A Median Peak Detecting Servo Analog Processor For Hard Disk Drives

K. Nagaraj, R. W. Walden, G. Offord, S. Lewis, J. A. Sabnis, R. Peruzzi, J. Barner, J. Plany, R. Mento, V. Rakshani, R. W. Hull
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引用次数: 1

Abstract

The demodulation of embedded servo signals in hard disk drives is traditionally achieved either by peak detection [1,2] or by area integration [3]. Peak detection has the advantage of simplicity. However, simple peak detection lacks immunity against impairments in the signal. Area integration provides high immunity against wide-band additive noise in the signal but does not eliminate local media defects that occur due to clustering of particles [l]. Also, it is likely to be affected by errors in the demodulation itself (such as in pulse count). which in turn are caused by noise in the signal . To overcome these limitations, this paper describes an analog processor that selects the median of up to five successive peaks. The five-peak median reduces random noise power by a factor of 3. It also completely eliminates local defects with density of less than 3 out of 5 and is insensitive to errors in pulse count.
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用于硬盘驱动器的中位峰值检测伺服模拟处理器
硬盘驱动器中嵌入式伺服信号的解调传统上是通过峰值检测[1,2]或区域积分[3]来实现的。峰值检测具有简单的优点。然而,简单的峰值检测缺乏对信号损伤的免疫力。区域积分对信号中的宽带加性噪声具有很高的抗扰性,但不能消除由于粒子聚类而产生的局部介质缺陷[1]。此外,它很可能受到解调本身的误差(如脉冲计数)的影响。这是由信号中的噪声引起的。为了克服这些限制,本文描述了一种模拟处理器,它可以选择多达五个连续峰值的中位数。五峰中值将随机噪声功率降低了3倍。它还完全消除了密度小于3 / 5的局部缺陷,并且对脉冲计数误差不敏感。
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