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2020 - 20252
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Scopus Q: Q3 × Konu: MATLAB ×

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Listeleniyor 1 - 2 / 2
  • Küçük Resim
    Yayın
    Termination transformation theorem for microwave power transfer networks
    (World Scientific Publishing Co. Pte Ltd, 2020-03-15) Köprü, Ramazan
    Termination transformation theorem (TTT) proposed in this work transforms a doubly complex terminated microwave power transfer network (PTN) to an equivalent doubly resistively terminated termination transformed network (TTN) which is essentially a filter network. In this work, the transducer power gain (TPG) formula, Tgen, based on S and transmission (ABCD) parameters for the PTN have been restudied from the classical literature. Then, a new TPG formula, Tgen1, based on the newly proposed TTT has been derived using the transformed TTN network. To be able to show the validity of the proposed TTT, the newly derived TPG formula Tgen1 and the classical TPG formula Tgen have been computed within the scope of an example PTN design. The theorem has been proved mathematically, and experimentally as well with the aid of a Matlab code. The performance plots yielded from the Matlab code have clearly shown that both TPG formulae, i.e., Tgen and Tgen1, are in complete agreement with each other. In that sense, the proposed TTT might be considered as an alternative and helpful technique to be used in microwave engineering.
  • Küçük Resim
    Yayın
    Analog PI synchronization circuit design for a memristive Chua's chaotic oscillator
    (Institute of Electrical and Electronics Engineers Inc., 2025-12-17) Mazak, Ali; Astekin, Dorukhan; Adıgüzel, Fatih
    This paper presents master and slave synchronization of two op-amp-based Chua's circuits using a feedback-linearization-based proportional-integral (PI)-type controller defined on the error signals between the two oscillators. A single control input is applied to the first state of the slave system for practical simplicity without sacrificing performance. The asymptotic synchronization is shown in the sense of Lyapunov stability theory. The designed synchronization scheme is verified comparatively in both MATLAB and LTspice environments.