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  • Review Article
  • Published: 09 February 2024

Artificial intelligence-based methods for renewable power system operation

  • Yuanzheng Li   ORCID: orcid.org/0000-0001-8052-1233 1 , 2 ,
  • Yizhou Ding   ORCID: orcid.org/0000-0003-3121-1487 3 ,
  • Shangyang He   ORCID: orcid.org/0009-0000-2380-8617 3 ,
  • Fei Hu   ORCID: orcid.org/0000-0003-2386-9035 1 ,
  • Juntao Duan   ORCID: orcid.org/0000-0003-3957-7248 1 ,
  • Guanghui Wen   ORCID: orcid.org/0000-0003-0070-8597 4 ,
  • Hua Geng   ORCID: orcid.org/0000-0002-8336-6731 5 ,
  • Zhengguang Wu 6 ,
  • Hoay Beng Gooi   ORCID: orcid.org/0000-0002-5983-2181 7 ,
  • Yong Zhao   ORCID: orcid.org/0009-0001-0977-6580 1 , 2 ,
  • Chenghui Zhang   ORCID: orcid.org/0000-0003-2317-5930 8 ,
  • Shengwei Mei   ORCID: orcid.org/0000-0002-2757-5977 9 &
  • Zhigang Zeng   ORCID: orcid.org/0000-0003-4587-3588 1 , 2  

Nature Reviews Electrical Engineering volume  1 ,  pages 163–179 ( 2024 ) Cite this article

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  • Energy grids and networks
  • Energy management
  • Renewable energy

Carbon neutrality goals are driving the increased use of renewable energy (RE). Large-scale use of RE requires accurate energy generation forecasts; optimized power dispatch, which minimizes costs while satisfying operational constraints; effective system control to ensure a stable power supply; and electricity markets that support bidding and trading decisions associated with RE. However, the uncertainties in RE generation make renewable power systems challenging to operate. For example, the intermittent nature of wind power can make it difficult to balance the supply and demand of electricity in real time; therefore, traditional power sources could be needed to meet the demand, which can increase electricity prices. This Review outlines the potential of artificial intelligence-based methods for supporting renewable power system operation. We discuss the ability of machine learning, deep learning and reinforcement learning methods to facilitate power system forecasts, dispatch, control and markets to support the use of RE. We also emphasize the applicability of these techniques to different operational problems. Finally, we discuss potential trends in renewable power system development and approaches to address the associated operational challenges such as the increasingly distributed nature of RE installations, diversification of energy storage systems and growing market complexity.

The large variabilities in renewable energy (RE) generation can make it challenging for renewable power systems to provide stable power supplies; however, artificial intelligence (AI)-based methods can help overcome these challenges.

Deep learning methods can provide accurate RE generation forecasts to help balance the supply of and demand for electricity.

Reinforcement learning techniques can effectively handle the increased computational complexity associated with optimizing power dispatch for renewable power systems to ensure that costs are minimized and operational constraints are met.

Renewable power systems are subject to greater instabilities than traditional systems, which can lead to voltage and frequency fluctuations in the power supply. AI-based techniques can provide real-time control signals to facilitate generation-to-demand control.

Reinforcement learning techniques can also be used to analyse market behaviours and optimize decision-making to support the effective integration of RE into power markets.

Future AI-based methods will need to solve the challenges that could arise from increases in the number of entities supplying RE and the diversity of energy storage systems, which will further complicate renewable power systems.

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Acknowledgements

This work was supported in part by the National Key R&D Program of China (grant 2021ZD0201300), National Natural Science Foundation of China (grants 62325304 and 62073148) and Key Project of the National Natural Science Foundation of China (grant 62233006).

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Li, Y., Ding, Y., He, S. et al. Artificial intelligence-based methods for renewable power system operation. Nat Rev Electr Eng 1 , 163–179 (2024). https://doi.org/10.1038/s44287-024-00018-9

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Research on energy management in hydrogen–electric coupled microgrids based on deep reinforcement learning.

research paper power generation

1. Introduction

  • Intelligent hydrogen–electric coupled microgrid energy management strategy: This paper proposes an energy management strategy based on the DDPG. A deep neural network is used to simulate and optimize the energy management strategy of the microgrid by combining the forecast data of PV generation and load demand. The strategy can effectively cope with the influence of uncertain factors, such as PV generation, EV charging loads, and hydrogen charging loads on the optimization results, and ensure that the system supply and demand are balanced throughout the dispatch cycle.
  • Optimization of system operation economics and the reduction in light shedding: The DDPG algorithm operates hydrogen production from excess power during peak PV generation hours, which achieves full utilization of PV power and reduces light shedding. In addition, the method achieves a reduction in the system power purchase cost and improves the overall economic efficiency through the operation of charging and hydrogen production during low-price hours and discharging and selling power during high-price hours.
  • Load smoothing and grid stability enhancement: Through the optimal scheduling of EV charging loads, the time and magnitude of peak loads are reduced, and the optimized charging load curves are smoother, which significantly reduces the gap between the peaks and valleys of the grid loads and thus enhances the stability and operational efficiency of the grid.
  • The effectiveness and superiority of the DDPG algorithm are verified: The accuracy and effectiveness of the DDPG algorithm over the traditional DQN in dealing with continuous action decision-making problems are verified through case studies. The DDPG algorithm is more capable of optimizing the energy management of the microgrid under complex constraints, which significantly reduces the operating cost of the microgrid.

2. Hydrogen–Electric Coupled Microgrid Structure

3. distributed energy system models, 3.1. photovoltaic power generation model, 3.2. battery energy storage system model, 3.3. electrolytic hydrogen production model, 3.4. hydrogen fuel cell model, 3.5. model of hydrogen storage facilities, 4. decision-making model for microgrid energy management, 4.1. objective function, 4.2. constraints, 4.2.1. power and energy balance constraints, 4.2.2. constraints on the operation of photovoltaic power generation systems, 4.2.3. electrolytic hydrogen production system operational constraints.

  • Operational Constraints of Electrolytic Cells

4.2.4. Electrochemical Energy Storage Operational Constraints

4.2.5. constraints on the operation of charging/hydrogen cells.

  • Charging Load Constraints

5. Optimization Algorithms for Deep Reinforcement Learning

5.1. the principles of the ddpg algorithm, 5.2. implementation of the ddpg algorithm.

  • Definition of the State Space
Energy Management Method for PV-Storage-Charging Integrated System Based on DDPG.
1:
2:Initialize target networks and ,
3:Initialize replay buffer
4:Set soft update coefficient and learning rate
5: episode =1 to max_episodes
6:     Initialize random process for action exploration
7:    
8:        to max_steps
9:            based on the current policy and exploration
           noise
10:          
11:           in replay buffer
12:           from
13:          
14:          
15:           Update Actor network using the sampled policy gradient:
16:           Soft update target networks:
17:          
18:    
19:

6. Case Study Analysis

6.1. case description, 6.2. simulation analysis, 7. conclusions.

  • In hydrogen–electric coupled microgrids, the energy management system can intelligently adjust charging and discharging strategies based on electricity price signals and photovoltaic generation through the DDPG algorithm, achieving “buy low, sell high” operations.
  • The DDPG algorithm takes into account the volatility of photovoltaic generation, the uncertainties of charging/hydrogen loads, and other uncertain factors, ensuring supply–demand balance between photovoltaic generation, electric vehicle charging/hydrogen loads, and the energy storage system during the scheduling period, thus enhancing the reliability and stability of system operation.
  • Through the DDPG algorithm, hydrogen–electric coupled microgrids can participate in flexible grid regulation based on electricity price incentive signals by adjusting charging loads and energy storage systems, reducing peak loads, and improving grid stability and economic efficiency.
  • The accuracy of the DDPG algorithm in continuous action problems has been validated through comparisons with the DQN algorithm.

Author Contributions

Data availability statement, conflicts of interest.

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Click here to enlarge figure

ParameterValues
Photovoltaic array600 kW
Capacity of electrical energy storage system72–288 kW·h
Electrical energy storage power rating100 kW
Electrolyzer rated power750 kW
Capacity of hydrogen storage tank1000 Nm
Capacity of charging30 × 30 kW
Total refueling rate30 × 5 Nm /h
Batch size64
Hydrogen refueling service price5.8 ¥/Nm
Carbon trading price0.07 ¥/kg
ParameterValues
Hidden layer[400, 300, 256, 128]
Actor network learning rate0.001
Critic network learning rate0.001
Target network learning rate0.001
Discount factor0.99
Episodes1000
Step size100
Batch size64
Experience playback pool capacity20,000
Hidden layer[400, 300, 256, 128]
Actor network learning rate0.001
Cost (CNY)Before OptimizationDQNDDPG
Power purchase cost9625.279038.198677.2
Charging income8056.337783.617838.3
Hydrogen charge yield11,314.7911,201.642111,314.79
Carbon revenue147.89147.89147.89
Net revenue9893.7410,094.952110,623.78
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Share and Cite

Shi, T.; Zhou, H.; Shi, T.; Zhang, M. Research on Energy Management in Hydrogen–Electric Coupled Microgrids Based on Deep Reinforcement Learning. Electronics 2024 , 13 , 3389. https://doi.org/10.3390/electronics13173389

Shi T, Zhou H, Shi T, Zhang M. Research on Energy Management in Hydrogen–Electric Coupled Microgrids Based on Deep Reinforcement Learning. Electronics . 2024; 13(17):3389. https://doi.org/10.3390/electronics13173389

Shi, Tao, Hangyu Zhou, Tianyu Shi, and Minghui Zhang. 2024. "Research on Energy Management in Hydrogen–Electric Coupled Microgrids Based on Deep Reinforcement Learning" Electronics 13, no. 17: 3389. https://doi.org/10.3390/electronics13173389

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research paper power generation

Journal of Materials Chemistry A

Electric power generation using paper materials †.

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* Corresponding authors

a Beijing Key Laboratory of Photoelectronic/Electrophotonic Conversion Materials, Key Laboratory of Cluster Science, Ministry of Education, School of Chemistry and Chemical Engineering, Beijing Institute of Technology, Beijing 100081, P. R. China E-mail: [email protected] , [email protected]

Power generation from renewable sources is important for sustainable development due to the depletion of traditional fossil fuels and related environmental pollution. In this work, paper is used to generate electricity under moisture ingress. As a result, a piece of untreated print paper (1.5 cm 2 in area) can induce a voltage of 0.25 V and a current of 15 nA. The power output can be conveniently tuned by changing the humidity, temperature and number of devices by simple series/parallel connections. Such paper-based moist-electric generators (PMEGs) are expected to find their applications in the daily ambient environment owing to the wide availability and low cost of paper materials. A ‘power’ book is then fabricated to prove the concept, providing new insights into moist-electric power generation and a viable approach for designing extremely simple power generators for various applications.

Graphical abstract: Electric power generation using paper materials

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research paper power generation

Electric power generation using paper materials

X. Gao, T. Xu, C. Shao, Y. Han, B. Lu, Z. Zhang and L. Qu, J. Mater. Chem. A , 2019,  7 , 20574 DOI: 10.1039/C9TA08264F

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The blades of propellers and wind turbines are designed based on aerodynamics principles that were first described mathematically more than a century ago. But engineers have long realized that these formulas don’t work in every situation. To compensate, they have added ad hoc “correction factors” based on empirical observations.

Now, for the first time, engineers at MIT have developed a comprehensive, physics-based model that accurately represents the airflow around rotors even under extreme conditions, such as when the blades are operating at high forces and speeds, or are angled in certain directions. The model could improve the way rotors themselves are designed, but also the way wind farms are laid out and operated. The new findings are described today in the journal Nature Communications , in an open-access paper by MIT postdoc Jaime Liew, doctoral student Kirby Heck, and Michael Howland, the Esther and Harold E. Edgerton Assistant Professor of Civil and Environmental Engineering.

“We’ve developed a new theory for the aerodynamics of rotors,” Howland says. This theory can be used to determine the forces, flow velocities, and power of a rotor, whether that rotor is extracting energy from the airflow, as in a wind turbine, or applying energy to the flow, as in a ship or airplane propeller. “The theory works in both directions,” he says.

Because the new understanding is a fundamental mathematical model, some of its implications could potentially be applied right away. For example, operators of wind farms must constantly adjust a variety of parameters, including the orientation of each turbine as well as its rotation speed and the angle of its blades, in order to maximize power output while maintaining safety margins. The new model can provide a simple, speedy way of optimizing those factors in real time.

“This is what we’re so excited about, is that it has immediate and direct potential for impact across the value chain of wind power,” Howland says.

Modeling the momentum

Known as momentum theory, the previous model of how rotors interact with their fluid environment — air, water, or otherwise — was initially developed late in the 19th century. With this theory, engineers can start with a given rotor design and configuration, and determine the maximum amount of power that can be derived from that rotor — or, conversely, if it’s a propeller, how much power is needed to generate a given amount of propulsive force.

Momentum theory equations “are the first thing you would read about in a wind energy textbook, and are the first thing that I talk about in my classes when I teach about wind power,” Howland says. From that theory, physicist Albert Betz calculated in 1920 the maximum amount of energy that could theoretically be extracted from wind. Known as the Betz limit, this amount is 59.3 percent of the kinetic energy of the incoming wind.

But just a few years later, others found that the momentum theory broke down “in a pretty dramatic way” at higher forces that correspond to faster blade rotation speeds or different blade angles, Howland says. It fails to predict not only the amount, but even the direction of changes in thrust force at higher rotation speeds or different blade angles: Whereas the theory said the force should start going down above a certain rotation speed or blade angle, experiments show the opposite — that the force continues to increase. “So, it’s not just quantitatively wrong, it’s qualitatively wrong,” Howland says.

The theory also breaks down when there is any misalignment between the rotor and the airflow, which Howland says is “ubiquitous” on wind farms, where turbines are constantly adjusting to changes in wind directions. In fact, in an  earlier paper in 2022, Howland and his team found that deliberately misaligning some turbines slightly relative to the incoming airflow within a wind farm significantly improves the overall power output of the wind farm by reducing wake disturbances to the downstream turbines.

In the past, when designing the profile of rotor blades, the layout of wind turbines in a farm, or the day-to-day operation of wind turbines, engineers have relied on ad hoc adjustments added to the original mathematical formulas, based on some wind tunnel tests and experience with operating wind farms, but with no theoretical underpinnings.

Instead, to arrive at the new model, the team analyzed the interaction of airflow and turbines using detailed computational modeling of the aerodynamics. They found that, for example, the original model had assumed that a drop in air pressure immediately behind the rotor would rapidly return to normal ambient pressure just a short way downstream. But it turns out, Howland says, that as the thrust force keeps increasing, “that assumption is increasingly inaccurate.”

And the inaccuracy occurs very close to the point of the Betz limit that theoretically predicts the maximum performance of a turbine — and therefore is just the desired operating regime for the turbines. “So, we have Betz’s prediction of where we should operate turbines, and within 10 percent of that operational set point that we think maximizes power, the theory completely deteriorates and doesn’t work,” Howland says.

Through their modeling, the researchers also found a way to compensate for the original formula’s reliance on a one-dimensional modeling that assumed the rotor was always precisely aligned with the airflow. To do so, they used fundamental equations that were developed to predict the lift of three-dimensional wings for aerospace applications.

The researchers derived their new model, which they call a unified momentum model, based on theoretical analysis, and then validated it using computational fluid dynamics modeling. In followup work not yet published, they are doing further validation using wind tunnel and field tests.

Fundamental understanding

One interesting outcome of the new formula is that it changes the calculation of the Betz limit, showing that it’s possible to extract a bit more power than the original formula predicted. Although it’s not a significant change — on the order of a few percent — “it’s interesting that now we have a new theory, and the Betz limit that’s been the rule of thumb for a hundred years is actually modified because of the new theory,” Howland says. “And that’s immediately useful.” The new model shows how to maximize power from turbines that are misaligned with the airflow, which the Betz limit cannot account for.

The aspects related to controlling both individual turbines and arrays of turbines can be implemented without requiring any modifications to existing hardware in place within wind farms. In fact, this has already happened, based on earlier work from Howland and his collaborators two years ago that dealt with the wake interactions between turbines in a wind farm, and was based on the existing, empirically based formulas.

“This breakthrough is a natural extension of our previous work on optimizing utility-scale wind farms,” he says, because in doing that analysis, they saw the shortcomings of the existing methods for analyzing the forces at work and predicting power produced by wind turbines. “Existing modeling using empiricism just wasn’t getting the job done,” he says.

In a wind farm, individual turbines will sap some of the energy available to neighboring turbines, because of wake effects. Accurate wake modeling is important both for designing the layout of turbines in a wind farm, and also for the operation of that farm, determining moment to moment how to set the angles and speeds of each turbine in the array.

Until now, Howland says, even the operators of wind farms, the manufacturers, and the designers of the turbine blades had no way to predict how much the power output of a turbine would be affected by a given change such as its angle to the wind without using empirical corrections. “That’s because there was no theory for it. So, that’s what we worked on here. Our theory can directly tell you, without any empirical corrections, for the first time, how you should actually operate a wind turbine to maximize its power,” he says.

Because the fluid flow regimes are similar, the model also applies to propellers, whether for aircraft or ships, and also for hydrokinetic turbines such as tidal or river turbines. Although they didn’t focus on that aspect in this research, “it’s in the theoretical modeling naturally,” he says.

The new theory exists in the form of a set of mathematical formulas that a user could incorporate in their own software, or as an open-source software package that can be freely downloaded from GitHub . “It’s an engineering model developed for fast-running tools for rapid prototyping and control and optimization,” Howland says. “The goal of our modeling is to position the field of wind energy research to move more aggressively in the development of the wind capacity and reliability necessary to respond to climate change.”

The work was supported by the National Science Foundation and Siemens Gamesa Renewable Energy.

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