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首页> 外文期刊>IEEE Transactions on Magnetics >The Study of Closure Domain Structure Dynamics in Bistable Microwires Using the Technique of Three-Level Field Pulses
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The Study of Closure Domain Structure Dynamics in Bistable Microwires Using the Technique of Three-Level Field Pulses

机译:基于三电平场脉冲技术的双稳态微线闭合域结构动力学研究

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The process of release of a single domain wall from the closure domain structure at the microwire ends and the process of nucleation of the reversed domain in regions far from the microwire ends were studied using the technique that consists in determining the critical parameters of the rectangular magnetic field pulse (magnitude—$H_{mathrm {pc}}$and length—$u _{c}$) needed for free domain wall production. Since these processes can be influenced by the magnitude of the magnetic field before or after the application of the field pulse ($H_{p}$,$u$), we propose a modified experiment in which the so-called three-level pulse is used. The three-level pulse starts from the first level, then continues with the second measuring rectangular pulse ($H_{p}$,$u$), which ends at the third field level. Based on the results obtained in experiments using three-level field pulses, it has been shown that reversed domains are not present in the remanent state in regions far from the microwire ends. Some modification of the theoretical model of a single domain wall trapped in a potential well will be needed for an adequate description of the depinning processes.
机译:利用确定矩形磁场的关键参数的技术,研究了在微丝末端从闭合畴结构释放单畴壁的过程以及在远离微丝末端的区域中反向畴的成核过程。场脉冲(幅度- n $ H _ { mathrm {pc}} $$ nand长度- n $ tau _ {c} $ n)来生成免费的域名墙。由于这些过程会受到施加磁场脉冲之前或之后的磁场强度的影响( n $ H_ {p} $ n, n <内联公式xmlns:mml = “ http://www.w3.org/1998/Math/MathML ” xmlns:xlink = “ http://www.w3。 org / 1999 / xlink “> $ tau $ n),我们提出了一个修改后的实验,其中-使用所谓的三电平脉冲。三级脉冲从第一级开始,然后继续第二个测量矩形脉冲( n $ H_ {p} $ n, n <内联公式xmlns:mml = “ http://www.w3.org/1998/Math/MathML ” xmlns:xlink = “ http://www.w3.org/1999 / xlink “> $ tau $ n),该字段在第三字段级别结束。基于在使用三电平场脉冲的实验中获得的结果,已经表明,在远离微线末端的区域中,剩磁状态中不存在反向畴。为了充分描述脱钉过程,将需要对势阱中单个畴壁的理论模型进行一些修改。

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