Analytical method II  Semi-Analytical method III  Result of Semi-Analytical method III 2 25 December 2017
  • 3.  Batteries 3 25 December 2017 Introduction I Li-ion Li-Polymer Ni-MH Lead-Acid … Primary batteries Secondary batteries
  • 4. 4 25 December 2017 Introduction II
  • 5. Introduction III 5 25 December 2017  Monitoring  Companies Concentration Voltage Current A123 systems Altairnano (Altair Nanotechnologies Inc.) Axeon (Johnson Matthey Battery Systems) Electrovaya LG Chem Ltd. Jonson control Panasonic …
  • 6. The importance of research I 6 25 December 2017
  • 7. The importance of research II 7 25 December 2017  Car companies active in this field TOYOTA-BMW-Mercedes Benz-Ford-Honda- Renault Brand Number of Product TOYOTA 9 BMW 3 M-B 2 Ford 2 Honda 3 Renault 3
  • 8. The importance of research III 8 25 December 2017 91% 2% 7% Li-ion Li-Mn Other 68% 32% Li-ion Ni-MH  Car  Bicycle
  • 9. History of work on Li-ion battery  Scientific works begin on 1912  Rechargeable Li-ion for commercial 1970  Safety problems  Li-ion (carbon-Graphite) from Sony Co. 1991  Simulation: Marc Doyle and John Newman 1996  Simulation: C. Y. Wang Jocelyn Sabatier 9 25 December 2017
  • 10. ` All kind of simulation  CFD  Engineering  Integral Transform  … 10 25 December 2017 Semi-Analytical method …
  • 11. 25 December 201711 Li-ion Battery Equation     
  • 12. This work 12 25 December 2017 Low Cost - Low Time
  • 13. Assumption IF no assumptions simplified=There is no analytic solution  C(x,t)=f(t).X(x)  Diffusion Coefficients = cte  Transfer Number of Li = cte  Current j= cte 13 25 December 2017
  • 14. Semi-Analytical method I 14 25 December 2017   
  • 15. Semi-Analytical method I 15 25 December 2017
  • 16. Result of Semi-Analytical method I 16 25 December 2017  Max Error 1.8 %
  • 17. Cell Information 17 25 December 2017 Parameter Value 𝑳 𝟏𝟎𝟎 𝝁𝒎 𝒕 𝟎 𝟎. 𝟑𝟔𝟑 𝑨 𝟏𝟎𝟒𝟓𝟐 𝐜𝐦 𝟐 𝑫 𝒓𝒆𝒇 𝟐. 𝟔 × 𝟏𝟎−𝟔 𝒄𝒎 𝟐/𝒔 𝜺 𝒎 𝟎. 𝟑𝟑𝟐 𝜺 𝒑 𝟎. 𝟐𝟖𝟎
  • 18. System stability I 18 25 December 2017
  • 19. System stability II 19 25 December 2017
  • 20. System stability III 20 25 December 2017
  • 21. Result of Semi-Analytical method I 21 25 December 2017  Max Error 2.25 %  Max Error 11.5 % (20log(a)=11.5 a=3.8%)
  • 22. Result of Semi-Analytical method I 22 25 December 2017
  • 23. Semi-Analytical method II 23 25 December 2017   
  • 24. Result of Semi-Analytical method II 24 25 December 2017  Error 1.9 %
  • 25. Semi-Analytical method III 25 25 December 2017   
  • 26. Result of Semi-Analytical method III  5 sec  Error 2.3% 26 25 December 2017  40 sec  Error 0.8%
  • 27. Conclusions  New Enginnering method: 27 25 December 2017  Reduce cost  Reduce Time  Higher Error
  • 28. Senior work offers 25 December 201728  Solving Electrochemical and Heat behavior coupled  Design program for pack of HEVs battery  Solving Electrochemical behavior in the Pb-Acid  Current j is not constant
  • 29. Scientific evidence derived from this work 25 December 201729 1- New method for solving equations that govern electrochemical hybrid- electric vehicle lithium-ion batteries used in space time • Third Universal Conference on Environment, Energy and biological defense to No. EN101404240 - Printed • A1 Cert Academy No: A-1-1561 • PCMS Academy No: IR-EN^3 123 • DNW No: 241001439 2- Solving equations that govern electrochemical hybrid-electric vehicle lithium-ion batteries with Ritz method • First conference on chemistry, Chemistry Engineering & industrial N0. 11233 arak Iran – Printed 3- New method for solving equations that govern electrochemical lithium-ion batteries used in space time • Tarbiyat Modares Mechanic Journal - accepted
  • 30. References 25 December 201730 Authors Subject Year Jocelyn Sabatier et all Lithium-ion batteries modeling involving fractional differentiation 2014 Meng Xu et all Two-dimensional electrochemical–thermal coupled modeling of cylindrical LiFePO4 batteries 2014 Jocelyn Sabatier et all Lithium-ion batteries modeling: A simple fractional differentiation based model and its associated parameters estimation method 2014 Kuan-Cheng Chiu et all An electrochemical modeling of lithium-ion battery nail penetration 2013 Á.G. Miranda and C.W. Hong integrated modeling for the cyclic behavior of high power Li-ion batteries under extended operating conditions 2013 Meirong Yuan et all Electrochemical Performance of Lithium Ion Capacitors with Different Types of Negative Electrodes 2012 Chao-Yang Wang et all Model-Based Electrochemical Estimation of Lithium-Ion Batteries 2012 Nalin A. Chaturvedi et all Modeling, estimation, and control challenges for lithium-ion batteries 2010 Martin Sommer et all Electrochemical Modeling of a single Li-Ion cell 2010
  • 31. 31 25 December 2017 Thank you for your attention