Kink Model of State Switching in Quasi-One-Dimensional Nanosystems

Petukhov B. V.

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Kink Model of State Switching in Quasi-One-Dimensional Nanosystems

机译：准一维纳米系统中状态转换的纽结模型

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A method for the analytical calculation of the kinetics of state switching induced by external field in quasi-one-dimensional systems has been developed. This method is based on the Kolmogorov approach, which was proposed to describe statistical crystallization. As applied to magnetic systems, it allows one to calculate magnetization curves and hysteresis loops. The results of analytical calculation are confirmed by stochastic Monte Carlo simulation, which also makes it possible to find characteristics of mixed domain states formed as a result of the multiple cycling of the external field amplitude.

机译：提出了一种分析计算一维系统中外场引起的状态转换动力学的方法。该方法基于提出描述统计结晶的Kolmogorov方法。当应用于磁性系统时，它允许计算磁化曲线和磁滞回线。解析计算的结果通过随机蒙特卡洛模拟得到证实，这也使得找到由于外部磁场幅度多次循环而形成的混合畴态的特性成为可能。

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《Crystallography reports》 |2015年第2期|共5页
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Petukhov B. V.;
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正文语种 eng
中图分类晶体学;
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1. Kink Model of State Switching in Quasi-One-Dimensional Nanosystems [J] . Petukhov B. V. Crystallography reports . 2015,第2期

机译：准一维纳米系统中状态转换的纽结模型
2. Kinetics of State Switching in Quasi-One-Dimensional Nanosystems. Statistical Model of the Influence of Defects [J] . Petukhov B. V. Crystallography reports . 2018,第2期

机译：四维纳米系统中状态切换的动力学。缺陷影响的统计模型
3. Kink model of the switching of states of quasi-one-dimensional systems [J] . B. V. Petukhov Bulletin of the Russian Academy of Sciences. Physics . 2015,第9期

机译：准一维系统状态切换的纽结模型
4. Multifunctional Nanosystems from Stimuli Responsive Nanoparticles Coated with a Reversibly Switchable Shell [C] . Mikhail Motornov, Roman Sheparovych, Robert Lupitskyy PMSE Symposia . 2009

机译：来自可逆可切换壳体涂覆的刺激响应纳米粒子的多功能纳米系统
5. Modeling and control of switching converters: I. Unified modeling and measurement of current-programmed converters. II. A generic averaged model for switches in DC-to-DC converters. [D] . Tan, Fang Dong. 1994

机译：开关转换器的建模和控制：I.电流编程转换器的统一建模和测量。二。 DC-DC转换器中开关的通用平均模型。
6. RNA Tertiary Interactions in a Riboswitch Stabilize the Structure of a Kink Turn [O] . Kersten T. Schroeder, Peter Daldrop, David M.J. Lilley -1

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7. (Kink; Kink; Kink; Kink) and (Pulse; Pulse; Pulse; Pulse) Solutions of a Set of Four Equations Modeled in a Nonlinear Hybrid Electrical Line with Crosslink Capacitor [O] . Tiague Takongmo Guy, Jean Roger Bogning 2019

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Kink Model of State Switching in Quasi-One-Dimensional Nanosystems

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