1,275 research outputs found

    Improving the prediction accuracy of recurrent neural network by a PID controller.

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    International audienceIn maintenance field, prognostic is recognized as a key feature as the prediction of the remaining useful life of a system which allows avoiding inopportune maintenance spending. Assuming that it can be difficult to provide models for that purpose, artificial neural networks appear to be well suited. In this paper, an approach combining a Recurrent Radial Basis Function network (RRBF) and a proportional integral derivative controller (PID) is proposed in order to improve the accuracy of predictions. The PID controller attempts to correct the error between the real process variable and the neural network predictions

    Universal Activation Function For Machine Learning

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    This article proposes a Universal Activation Function (UAF) that achieves near optimal performance in quantification, classification, and reinforcement learning (RL) problems. For any given problem, the optimization algorithms are able to evolve the UAF to a suitable activation function by tuning the UAF's parameters. For the CIFAR-10 classification and VGG-8, the UAF converges to the Mish like activation function, which has near optimal performance F1=0.9017±0.0040F_{1} = 0.9017\pm0.0040 when compared to other activation functions. For the quantification of simulated 9-gas mixtures in 30 dB signal-to-noise ratio (SNR) environments, the UAF converges to the identity function, which has near optimal root mean square error of 0.4888±0.00320.4888 \pm 0.0032 μM\mu M. In the BipedalWalker-v2 RL dataset, the UAF achieves the 250 reward in 961±193961 \pm 193 epochs, which proves that the UAF converges in the lowest number of epochs. Furthermore, the UAF converges to a new activation function in the BipedalWalker-v2 RL dataset

    Dynamics of thin liquid films over a spinning disk

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    Thin film dynamics over spinning disks is of central importance to a number of scientific research and industrial applications, such as heat/mass transfer, chemical reactions and chip devices. Although they have received a lot of attention in different applications, the key un- derlying dynamics governing the flow are not thoroughly understood, especially in terms of highly non-linear behaviour in free surface flows, in the presence of other physical forces or chemical reactions. The elucidation of the underlying mechanisms driving the flow is of utmost importance to both scientific research and industrial applications. In this research the dynamics of a thin film flowing over a rapidly spinning, horizontal disk, in presence of first-order chemical reactions is considered. A set of non-axisymmetric evolution equations for the film thickness, radial and azimuthal flow rates is derived using a boundary- layer (IBL) approximation in conjunction with the Karman-Polhausen approximation for the velocity distribution in the film. Numerical solutions of these highly nonlinear partial dif- ferential equations are obtained from finite difference scheme which reveals the formation of large-amplitude waves that travel from the disk inlet to its periphery. The equations with non- axisymmetric condition were investigated where elimination of azimuthal dependence presents different wave regimes across the disk radius, and three dimensional wave structures over the entire disk. Apart from hydrodynamics, the influence of these waves on the concentration and temperature profiles is analysed for a wide range of system parameters. It is shown that these waves lead to significant enhancement of the rates of heat and mass transfer, as well as chemical reaction due to the mixing associated with the flow. Additionally, due to the time-consuming implementation of the IBL model, the Neural Network (NN) technique is applied based on existing Finite Difference (FD) results, in order to predict the wave dynamics after initial times.The NN is trained on a dataset from various data points in space and time from IBL model, and then used to simulate the evolution of any wave characteristics of interest. Overall, the resulting NN model predicts the evolution of waves reasonably well when compared with the time-consuming finite difference scheme, and reduces the computation time significantly.Open Acces

    Photovoltaic power forecast modeling with artificial neural networks

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    Dissertação de Mestrado, Engenharia Eletrónica e Telecomunicações, Faculdade de Ciências e Tecnologia, Universidade do Algarve, 2016Com uma crescente preocupação relativamente ao consumo energético global, a energia fotovoltaica surge como uma fonte energia renovável promissora. Esta dissertação é constru ída sob a premissa de que a capacidade de previsão de potência fotovoltaica produzida possibilita o aumento de performance da rede elétrica local através de um controlo eficiente da mesma. O trabalho desenvolvido propõe uma estrutura com a capacidade de previsão de potência produzida por um sistema fotovoltaico ligado a rede elétrica presente na Universidade do Algarve. A estrutura de previsão proposta é composta por dois modelos dinâmicos, não lineares, de previsão e um modelo estático não linear. Redes Neuronais Artificiais foram usadas como modelos. Os modelos de previsão têm como objectivo fazer previsões da temperatura do ar e irradiação solar em passos incrementais de 5 minutos para um horizonte de previsão de 4 horas. O modelo estático é construído para estimar a potência gerada pelo sistema fotovoltaico e é otimizado através de comparação entre vários tipos de redes neuronais como o perceptrão multicamadas e funções de base radial, e modelos com escalas temporais diferentes, aplicados a diferentes estações do ano, bem como um modelo anual.In a growing concern for the world energy consumption, photovoltaic energy sources are a reliable renewable energy alternative. This thesis is built upon the premise that the forecast of photovoltaic power production can increase performance of local electric network through an efficient network management. The work developed proposes a power production forecast structure based on a grid-connected photovoltaic system in the University of Algarve. The proposed forecast structure is composed of two non-linear dynamic forecasting models and one non-linear static model. Artificial Neural Networks were used in the development of these models which are intended to forecast solar irradiance and air temperature using Radial Basis Functions with 5 minutes time steps within a prediction horizon of 4 hours. The static model on the structure was created to estimate the power generated by the photovoltaic system and it was optimized through comparison between several network architectures (MLP and RBF) and several seasonal models, as well as a annual model

    Numerical Non-Linear Modelling Algorithm Using Radial Kernels on Local Mesh Support

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    Estimation problems are frequent in several fields such as engineering, economics, and physics, etc. Linear and non-linear regression are powerful techniques based on optimizing an error defined over a dataset. Although they have a strong theoretical background, the need of supposing an analytical expression sometimes makes them impractical. Consequently, a group of other approaches and methodologies are available, from neural networks to random forest, etc. This work presents a new methodology to increase the number of available numerical techniques and corresponds to a natural evolution of the previous algorithms for regression based on finite elements developed by the authors improving the computational behavior and allowing the study of problems with a greater number of points. It possesses an interesting characteristic: Its direct and clear geometrical meaning. The modelling problem is presented from the point of view of the statistical analysis of the data noise considered as a random field. The goodness of fit of the generated models has been tested and compared with some other methodologies validating the results with some experimental campaigns obtained from bibliography in the engineering field, showing good approximation. In addition, a small variation on the data estimation algorithm allows studying overfitting in a model, that it is a problematic fact when numerical methods are used to model experimental values.This research has been partially funded by the Spanish Ministry of Science, Innovation and Universities, grant number RTI2018-101148-B-I00

    Advances on the morphological classification of radio galaxiesreview: A review

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    Modern radio telescopes will generate, on a daily basis, data sets on the scale of exabytes for systems like the Square Kilometre Array (SKA). Massive data sets are a source of unknown and rare astrophysical phenomena that lead to discoveries. Nonetheless, this is only plausible with the exploitation of machine learning to complement human-aided and traditional statistical techniques. Recently, there has been a surge in scientific publications focusing on the use of machine/deep learning in radio astronomy, addressing challenges such as source extraction, morphological classification, and anomaly detection. This study provides a comprehensive and concise overview of the use of machine learning techniques for the morphological classification of radio galaxies. It summarizes the recent literature on this topic, highlighting the main challenges, achievements, state-of-the-art methods, and the future research directions in the field. The application of machine learning in radio astronomy has led to a new paradigm shift and a revolution in the automation of complex data processes. However, the optimal exploitation of machine/deep learning in radio astronomy, calls for continued collaborative efforts in the creation of high-resolution annotated data sets. This is especially true in the case of modern telescopes like MeerKAT and the LOw-Frequency ARray (LOFAR). Additionally, it is important to consider the potential benefits of utilizing multi-channel data cubes and algorithms that can leverage massive datasets without relying solely on annotated datasets for radio galaxy classification.<br/

    A Survey on Data Mining Techniques Applied to Energy Time Series Forecasting

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    Data mining has become an essential tool during the last decade to analyze large sets of data. The variety of techniques it includes and the successful results obtained in many application fields, make this family of approaches powerful and widely used. In particular, this work explores the application of these techniques to time series forecasting. Although classical statistical-based methods provides reasonably good results, the result of the application of data mining outperforms those of classical ones. Hence, this work faces two main challenges: (i) to provide a compact mathematical formulation of the mainly used techniques; (ii) to review the latest works of time series forecasting and, as case study, those related to electricity price and demand markets.Ministerio de Economía y Competitividad TIN2014-55894-C2-RJunta de Andalucía P12- TIC-1728Universidad Pablo de Olavide APPB81309
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