| Literature DB >> 23223081 |
Ahmed Zoha1, Alexander Gluhak, Muhammad Ali Imran, Sutharshan Rajasegarar.
Abstract
Appliance Load Monitoring (ALM) is essential for energy management solutions, allowing them to obtain appliance-specific energy consumption statistics that can further be used to devise load scheduling strategies for optimal energy utilization. Fine-grained energy monitoring can be achieved by deploying smart power outlets on every device of interest; however it incurs extra hardware cost and installation complexity. Non-Intrusive Load Monitoring (NILM) is an attractive method for energy disaggregation, as it can discern devices from the aggregated data acquired from a single point of measurement. This paper provides a comprehensive overview of NILM system and its associated methods and techniques used for disaggregated energy sensing. We review the state-of-the art load signatures and disaggregation algorithms used for appliance recognition and highlight challenges and future research directions.Entities:
Mesh:
Year: 2012 PMID: 23223081 PMCID: PMC3571813 DOI: 10.3390/s121216838
Source DB: PubMed Journal: Sensors (Basel) ISSN: 1424-8220 Impact factor: 3.576
Figure 1.(a) General framework of NILM approach (b) An aggregated load data obtained using single point of measurement; (c) Different load types based on their energy consumption pattern.
Figure 2.Taxonomy of appliance features for energy disaggregation.
Figure 3.(a) Load distribution in P-Q Plane, (From [31]); (b) Current draw of linear vs non-linear loads, (From [18]).
Summary of steady-state methods.
| Power Change [ | Steady State Variation of Real and Reactive Power, Δ | High-Power Residential Loads can easily be identified, Low-sampling rate requirement, | Low power appliances overlap in P-Q plane, Poor performance in recognizing Type-II, III and Type-IV loads. |
| Time and Frequency Domain Characteristics of VI Waveforms [ | Higher order Steady-State Harmonics, Irms, Iavg,Ipeak, Vrms, Power factor | Device classes can easily be categorized into resistive, inductive and electronic loads | High sampling rate requirement, Low accuracy for Type-III loads, overlapping features for consumer electronics of Type-I and II category, unable to distinguish between overlapping activation events |
| V-I Trajectory [ | Shape features of V-I trajectory : asymmetry, looping direction, area, curvature of mean line, self-intersection, slope of middle, segment, area of segments and peak of middle segment | Detail taxonomy of electrical appliances can be formed due to distinctive V-I curves | Sensitive to multi-load operation scenario, computationally intensive, smaller loads have no distinct trajectory patterns |
| Steady-State Voltage Noise [ | EMI signatures | Motor-based appliances are easily distinguishable as they generate synchronous voltage noise, Detection of simultaneous activation events, Consumer appliances equipped with SMPS can be recognized with high accuracy | Sensitive to wiring architecture, EMI signatures overlap, Not all appliances are equipped with SMPS |
Summary of transient-state methods.
| Transient Power [ | Repeatable transient power profile, spectral envelopes | Appliances with same power draw characteristics can be easily differentiated, Recognition of Type I,II,III loads | Continuous monitoring, high sampling rate requirement, not suitable for Type IV loads |
| Start-Up Current Transients [ | Current spikes, size, duration, shape of switching transients, transient response time | Works well for Type I and II loads, distinct transient behavior in multiple load operation scenario | Poor detection of simultaneous activation deactivation of sequences, unable to characterize Type III and IV loads, sensitive to wiring architecture, appliance specific |
| High Frequency Sampling of Voltage Noise [ | Noise FFT | Multi-state devices, consumer Electronics with SMPS | Appliance specific, computationally expensive, Data annotation is very hard |
Figure 4.(a) Harmonic signature of monitor where black bars show fluctuations, (From [17]); (b) Schematic diagram of two unit graph, (From [8]).
Figure 5.(a) MP algorithm tries to match the unknown event with the closest possible source; (b) To define a combined load model, appliance HMM’s are arranged in a specialized structure to form a Factorial HMM.
Figure 6.(a) Data generated from the true model; (b) Model Learned from the data using HDP-HSMM: Reproduced results from [60].
Comparison of load disaggregation algorithms.
| SVM [ | B | 75–98 | S | Online | Yes | I, II, III & IV |
| Bayes [ | St | 80–99 | S | B | No | I & II |
| HMM [ | St | 75–95 | B | Offline | No | I & II |
| Neural Networks [ | B | 80–97 | S | Online | Yes | I & II & III |
| KNN [ | B | 70–90 | S | B | Yes | I & II |
| Optimization [ | St | 60–97 | S | Offline | No | I & II |
Steady-State
Transient
Supervised
Unsupervised
Both.
Figure 7.Multi-Modal Sensing Framework for NILM based load disaggregation.