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Improved approach to wave potential estimation using bivariate distributions

Probabilistic approaches are frequently used to describe irregular activity data to assist the design and development of devices. Unfortunately, useful estimations are not always feasible due to the large noise in the data modeled, as it occurs when estimating the sea waves potential for electricity...

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Published in:Journal of intelligent & fuzzy systems 2022-01, Vol.42 (5), p.4653-4658
Main Authors: Guzmán-Cabrera, Rafael, Hernández-Robles, Iván A., González-Ramírez, Xiomara, Guzmán-Sepúlveda, José Rafael
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container_issue 5
container_start_page 4653
container_title Journal of intelligent & fuzzy systems
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creator Guzmán-Cabrera, Rafael
Hernández-Robles, Iván A.
González-Ramírez, Xiomara
Guzmán-Sepúlveda, José Rafael
description Probabilistic approaches are frequently used to describe irregular activity data to assist the design and development of devices. Unfortunately, useful estimations are not always feasible due to the large noise in the data modeled, as it occurs when estimating the sea waves potential for electricity generation. In this work we propose a simple methodology based on the use of joint probability models that allow discriminating extreme values, collected from measurements as pairs of independent points, while allowing the preservation of the essential statistics of the measurements. The outcome of the proposed methodology is an equivalent data series where large-amplitude fluctuations are suppressed and, therefore, can be used for design purposes. For the evaluation of the proposed method, we used year-long databases of hourly-collected measurements of the wave’s height and period, performed at maritime buoys located in the Gulf of Mexico. These measurements are used to obtain a fluctuations-reduced representation of the energy potential of the waves that can be useful, for instance, for the design of electric generators.
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subjects Bivariate analysis
Electric generators
Estimation
Extreme values
Statistical analysis
title Improved approach to wave potential estimation using bivariate distributions
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