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ADVANCED TECHNIQUE FOR INVESTIGATING RESIDENTIAL ELECTRICAL POWER CONSUMPTION VIA TIME SERIES ANALYSIS
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Abstract
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ORDINARY APPLICATION
Published
Filed on 5 November 2024
Abstract
Residential electricity consumption is growing as the global population and urbanization continue. Residential power usage patterns must be understood and analyzed due to rising household electricity demand. Energy providers, policymakers, and individuals need this analysis to optimize energy usage, improve efficiency, and make informed energy consumption decisions. Analyzing residential power consumption time series data used to require basic statistical methods and manual analysis. We now want to analyze this data more thoroughly. This project analyzes residential electricity consumption time series data for insights. Time series analysis of residential electrical power consumption is important for several reasons. First, it helps us save energy by identifying consumption patterns and possible energy-saving practices and technologies. Second, it helps utility companies manage load and forecast demand to avoid blackouts and brownouts. We can also optimize energy generation and distribution by predicting peak demand, reducing our use of expensive peak-load power plants. Improved demand response strategies also benefit from time series analysis. This encourages peak-hour electricity usage adjustments, balancing the grid and ensuring energy distribution. Exploring time series data becomes more important as we switch to renewable energy. It helps us match energy consumption with intermittent renewable energy generation, promoting sustainability. Understanding consumption patterns helps with accurate billing and efficient tariff design. This ensures fair and cost-effective billing for consumers and energy providers.
Patent Information
Application ID | 202441084487 |
Invention Field | COMPUTER SCIENCE |
Date of Application | 05/11/2024 |
Publication Number | 46/2024 |
Inventors
Name | Address | Country | Nationality |
---|---|---|---|
Dr. N. Balaji, Associate Professor, Department of Mathematics | SRM Institute of Science and Technology, Kattankulatur, Chennai, 603 203. | India | India |
V. J. Suresh, Assistant Professor, Dept. of CSE | St.Martin's Engineering College, Dhulapally, Medchal–Malkajgiri district, Secunderabad-500 100. Telangana, India. | India | India |
N. Balaraman, Assistant Professor, Dept. of CSE | St.Martin's Engineering College, Dhulapally, Medchal–Malkajgiri district, Secunderabad-500 100. Telangana, India. | India | India |
Dr. I. Lakshmi, Associate Professor | Hindustan Institute of Technology and Science, Rajiv Gandhi Salai(OMR), Tamilnadu- 603103 | India | India |
G.Vijendar Reddy, Associate Professor | Gokaraju Rangaraju Institute of Engineering and Technology, BACHUPALLY, 500090. | India | India |
P. Swetha, Assistant Professor, Dept. of CSE | St.Martin's Engineering College, Dhulapally, Medchal–Malkajgiri district, Secunderabad-500 100. Telangana, India. | India | India |
G. Kiranmai, Assistant Professor, Dept. of AIML | St.Martin's Engineering College, Dhulapally, Medchal–Malkajgiri district, Secunderabad-500 100. Telangana, India. | India | India |
Dr. N. Venkatesh Kumar, Professor | V.S.B. ENGINEERING COLLEGE, KARUR (Dt), Tamil Nadu, India- 639111. | India | India |
Dr. R. Santhoshkumar, Associate Professor & head, Dept. of CSE | St.Martin's Engineering College, Dhulapally, Medchal–Malkajgiri district, Secunderabad-500 100. Telangana, India. | India | India |
Applicants
Name | Address | Country | Nationality |
---|---|---|---|
Dr. N. Balaji, Associate Professor, Department of Mathematics | SRM Institute of Science and Technology, Kattankulatur, Chennai, 603 203. | India | India |
V. J. Suresh, Assistant Professor, Dept. of CSE | St.Martin's Engineering College, Dhulapally, Medchal–Malkajgiri district, Secunderabad-500 100. Telangana, India. | India | India |
N. Balaraman, Assistant Professor, Dept. of CSE | St.Martin's Engineering College, Dhulapally, Medchal–Malkajgiri district, Secunderabad-500 100. Telangana, India. | India | India |
Dr. I. Lakshmi, Associate Professor | Hindustan Institute of Technology and Science, Rajiv Gandhi Salai(OMR), Tamilnadu- 603103 | India | India |
G.Vijendar Reddy, Associate Professor | Gokaraju Rangaraju Institute of Engineering and Technology, BACHUPALLY, 500090. | India | India |
P. Swetha, Assistant Professor, Dept. of CSE | St.Martin's Engineering College, Dhulapally, Medchal–Malkajgiri district, Secunderabad-500 100. Telangana, India. | India | India |
G. Kiranmai, Assistant Professor, Dept. of AIML | St.Martin's Engineering College, Dhulapally, Medchal–Malkajgiri district, Secunderabad-500 100. Telangana, India. | India | India |
Dr. N. Venkatesh Kumar, Professor | V.S.B. ENGINEERING COLLEGE, KARUR (Dt), Tamil Nadu, India- 639111. | India | India |
Dr. R. Santhoshkumar, Associate Professor & head, Dept. of CSE | St.Martin's Engineering College, Dhulapally, Medchal–Malkajgiri district, Secunderabad-500 100. Telangana, India. | India | India |
Specification
Description:This invention revolves around the exploration and analysis of residential electrical power consumption patterns using a specialized type of neural network called Long Short-Term Memory (LSTM). It begins by diligently handling the data, which is initially loaded from a file. Data preprocessing is carried out meticulously, which involves addressing missing values and augmenting the dataset with additional features related to time. Subsequently, the project delves into data transformation, where the actual power consumption values are rescaled to fit within a normalized range. This scaling is essential for the subsequent modeling phase, ensuring that the neural network can effectively learn from the data.
The heart of the project lies in the development of the LSTM neural network. This neural network architecture is specifically tailored for handling sequential data, making it ideal for time series analysis. The model is meticulously crafted, trained on historical power consumption data, and fine-tuned to predict future consumption patterns based on past trends and observations. To gauge the model's effectiveness, a thorough evaluation is conducted. Performance metrics, such as Mean Absolute Error (MAE) and Root Mean Squared Error (RMSE), are employed to assess the model's accuracy in predicting power consumption. This evaluation is carried out on both the training and testing datasets, ensuring a comprehensive understanding of the model's capabilities.
Finally, the project offers a visual representation of the model's performance. It showcases the training loss over epochs, providing insights into the learning process. Additionally, the project generates visualizations that compare the model's predictions with actual power consumption data for a specific time frame. These visualizations allow stakeholders to grasp how effectively the model captures the intricate patterns of residential power consumption. In essence, this project aims to harness the power of LSTM neural networks to gain valuable insights into residential power consumption patterns. By doing so, it opens doors to more accurate forecasting, benefiting both energy providers and consumers by optimizing energy usage and enhancing efficiency.
In the formula, ft is the calculation result of the Forget gate which is mainly used to control the retention of the information transmitted from the unit state at the previous moment to the unit state at the current moment. [ ] indicates that the two vectors are spliced, ht−1 is the output of the unit at the previous moment, and are the weight and bias of Forget gate, Wf and bf are Sigmoid activation functions.
In the formula, it is the calculation result of the input gate, and the input gate also has independent weight and bias. The role of the tanh layer is to generate a vector of candidate update information.
is the unit state of the current input, the unit state of the current moment is Ct, and its calculation formula is:
Output gate is roughly the same as the Input gate, and its operation flow includes sigmoid layer and tanh layer. The sigmoid layer determines the output part of the information, and the calculation formula is:
Finally get the output of the current moment ht:
The forward propagation of LSTM calculates the cell state Ct and ht the output of the current moment and completes the forward propagation calculation of the network. The backpropagation of LSTM is like the back-propagation principle of RNN. Finally, the weights and biases of all parts of the network are updated to complete the model training.
Newness
The significance of time series analysis in the context of residential electrical power consumption is multifaceted. Firstly, it serves as a beacon for energy efficiency by identifying opportunities for adopting energy-saving practices and incorporating cutting-edge technologies based on consumption patterns. Secondly, it facilitates robust load management and forecasting, equipping utility companies to efficiently manage supply and demand dynamics, thus averting the specter of blackouts and brownouts. Furthermore, by predicting peak demand, we can optimize energy generation and distribution, thereby reducing reliance on costly peak-load power plants. Time series analysis also pioneers the development of more effective demand response strategies, motivating consumers to adjust their electricity consumption during peak hours. This not only aids in balancing the grid but also ensures stable energy distribution. As we transition towards renewable energy sources, the exploration of time series data becomes even more imperative. It allows us to harmonize our energy consumption with the intermittent nature of renewable energy generation, fostering sustainable practices. Additionally, accurate billing and the design of efficient tariff structures are achievable through an in-depth comprehension of consumption patterns. This benefits both consumers and energy providers, as it facilitates fair and cost-effective billing, reinforcing the equitable distribution of energy resources.
, C , C , Claims:
1. We claim Residential electrical power consumption follows a consistent daily and weekly pattern, with peak usage occurring in the evenings and on weekends.
2. We claim Seasonal variations significantly influence residential power consumption, with higher usage in winter due to heating needs and in summer due to air conditioning.
3. We claim accurate forecasts of residential power consumption can be achieved using time series models such as ARIMA, which can capture the underlying trends and seasonality.
4. We claim External factors such as temperature, holidays, and significant local events have a measurable impact on residential electrical power consumption.
5. We claim Anomalies in the time series data often indicate potential issues such as malfunctioning appliances or abnormal energy usage patterns that warrant further investigation.
Documents
Name | Date |
---|---|
202441084487-COMPLETE SPECIFICATION [05-11-2024(online)].pdf | 05/11/2024 |
202441084487-DECLARATION OF INVENTORSHIP (FORM 5) [05-11-2024(online)].pdf | 05/11/2024 |
202441084487-DRAWINGS [05-11-2024(online)].pdf | 05/11/2024 |
202441084487-FORM 1 [05-11-2024(online)].pdf | 05/11/2024 |
202441084487-FORM-9 [05-11-2024(online)].pdf | 05/11/2024 |
202441084487-REQUEST FOR EARLY PUBLICATION(FORM-9) [05-11-2024(online)].pdf | 05/11/2024 |
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