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用直流磁控溅射方法在玻璃基片上制备了[Ni_(80)Fe_(20)/Cu]_(20)多层膜,其中采用了靶表磁场强度不同的靶腔沉积铜层,利用X射线衍射和振动样品磁强计对Cu(100nm)/[Ni_(80)Fe_(20)(0.9nm)/Cu(tCu)]_(20)两个系列样品的结构和磁性进行了表征。靶表磁场较弱时沉积的多层膜具有良好的层间耦合振荡行为,而靶表磁场较强时制备的多层膜没有出现反铁磁耦合。依据上述事实,我们推测靶表磁场强度的不同会影响Ni Fe/Cu界面扩散,进而对多层膜样品的磁性产生影响。用靶表磁场较弱的靶腔沉积中间层铜能够有效减小界面互溶程度,改善镍铁与铜的成层质量。而靶表磁场较强的靶腔溅射出的铜原子具有较高能量,在界面处扩散并与镍铁层互溶,破坏了层状结构。 相似文献
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Weerawoot Kanokbannakorn Trin Saengsuwan Siriroj Sirisukprasert 《IEEJ Transactions on Electrical and Electronic Engineering》2014,9(2):144-150
This paper proposes a new simulation approach for the AC magnetic contactor using the electromagnetic transients program (EMTP). The duality transformation technique is applied to convert a magnetic model into an electrical model. The great advantages of the proposed model are its capability of being directly simulated with other electrical components using EMTP and, therefore, its minimum level of complexity. To enhance the precision of the proposed model, the saturation of magnetic core and the fringing flux effects are taken into account. The performance and accuracy of the proposed model are verified by comparing them with those from finite element method (FEM) simulations and experiments. The results confirm that the proposed model has very good performance and the technique can be further applied to other magnetic components. © 2014 Institute of Electrical Engineers of Japan. Published by John Wiley & Sons, Inc. 相似文献
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云边协同系统能够支持计算资源弹性扩展,适应配电物联网技术的需求。针对云边协同系统的计算资源配置问题,刻画了云边协同系统的计算资源,建立了计算业务模型,提出了批量计算业务的业务超时系数以对系统效果进行定量评价。基于上述模型,以最小化云边协同系统开销和最小化业务超时系数为目标,建立了考虑云边互动的计算资源优化配置双目标规划模型,并采用改进差分进化算法得到帕累托前沿。基于仿真算例讨论了不同双目标处理方法、通信质量、并发业务规模等对所提计算资源配置方法的影响。 相似文献
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Shen Y Cheng YC Lawes G Neelavalli J Sudakar C Tackett R Ramnath HP Haacke EM 《Magma (New York, N.Y.)》2008,21(5):345-356
OBJECTIVE: This work compares the measured [Formula: see text] of magnetic nanoparticles to their corresponding theoretical values in both gel phantoms and dynamic water flows on the basis of the static dephasing theory. MATERIALS AND METHODS: The magnetic moment of a nanoparticle solution was measured by a magnetometer. The [Formula: see text] of the nanoparticle solution doped in a gel phantom was measured at both 1.5 and 4.7 T. A total of 12 non-steady state flow experiments with different nanoparticle concentrations were conducted. The [Formula: see text] at each time point was measured. RESULTS: The theoretical [Formula: see text] on the basis of the magnetization of nanoparticles measured by the magnetometer agree within 11% of MRI measurements in the gel phantom study, a significant improvement from previous work. In dynamic flow experiments, the total [Formula: see text] calculated from each experiment agrees within 15% of the theoretical [Formula: see text] for 10 of the 12 cases. The MRI phase values are also reasonably predicted by the theory. The diffusion effect does not seem to contribute significantly. CONCLUSIONS: Under certain situations with known [Formula: see text] , the static dephasing theory can be used to quantify the susceptibility or concentration of nanoparticles in either a static or dynamic flow environment at a given time point. This approach may be applied to in vivo studies. 相似文献
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为了解决换流站中开关联锁存在的问题,提出一种换流站中开关联锁逻辑设计与实现方法。利用中开关电流互感器二次电流作为启动量,结合两侧边开关在不同的运行方式,对中开关联锁逻辑进行智能化判断。考虑了与换流变或大组交流滤波器配串的交流线路在各种故障运行工况时的中开关动作逻辑,具备自适应运行方式的能力。仿真分析结果表明,该方法能适应大容量交直流系统各种运行工况,实现了对开关单跳、偷跳等涉及中开关联锁跳闸运行工况的智能化判断。 相似文献