Sort by
Time-Crystal Microdevice inspired by Fukuta–Cerin Triangle–Hexagon Symmetry
Arturo Tozzi
Posted: 16 April 2025
Performance Analysis of Hybrid Machine Learning Techniques for Wind Speed Forecasting and Modeling: The Case of the Bodele Triangle
Osee Mounkang,
Kaze Aloyem Claude Vidal,
Dieudonné Nzoko Tayo,
Ghislain Junior Bangoup Ntegmi,
Duclair Paul Edouard Pountounynyi,
Hervice Roméo Fogno Fotso,
Germaine Kenmoe Djuidje,
Armel Zambou Kenfack,
René Tchinda
Posted: 15 April 2025
Electro-Optical Modulation of the Nonlinear Optical Response in a GaAs/AlGaAs Symmetric Multiple Quantum Well System
C. A. Dagua-Conda,
J. A. Gil-Corrales,
R. V. H. Hahn,
M. E. Mora-Ramos,
A. L. Morales,
C. A. Duque
Posted: 09 April 2025
Topological High-Entropy Disorder Mechanical Metamaterial Made of Honeycomb with Hat Cell
Xiao Lin Guo,
Bo Hua Sun
Posted: 08 April 2025
From Nonlinear to Linear Dynamics: A Structural Approach via Wedderburn–Artin Decomposition
Arturo Tozzi
Posted: 31 March 2025
The Studies of Raman Scattered Technology on S-Shaped dinaphtho[2,1-b:2′,1′-f] thieno[3,2-b] thiophene-10 (S-DNTT-10)
Haobing Wang,
Olivier Simonetti,
Oumaima Et-Thakafy,
Nicolas Bercu,
Florence Etienne,
Sylvain Potiron,
Pierre-Michel Adam,
Louis Giraudet
Posted: 28 March 2025
Entropy Production Due to Collective Cell Migration
Ivana Pajic-Lijakovic,
Milan Milivojevic
Posted: 24 March 2025
Electromagnetic Radiation Emissions by Mobile Devices Under Distinct Ways of Usage
Dimitrios Nikolopoulos,
Evangelos Kriezis,
Aftab Alam,
Panayiotis Yannakopoulos
Posted: 24 March 2025
Modelling and Analysis of KSnI3 Perovskite Solar Cells Yielding Power Conversion Efficiency of 30.44%
Bonginkosi Kheswa,
Siyabonga Majola,
Hmoud Dmour,
Nolufefe Ndazne,
Lucky Makhathini
Posted: 20 March 2025
Evaluation of Low-Cost Multi-Spectral Sensors for Measuring Chlorophyll Levels Across Diverse Leaf Types
Prattana Lopin,
Pichapob Nawsang,
Srisangwan Laywisadkul,
Kyle Vitautas Lopin
Posted: 17 March 2025
2D Spintronics for Neuromorphic Computing with Scalability and Energy Efficiency
Douglas Z. Plummer,
Emily Lynne D'Alessandro,
Aidan Alexander Burrowes,
Joshua Fleischer,
Alexander M. Heard,
Yingying Wu
The demand for computing power has been growing exponentially with the rise of artificial intelligence (AI), machine learning, and the Internet of Things (IoT). This growth requires unconventional computing primitives that prioritize energy efficiency, while also addressing the critical need for scalability. Neuromorphic computing, inspired by the biological brain, offers a transformative paradigm for addressing these challenges. This review paper provides an overview of advancements in 2D spintronics and device architectures designed for neuromorphic applications, with a focus on techniques such as spin-orbit torque, magnetic tunnel junctions, and skyrmions. Emerging van der Waals materials like CrI3, Fe3GaTe2, and graphene-based heterostructures have demonstrated unparalleled potential for integrating memory and logic at the atomic scale. This work highlights technologies with ultra-low energy consumption (0.14 fJ/operation), high switching speeds (sub-nanosecond), and scalability to sub-20 nm footprints. It covers key material innovations and the role of spintronic effects in enabling compact, energy-efficient neuromorphic systems, providing a foundation for advancing scalable, next-generation computing architectures.
The demand for computing power has been growing exponentially with the rise of artificial intelligence (AI), machine learning, and the Internet of Things (IoT). This growth requires unconventional computing primitives that prioritize energy efficiency, while also addressing the critical need for scalability. Neuromorphic computing, inspired by the biological brain, offers a transformative paradigm for addressing these challenges. This review paper provides an overview of advancements in 2D spintronics and device architectures designed for neuromorphic applications, with a focus on techniques such as spin-orbit torque, magnetic tunnel junctions, and skyrmions. Emerging van der Waals materials like CrI3, Fe3GaTe2, and graphene-based heterostructures have demonstrated unparalleled potential for integrating memory and logic at the atomic scale. This work highlights technologies with ultra-low energy consumption (0.14 fJ/operation), high switching speeds (sub-nanosecond), and scalability to sub-20 nm footprints. It covers key material innovations and the role of spintronic effects in enabling compact, energy-efficient neuromorphic systems, providing a foundation for advancing scalable, next-generation computing architectures.
Posted: 13 March 2025
Two Mechanisms of Chaotization in a Generator with Isolated Inertia Under Quasi-Harmonic Action
Sergey Savel'ev,
Ludmila Morozova
The occurrence of chaotic instability of oscillations in a self-oscillating system of a generator with selected inertia in an underexcited mode under a quasi-periodic external action is considered. It is established that in a self-oscillating system, quasi-periodic excitation leads to the occurrence of chaotic oscillations. Two different cases of chaos occurrence are distinguished, differing in the arrangement of frequencies of the quasi-periodic external signal. The first case corresponds to a resonant action, when the frequencies of the quasi-periodic action are near the eigenmode of the system. The second case corresponds to a frequency distance of the quasi-periodic action comparable with the value of the inverse quality factor of the system. It is shown that in the first case, the chaotization of the forced oscillatory mode is associated with a sequence of oscillation trains with an arbitrary initial phase and duration. In the second case, the quasi-periodic action leads to the chaotization of the passive underexcited eigenmode of the system based on the intermittency of the forced oscillatory process.
The occurrence of chaotic instability of oscillations in a self-oscillating system of a generator with selected inertia in an underexcited mode under a quasi-periodic external action is considered. It is established that in a self-oscillating system, quasi-periodic excitation leads to the occurrence of chaotic oscillations. Two different cases of chaos occurrence are distinguished, differing in the arrangement of frequencies of the quasi-periodic external signal. The first case corresponds to a resonant action, when the frequencies of the quasi-periodic action are near the eigenmode of the system. The second case corresponds to a frequency distance of the quasi-periodic action comparable with the value of the inverse quality factor of the system. It is shown that in the first case, the chaotization of the forced oscillatory mode is associated with a sequence of oscillation trains with an arbitrary initial phase and duration. In the second case, the quasi-periodic action leads to the chaotization of the passive underexcited eigenmode of the system based on the intermittency of the forced oscillatory process.
Posted: 10 March 2025
Extended Short-Wave Infrared T2SL Detector Based on AlAsSb/GaSb Barrier Optimization
Jing Yu,
Yuegang Fu,
Lidan Lu,
Weiqiang Chen,
Jianzhen Ou,
Lianqing Zhu
Posted: 04 March 2025
The Effect of High Temperature Annealing on Magnetic and Structural properties of Mn-Fe-P-Si-based Glass-Coated Microwires
Mohamed Salaheldeen,
Valentina Zhukova,
Julian Gonzalez,
Arcady Zhukov
Posted: 03 March 2025
Mass Density Characterization of Hydrogel-Based Systems Inoculated with Bacterial Strains and Dose-Response Performance of Escherichia coli Inoculation
Carolina Salinas Domján,
Mauro Valente,
Marcelo R. Romero
Posted: 27 February 2025
1.3 Micron Photodetectors Enabled by the SPARK Effect
Teresa Crsici,
Luigi Moretti,
Mariano Gioffrè,
Babak Hashemi,
Mohamed Mammeri,
Francesco G. Della Corte,
Maurizio Casalino
Posted: 13 February 2025
Study of Thermal Modeling for Assessment the Temperature Distribution in the Conformal Packaging Structure of White LEDs
Huynh-Tuan-Anh Nguyen,
Quang-Khoi Nguyen
Posted: 11 February 2025
Statistical Physics Model of Seismic Activation Preceding a Major Earthquake
Daniel Brox
Posted: 10 February 2025
Quantum Control of Exciton Motion in Electric Field
Yingjia Li,
Jorge Casanova,
Xi Chen,
Evgeny Ya. Sherman
We study quantum control of classical motion of a two-dimensional exciton by optimizing the time-dependent electric field of a stripe-like gate acting on the exciton and inducing its time-dependent quantum dipole moment. We propose a search method that significantly reduces computational requirements while efficiently identifying optimal control parameters. By leveraging this method, one can precisely manipulate the exciton’s final position and velocity over a specified evolution time. These results can be applied for control of exciton fluxes and population, and for spatially resolved light emission in two-dimensional semiconducting structures.
We study quantum control of classical motion of a two-dimensional exciton by optimizing the time-dependent electric field of a stripe-like gate acting on the exciton and inducing its time-dependent quantum dipole moment. We propose a search method that significantly reduces computational requirements while efficiently identifying optimal control parameters. By leveraging this method, one can precisely manipulate the exciton’s final position and velocity over a specified evolution time. These results can be applied for control of exciton fluxes and population, and for spatially resolved light emission in two-dimensional semiconducting structures.
Posted: 10 February 2025
Problems in Modeling Three-Phase Three-Wire Circuits in the Case of Non-Sinusoidal Periodic Waveforms and Unbalanced Load
Konrad Zajkowski,
Stanislaw Duer
Asymmetry in the supply voltage in three-phase circuits disrupts the flow of currents. This worsens the efficiency of the distribution system and increases the problems in determining the mathematical model of the energy system. Among many power theories, the most accurate is the Currents' Physical Components (CPC) power theory, which tries to justify the physical essence of each component. Such knowledge can be used to improve efficiency and reduce transmission losses in the power system. The article discusses the method of mathematical decomposition of current components in the case of a three-wire line connecting an asymmetric power source with of linear time-invariant (LTI) loads. Special cases where irregularities appear in the results of calculations according to the CPC theory has been discussed. The method is illustrated with a numerical examples.
Asymmetry in the supply voltage in three-phase circuits disrupts the flow of currents. This worsens the efficiency of the distribution system and increases the problems in determining the mathematical model of the energy system. Among many power theories, the most accurate is the Currents' Physical Components (CPC) power theory, which tries to justify the physical essence of each component. Such knowledge can be used to improve efficiency and reduce transmission losses in the power system. The article discusses the method of mathematical decomposition of current components in the case of a three-wire line connecting an asymmetric power source with of linear time-invariant (LTI) loads. Special cases where irregularities appear in the results of calculations according to the CPC theory has been discussed. The method is illustrated with a numerical examples.
Posted: 06 February 2025
of 22