E. A. Ryndin
Southern Federal University
31 Papers
57 Citations
E. A. Ryndin is an academic researcher from Southern Federal University. The author has contributed to research in topics: Laser & Photodetector. The author has an hindex of 5, co-authored 22 publications.
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Papers
The Mechanical Effects Influencing on the Design of RF MEMS Switches
Igor Lysenko,Alexey V. Tkachenko,Olga Ezhova,Boris G. Konoplev,E. A. Ryndin,Elena V. Sherova +5 more
TL;DR: This review is devoted to the analysis of the origin of these negative intense mechanical effects of the environment, their classification, and analysis, as well as a review of methods to reduce or prevent their negative impact on the design of radio-frequency microelectromechanical switches.
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Numerical Drift-Diffusion Simulation of GaAs p-i-n and Schottky-Barrier Photodiodes for High-Speed AIIIBV On-Chip Optical Interconnections
I. V. Pisarenko,E. A. Ryndin +1 more
TL;DR: In this paper, the authors considered the problem of the development of high-speed semiconductor photodetectors suitable for operation as parts of on-chip optical interconnections together with the high speed laser modulators based on the AIIIBV nanoheterostructures.
15
Components of integrated microwave circuits based on complementary coupled quantum regions
TL;DR: A method for the design of high-speed components of integrated circuits based on III–V semiconductors using complementary logic principles, which provides an increase in performance and degree of integration of microwave integrated circuits, is considered.
15
Compact Model for Bipolar and Multilevel Resistive Switching in Metal-Oxide Memristors
TL;DR: A combined circuitry (compact) model of thin metal oxide films based memristive elements is presented, which makes it possible to simulate both bipolar switching processes and multilevel tuning of the memristor conductivity taking into account the statistical variability of parameters for both device- to-device and cycle-to-cycle switching.
Diffusion-drift model of the transport of charge carriers and photons in injection lasers
TL;DR: In this paper, a mathematical model is proposed that can be used for numerical analysis of the dynamics of processes in injection lasers with allowance for their structural features; nonuniform spatial distributions of electrons, holes, and photons; and various mechanisms of radiative recombination.
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