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Self-Powered Adaptive Switched Architecture Storage for Ultra-Capacitors
Firdaous El Mahboubi, Marise Bafleur, Vincent Boitier, Jean-Marie Dilhac
To cite this version:
Firdaous El Mahboubi, Marise Bafleur, Vincent Boitier, Jean-Marie Dilhac. Self-Powered Adaptive Switched Architecture Storage for Ultra-Capacitors . 16th International Conference on Micro and Nanotechnology for Power Generation and Energy Conversion Applications (PowerMEMS 2016), Dec 2016, Paris, France. 2016. �hal-01754705�
Laboratoire conventionné avec l’Université Fédérale Toulouse Midi-Pyrénées LAAS-CNRS
/ Laboratoire d’analyse et d’architecture des systèmes du CNRS
C1 C2 C3 C4
V
C4C4 C2 C3
C1
V
C4C1 C2
C3 C4
Firdaous EL MAHBOUBI, Marise BAFLEUR, Vincent BOITIER, Jean Marie DILHAC
LAAS-CNRS, Université Toulouse, CNRS, INSA, UPS, Toulouse, France
felmahbo@laas.fr
Self-adaptive Architecture
CONTEXT: Autonomous battery-free wireless sensor node
Experimental results
Energy harvester simulated by a Thévenin generator
E th =5V, R th =1kΩ, R
LOAD=1kΩ, C=100mF, C fix =400mF, V
SH=2V, V
SL=1V
Acknowledgments
This work is carried out within the framework of the European project SMARTER funded by the CHIST-ERA program, “Green ICT, towards Zero Power ICT”.
Charge profile:
The S configuration allows for a fast charging and startup (low Ceq).
The P configuration allows for the storage of a large amount of energy (high Ceq).
Discharge profile:
The S configuration allows a maximum energy usage rate in the case of a system powered by an energy harvesting source.
Both structures are identical, they have the same number of SCs, switches and configurations (S, SP, P). However, they differ in the SP configuration.
Balancing currents, simulation result of the worst case, High current in second switching SP→P (low current in first switching S→SP)
Perspectives
Silicon integration of the self-powered and adaptive storage.
The principle of this structure is to change the value of the total storage capacity according to the state of charge/discharge, to satisfy the objectives: fast charging time with a low capacitance Ceq=C/N (series configuration), maximization of stored energy with Ceq=C*N (parallel configuration).
Each of the two types of adaptive structures consists of 4 identical supercapacitors (SC) + 9 switches + 3 Schottky diodes for structure B, allowing three possible configurations: Series (S), series-parallel (SP) and parallel (P), (The diodes allow a default serial structure).
Analysis of the two self-adaptives architectures
C1 C3
C4 C2
For these simulation, we model each switch by a resistor, and the ultra-capacitor by a capacitor in series with a resistor (C=100mF±20%, ESR=0.08Ω, R
switch=0.4Ω).
Self-powered and adaptive storage system Objectives
• Coupling energy harvesting & storage on supercapacitor (SC)
• Adaptive storage for early startup at charging (low capacitance value) and maximization of stored energy (high capacitance),
• Autonomy of the system and maximum energy usage rate.
Self-adaptive architectures under study
Structure A
Structure A
C
2=C
minV+
C
3=C
maxC
4=C
maxC
1=C
minStructure B
Structure A Structure B
Impact of the dispersion in capacitance values on losses (worst case)
Conclusion
Low losses balancing circuit not necessary
Structure B exhibits lower balancing currents
Signal processing
Wireless communication Energy management DC
power generator
Adaptive supercapacitor
storage RF
Energy Transducer
&
Sensing
Input Output
Tolerance range
C=100mF±20%
C1 (F)
C2 (F)
C3 (F)
C4 (F)
E MAX loss
Structure A 0.12 0.08 0.08 0.12 2.08%
Structure B 0.08 0.08 0.12 0.12 2.16%
C
2=C
minV+
C
1=C
maxC
3=C
minC
4=C
maxP SP S
1V 30s
Discharge phase
C4
V V V V
C3 C2 +
0 40 80 100 140
0 2 4
Voltage across ultra-capacitors (V)
Time (s)
VSH
VSL
C
AdaptivePZT
FB Rectifier
Logic control
VC4
LOAD
Vdd
U1 U2
Structure B
P SP
S 1V
50s
Chargephase
C4
V V V V
C3 C2 +
0 40 80 100 140
0 2 4
Voltage across ultra-capacitors (V)
Time (s) VSH VSL
Prototype of the autonomous adaptive storage system
Structure A Structure B
Logic gates
CMOS Switches
Comparators
Capacitor
Charge Discharge
E/C
fixed(J/F)
E/C
variable(J/F)
E/C
fixed(J/F)
E/C
variable(J/F)
Theoretical
calculation 12.25 12.25 11.05 12.18
Measurement 12.46 12.89 11.01 12.23
Losses Delivered energy rate
1.7% 5.2% 10%
VC4 VC3 VC2 V+
V+ VC2
VC3 VC4
VC2
V+ VC3 VC4
C
var
0 0.5 1 1.5 2 2.5
50 100 150 200 250 300 350 400 450 500 550
Time(s)
Voltage(V)
C fixed
configuration SP
Emax loss expressed in % of the stored energy
Measurement and calculation of losses
Source and load modeled by a constant current source
I=±3.5mA,
V
+MAX_CHARGE=5V,
V
+MIN_DISCHARGE=1.55V, C
variable=100mF,
C
fixed=400mF
Diagram for the system startup time supplied by self powered and adaptive structure or by a single
capacitance
Time(min)
Voltage across a single capacitance(V)
Cfixed
Time(min)
Voltage across ultra-capacitors(V)
Cvar
0.0s 0.1s 0.2s 0.3s 0.4s 0.5s 0.6s 0.7s 0.8s 0.9s 1.0s 1.1s 1.2s 1.3s 1.4s -200mA
-160mA -120mA -80mA -40mA 0mA 40mA 80mA 120mA 160mA
200mA I(C1) I(C2) I(C3) I(C4)
Temps (S)
Courent (A)
I(C1): Le courant du condensateur C1 I(C2): Le courant du condensateur C2 I(C3): Le courant du condensateur C3
I(C4): Le courant du condensateur C4
0.0s 0.1s 0.2s 0.3s 0.4s 0.5s 0.6s 0.7s 0.8s 0.9s 1.0s 1.1s 1.2s 1.3s 1.4s -15mA
-12mA -9mA -6mA -3mA 0mA 3mA 6mA 9mA 12mA
15mA I(C1) I(C2) I(C3) I(C4)
Temps (S)
Courent (A)
I(C1): Le courant du condensateur C1 I(C2): Le courant du condensateur C2 I(C3): Le courant du condensateur C3
I(C4): Le courant du condensateur C4