Control Algorithms for Ultracapacitors Integrated in Hybrid Energy Storage Systems of Electric Vehicles’ Powertrains: A Mini Review
Abstract
1. Introduction
2. Architectures of Hybrid Energy Storage Systems in Electric Vehicles Propulsion Systems
3. Control Algorithms for Ultracapacitors Integrated in Electric Vehicles’ Powertrains
3.1. Challenges and Objectives of Ultracapacitors Integration
3.2. Control Algorithms
3.2.1. Rule-Based Control (RBC)/Heuristic Control
- The standard rule-based algorithm uses fixed parameters that do not take into account the topographic features of the route
- The adaptive rule-based algorithm adjusts the parameters based on the energy flow produced by regenerative braking
- The advanced adaptive rule-based algorithm continuously updates the parameters considering the operating cycle.
3.2.2. Optimization-Based Control
- Equivalent Consumption Minimization Strategy (ECMS)
- Dynamic Programming (DP)
- Model Predictive Control (MPC)
3.2.3. Intelligent Control (AI/ML-Based)
- Predicting optimal energy sharing.
- Estimation of system states: NNs can be trained to estimate internal system states, such as battery and UC status, energy consumption trends, or thermal conditions, which are expensive or difficult to measure directly. Predictive maintenance, fault detection, and system monitoring can be improved through these estimates.
3.3. Application of Algorithms Depending on the Architectures of Hybrid Energy Storage Systems
- Fenestration: aimed at maintaining UC’s SOC within a defined operational window (e.g., 50–90%) to ensure availability for both charging (regenerative braking) and discharging (acceleration).
- Charge/discharge prioritization: during regenerative braking, UC charging is prioritized, and during acceleration, UC discharging is prioritized.
- UC recharging: if the UC’s SOC drops too low, the battery can provide a small charge to bring the UC back within the defined operational window.
4. Future Trends and Research Directions
5. Conclusions
Funding
Data Availability Statement
Conflicts of Interest
Abbreviations
| AC | Alternative Current |
| ADAS | Advanced Driver Assistance Systems |
| ADFBEMS | Adaptive Digital Filter |
| AI | Artificial Intelligence |
| ANN | Artificial Neural Network |
| B | Battery |
| CAPEX | Capital Expenditure |
| China City | Chinese Urban Driving Cycle |
| CNN | Convolutional Neural Network |
| DBN | Deep Belief Network |
| DC | Direct Current |
| DP | Dynamic Programming |
| DNN | Deep Neural Network |
| ECMS | Equivalent Consumption Minimization Strategy |
| EMS | Energy Management System |
| ESR | Equivalent Series Resistance |
| EV | Electric Vehicle |
| GA | Genetic Algorithm |
| GCN | Graph Convolutional Network |
| GPU | Graphics Processing Unit |
| HESS | Hybrid Energy Storage System |
| Japan1015 | Japanese Driving Cycle |
| LPF | Low-Pass Filter |
| LSTM | Long-Short-Term Memory |
| MAF | Moving Average Filter |
| MCU | Microcontroller Unit |
| MPC | Model Predictive Control |
| NEDC | New European Driving Cycle |
| NN | Neural Network |
| NYCC | New York City Cycle |
| OPEX | Operational Expenditure |
| PID | Proportional–Integral–Derivative |
| PHM | Prognostic and Health Management System |
| PMP | Pontryagin Minimum Principle |
| PMSM | Permanent Magnet Synchronous Motor |
| PSO | Particle Swarm Optimization |
| RBC | Rule-Based Control |
| RL | Reinforcement Learning |
| SBC | Single Board Computer |
| SDFFT | Sliding Discrete Fast Fourier Transformation |
| SOA | Seagull Optimization Algorithm |
| SOC | State of Charge |
| SSA | Squirrel Search Algorithm |
| SS-IFS | Squirrel Search with Improved Food Storage Algorithm |
| UC | Ultracapacitor |
| UDDS | Urban Dynamometer Driving Schedule |
| V2X | Vehicle to Everything |
| WLTC | Worldwide Harmonized Light Vehicle Test Cycle |
| WOA | Whale Optimization Algorithm |
| WT | Wavelet Transformation |
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| Energy Storage System | Energy Density (Wh/kg) | Power Density | Life Cycle | Safety | Relative Cost |
|---|---|---|---|---|---|
| LPF battery | 90–120 | High | 2.000 | Very good | Low |
| NMC battery | 150–220 | Average | 1.500 | Good | Average |
| LTO battery | 50–80 | Very high | 10.000 | Excellent | High |
| NiMH battery | 60–120 | Average | 500 | Good | Low |
| Ultracapacitors | 5–10 | Extremely high | 100.000 | Excellent | High |
| Energy Storage System | Optimal Operating Temperature | Minimum Temperature | Maximum Temperature | Comments |
|---|---|---|---|---|
| LPF battery | 20–45 °C | −20 °C | 60 °C | Excellent thermal stability making it ideal for various environments |
| NMC battery | 15–40 °C | 0 °C | 60 °C | High energy density, but less thermally stable than LFP |
| LTO battery | −30–55 °C | −40 °C | 60 °C | Works well in extreme temperatures, making it ideal for industrial applications |
| NiMH battery | 0–45 °C | −20 °C | 60 °C | Average performance given sensitivity to extreme temperatures |
| Ultracapacitors | −40–65 °C | −40 °C | 85 °C | Ideal for applications with high power requirements as they are extremely thermally resistant |
| Criteria | HESS Topology | |||
|---|---|---|---|---|
| Passive | Semi-Active | Active | Full-Active | |
| CAPEX | * | ** | *** | **** |
| OPEX | * | ** | ** | *** |
| Weight | * | ** | ** | *** |
| Dimensions | * | ** | *** | **** |
| Efficiency | ** | ** | *** | **** |
| Control | * | ** | *** | **** |
| Peak Power Range | <10 kW | 10–50 kW | 50–200 kW | >200 kW |
| Peak Frequency Range | <1 Hz | 1–10 Hz | 10–100 Hz | >100 Hz |
| SOC Window | ±5 … 10% | ±10 … 20% | ±20 … 40% | ±40 … 60% |
| Best for EV class | Small | Mainstream | Luxury | High Performance and Race |
| KPI Name | Unit | Description | Method or Source |
|---|---|---|---|
| RMSI_B | A | Root Mean Square of battery current over a drive cycle | Simulation or measurement |
| Ipeak_B | A | Peak current drawn from the battery | Simulation or measurement |
| ΔSOCB | % | Change in battery State of Charge during operation | SOC model or BMS data |
| ΔSOCUC | % | Change in ultracapacitor State of Charge | UC voltage-based SOC estimation |
| Recuperation Share | % | Share of braking energy recovered and stored | Energy flow analysis |
| System Efficiency | % | Overall energy efficiency of the HESS | |
| Thermal Load | °C/W | Temperature rise per unit thermal resistance | Thermal model or sensor data |
| Degradation/Cycle | Ah/cycle | Battery degradation per cycle | Aging model or empirical data |
| Computational Complexity | - | Algorithmic complexity | Theoretical analysis of control algorithm |
| Step Time | ms | Time per simulation/control step | Profiling during simulation |
| Memory Requirements | MB | Memory capacity (and speed) needed for simulation or real-time control | System profiling or estimation |
| Control System | Principle | Advantages | Disadvantages |
|---|---|---|---|
| Fuzzy Logic Control (FLC): | FLC uses linguistic rules and fuzzy sets to map input variables (e.g., power demand, battery and UC SOC) to output control actions (e.g., power split ratio). | Robust to uncertainties. Does not require a precise mathematical model. Intuitive for rule definition. | Requires expert knowledge to define rules and membership functions. Tuning can be challenging. |
| Neural Networks (NNs) | NNs can learn complex nonlinear relationships between inputs and outputs from training data. Can be used to predict optimal power split or estimate system states. | Can learn highly complex relationships. Adaptive. | Requires large datasets for training. “Black box” nature can make interpretation difficult. High computational cost. |
| Reinforcement Learning (RL) | An RL agent learns an optimal policy by interacting with the environment (e.g., vehicle powertrain simulation) and receiving rewards or penalties for its actions. The goal is to maximize cumulative rewards over time. | Can learn optimal strategies without prior knowledge of system dynamics. Adaptable to changing environments. | Requires extensive training. High computational intensity. Ensuring stability and safety during real-world deployment is challenging. |
| Architecture | Task | Strengths | Limitations | Use Cases for HESS Control |
|---|---|---|---|---|
| Feedforward Neural Network (FNN) | Static estimation | Simple and fast; good for static input-output mappings |
|
|
| Recurrent Neural Network (RNN) | Complex control policies | Captures temporal dependencies in sequential data |
|
|
| Long Short-Term Memory (LSTM) | Time-series prediction | Handles long-term dependencies; robust to vanishing gradients |
|
|
| Convolutional Neural Network (CNN) | Spatial-temporal data | Good at extracting local patterns; efficient with structured input |
|
|
| Deep Belief Network (DBN) | Complex control policies (useful in scenarios where labeled data is sparse) | Effective for unsupervised features learning and pre-training |
|
|
| Parameter | HESS Adaptation | |
|---|---|---|
| UDDS Cycle | WLTC Cycle | |
| IBmax | Lower peak current (favors battery protection) | Higher peak current (allows more battery load) |
| SOCUC Range/Window | 30% to 90% (favors UC usage) | 10% to 70% (enables early UC dispatch) |
| UC Dispatch Behavior | More conservative, full dispatch only at high SOC | More aggressive, dispatch starts at low SOC |
| Drive Cycle Characteristics | Urban traffic conditions, stop-and-go, moderate acceleration | Mixed urban/highway traffic conditions, dynamic acceleration |
| Battery Stress | Lower | Moderate to High |
| UC Buffering Effectiveness | High | Moderate |
| SOC Stability | High | Moderate |
| Thermal Load | Low | High |
| HESS Architecture | Characteristics | Operational Conditions | Control Algorithms | KPIs |
|---|---|---|---|---|
| Passive Parallel | Battery and ultracapacitor are directly connected in parallel. No power electronics; energy flow is dictated by natural voltage/current characteristics. | Very limited direct control over power split. Power is shared based on internal resistances and voltage differences. Simplest, but least effective. |
|
|
| Active Parallel (Semi-Active) | The ultracapacitor is connected to the DC bus via a bi-directional DC/DC converter, while the battery is directly connected. One storage device (usually an ultracapacitor) is actively controlled and the other storage device is passive. | The DC/DC converter regulates the power flow to/from the ultracapacitor. Common and effective architecture, offering good control over UC contribution. |
|
|
| Full Active | Both the battery and ultracapacitor are connected to the DC bus via separate bi-directional DC/DC converters. Both storage devices are actively controlled via power converters. | Offers the highest degree of control over both energy sources, allowing independent optimization. Most complex and costly but provides maximum flexibility and efficiency. |
|
|
| Multi-Input Converter | A single converter integrates multiple energy sources. Independent bidirectional control of each device; full flexibility. | Requires complex control of the multi-input converter to manage power flow from both sources simultaneously. |
|
|
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Mariasiu, F. Control Algorithms for Ultracapacitors Integrated in Hybrid Energy Storage Systems of Electric Vehicles’ Powertrains: A Mini Review. Batteries 2025, 11, 395. https://doi.org/10.3390/batteries11110395
Mariasiu F. Control Algorithms for Ultracapacitors Integrated in Hybrid Energy Storage Systems of Electric Vehicles’ Powertrains: A Mini Review. Batteries. 2025; 11(11):395. https://doi.org/10.3390/batteries11110395
Chicago/Turabian StyleMariasiu, Florin. 2025. "Control Algorithms for Ultracapacitors Integrated in Hybrid Energy Storage Systems of Electric Vehicles’ Powertrains: A Mini Review" Batteries 11, no. 11: 395. https://doi.org/10.3390/batteries11110395
APA StyleMariasiu, F. (2025). Control Algorithms for Ultracapacitors Integrated in Hybrid Energy Storage Systems of Electric Vehicles’ Powertrains: A Mini Review. Batteries, 11(11), 395. https://doi.org/10.3390/batteries11110395
