Scientific and Technical Bulletin, Series: Electrotechnics, Electronics, Automatic Control and Computer Science https://www.uav.ro/jour/index.php/stb-eeaccs The <em>Electrotechnics, Electronics, Automatic Control and Computer Science</em> series of the Scientifical and Technical Bulletin of the "Aurel Vlaicu" University of Arad will devote itself to the dissemination of the original research results, technical advances and new items in Electrical and Computers Engineering and in Knowledge Engineering. en-US Scientific and Technical Bulletin, Series: Electrotechnics, Electronics, Automatic Control and Computer Science MODELLING THE LONGITUDINAL MOTION OF AN AIRCRAFT https://www.uav.ro/jour/index.php/stb-eeaccs/article/view/459 <p>The paper is making a short introduction into the field of the<br />aircraft modeling. A basic aircraft model is build, aiming to<br />obtain a simulation platform for different related control<br />algorithms and for further studies on the switching controllers<br />effects in avionics. A Matlab-Simulink implementation is<br />provided.</p> Valentina Emilia BĂLAŞ Marius BĂLAȘ Copyright (c) 2015-02-25 2015-02-25 5 4 7 14 APPLYING THE CONSTANT TIME TO COLLISION CRITERION IN SWARM SYSTEMS https://www.uav.ro/jour/index.php/stb-eeaccs/article/view/460 <p>The paper is making a short introduction into the field of<br />the swarm intelligent robots and is proposing a new approach<br />for the self-organizing swarms, based on the criterion of the<br />constant time to collision. This criterion is imposing an optimal<br />distance between moving particles, such way that the times to<br />collision between particles are constant, for any speed. The same<br />time to collision is imposed to the whole swarm. The imposed<br />time to collision and therefore the distance gaps between the<br />particles can be adjusted. Such way each member of a moving<br />swarm can find by itself a position that is optimizing the<br />structure and the dimensions of the swarm, according to its<br />speed. A simulation is provided for a simple case: the Indian<br />run.</p> Marius BĂLAȘ Valentina BĂLAȘ Copyright (c) 2015-02-25 2015-02-25 5 4 15 26 A NEW HEBBIAN-TYPE METHOD FOR SOFT DECISION METHOD https://www.uav.ro/jour/index.php/stb-eeaccs/article/view/461 <p>This article presents an information decision method for<br />information provided by a recognition system composed by two<br />video cameras and two infrared cameras. From each of the<br />video and infrared cameras systems, geometric characteristics<br />are obtained which in are used information fusion. The decision,<br />for determining the label of the object captured in the images is<br />made using a hard type method and a soft type rule by<br />considering an original algorithm based on a modified Hebblaw.</p> Cornel BARNA Copyright (c) 2015-02-25 2015-02-25 5 4 27 34 THE PHASES OF AUTOMATIC CLASSIFICATION OF VEGETAL PRODUCTS THROUGH MACHINE VISION TECHNIQUES https://www.uav.ro/jour/index.php/stb-eeaccs/article/view/462 <p>Shape, colour and size represent the main parameters of<br />vegetal products to assess with view to classifying them. These<br />parameters may also be turned to good account by the machine<br />vision techniques that proved to be applicable in several<br />domains. One can especially apply these techniques in the<br />inspection and analysis systems of industrial products where the<br />parameters vary according to very low limits.<br />Taking into account these facts one has tried to develop a<br />classification system of vegetal products based on machine<br />vision techniques, as well as on decisive algorithms belonging to<br />the artificial intelligence: neural networks and Fuzzy algorithms.<br />The phases of the classification process of vegetal products<br />together with a port of the soft applications developed as well as<br />some of the results obtained are presented in details.</p> Marius BUZERA Lucian GAL Zorela REBEDEA Copyright (c) 2015-02-25 2015-02-25 5 4 35 44 FORMALIZATION OF POINT OF VIEW BY THE FUZZY SET THEORY https://www.uav.ro/jour/index.php/stb-eeaccs/article/view/463 <p>A point of view pv may bedefined as a couple pv =(D,) where D<br />is a set whose elements are called determinants and is a<br />mapping from D into[0,1]. The mathematical results in the<br />theory of fuzzy sets permit us to have many constructions of<br />different points of view. We can also compare two points of view<br />by introducing the notion of imbrication and dissimilarity.</p> Solo RANDRIAMAHALEO RAFILIPOJAONA . Sahondra RAVONIALIMANANA Copyright (c) 2015-02-25 2015-02-25 5 4 45 58