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首页> 外文期刊>IEEE Transactions on Magnetics >A Discrete-Time Modified Sliding Mode Proximate Time-Optimal Servomechanism for Scanning-Probe-Microscope-Based Data Storage
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A Discrete-Time Modified Sliding Mode Proximate Time-Optimal Servomechanism for Scanning-Probe-Microscope-Based Data Storage

机译:离散时间修改的滑模,接近时间最优伺服机构,用于基于扫描探针显微镜的数据存储

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摘要

In this paper, we present a discrete-time modified sliding mode proximate time-optimal servomechanism (MSMPTOS) applied to scanning probe microscope (SPM)-based data storage (SDS) systems. Three conditions on the global asymptotic stability are introduced. Time-varying sliding mode with variable convergence rate factor is used to eliminate the overshoot problem and reduce the settling time compared to the conventional sliding mode proximate time-optimal servomechanism (SMPTOS). For long track seek, its trajectory is bounded by a velocity profile that is close to time-optimal velocity profile. Its settling performance is hardly affected by seek distance whereas reducing seek time. We have obtained improved seek performance over SMPTOS for short and long seeks. Its effectiveness is verified with simulation results.
机译:在本文中,我们提出了一种基于时间最优伺服机构(MSMPTOS)的离散时间修正滑模,该模型已应用于基于扫描探针显微镜(SPM)的数据存储(SDS)系统。介绍了全局渐近稳定性的三个条件。与时间最佳伺服机构(SMPTOS)接近的传统滑模相比,具有可变收敛速率因子的时变滑模用于消除过冲问题并减少建立时间。对于长距离搜索,其轨迹以接近时间最佳速度分布的速度分布为边界。它的稳定性能几乎不受搜寻距离的影响,同时减少了搜寻时间。与短时搜索和长时搜索相比,我们已经获得了比SMPTOS更高的搜索性能。仿真结果验证了其有效性。

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