Prediction of the Concentration of Particulate Matter 2.5 Using Virtual Sensors Applied to Valle de Aburrá

Hernández, Cristián; Guerra, Miryam L.; Acevedo, Elizabeth; Isaza, Jhon A.

doi:10.3390/atmos14040614

Cited by 1 publication

(1 citation statement)

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“…The Kalman filter [14,15] is a prominent filter used for state estimation in dynamic systems, and it is an effective filter for noise handling through estimation that considers noise in both the system and observation models. In this study, the filter is applied with system noise Q set to 4 and measurement noise R set to 10, based on the deviations of and TPMs, respectively.…”

Section: Light Scattering Methodmentioning

confidence: 99%

LSTM‐based post‐processing for noise reduction in SVD‐based particulate matter digital twinning on lightweight embedded devices

Lee,

Park

2024

Electronics Letters

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Among various applications of digital twins, measuring particulate matter in the context of air pollution has become increasingly important due to growing interest in atmospheric environments. By obtaining particle count values from analogue‐to‐digital converter raw data through photodiode and calibrating them, particulate matter values can be acquired. The singular‐value–decomposition is efficient transfer function learning method. However, due to the linear nature of the transfer function of singular‐value–decomposition, it also conveys noise information, necessitating post‐processing to suppress noise. This study proposes a method that utilizes long short‐term memory neural networks to effectively stabilize noise based on the output of continuous dust sensor particulate matter distributions. Using the singular value decomposition based particulate matter shows relative root‐mean‐square error (4.4761, 100%) as a reference, the proposed long short‐term memory post‐processing demonstrates an improved result (2.9328, 65.52%) compared to other post‐processing method: the mean filter (3.6704, 82.00%), low‐pass filter (3.7719, 84.27%) and Kalman filter (3.5550, 79.42%). Furthermore, to address the limitation of initial delay in long short‐term memory to achieve stable data output, a method of iteratively training the initial input data sample is proposed. For the initial input data, the non‐initialization approach exhibited a relative error of 87.57% and it took around 5 samples to predict stable output. In contrast, the proposed iterative training method, applied five times to the initial data sample, achieved a relative error of 9.51% and immediately obtained stable data.

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Section: Light Scattering Methodmentioning

confidence: 99%