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Stability analysis of a spinning flexible disk-stationary load system: Application to floppy disk drives.

机译:旋转的柔性磁盘固定负载系统的稳定性分析:在软盘驱动器中的应用。

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摘要

This dissertation presents the theoretical formulation, modeling, and eigenvalue analysis for a spinning flexible disk-stationary load system with a view toward obtaining a fundamental understanding of the head-disk interface instability in computer floppy disk drives. The stationary load system contains such parameters as transverse inertia, stiffness, damping, and their rotary counterparts, as well as a constant friction force between the sliders and disk. A comprehensive parameter study based on a finite element numerical analysis is conducted to show that the instability behavior due to the friction force agrees well with experimental results reported previously for a conventional 5.25-inch floppy disk drive.; In order to explain the dependence of the numerical results on the various parameters, we first established the orthogonality relations and completeness theorem for the eigenfunctions for a freely spinning disk (no stationary load system) in both the sub- and supercritical speed ranges. The analytical expressions for the derivatives of the eigenvalues with respect to various load parameters are then derived to predict the effects of these parameters on the natural frequencies and stability of the system when the eigenvalue of interest is well separated from the others.; In the case when two eigenvalues are closely separated, strong modal interactions occur when the load parameters are introduced. In order to understand the mathematical structure of the modal interactions, we use the eigenfunction expansion method to reduce the partial differential equation to a system of simple algebraic equations. By comparing the results obtained with the finite element numerical solutions, we find that a simple two-mode approximation displays the general features of the eigenvalue changes with the load parameters. Using this two-mode approximation, we examined analytically the properties of the perturbed eigenvalues as functions of load parameters.; Motivated by experimental results with hard disk drives, the effects of rigid body translation and tilting of the disk clamp on the stability of the spinning flexible disk are studied. It is found that the axial rigid body translation of the clamp eliminates the stationary-type instability induced by the transverse stiffness of the load system, while the clamp rigid body tilting has not such effect.
机译:本文介绍了旋转软盘固定负载系统的理论表述,建模和特征值分析,以期对计算机软盘驱动器的磁头-磁盘接口不稳定性有一个基本的了解。固定负载系统包含诸如横向惯性,刚度,阻尼及其旋转对应物的参数,以及滑块与磁盘之间的恒定摩擦力。进行了基于有限元数值分析的综合参数研究,以表明由于摩擦力引起的不稳定性行为与先前报道的常规5.25英寸软盘驱动器的实验结果非常吻合。为了解释数值结果对各种参数的依赖性,我们首先建立了亚临界和超临界速度范围内自由旋转圆盘(无固定负载系统)本征函数的正交关系和完备性定理。然后,推导特征值相对于各种载荷参数的解析表达式,以预测当目标特征值与其他特征值很好地分离时,这些参数对系统的固有频率和稳定性的影响。在两个特征值紧密分开的情况下,当引入载荷参数时会发生强烈的模态相互作用。为了理解模态相互作用的数学结构,我们使用本征函数展开法将偏微分方程简化为简单的代数方程组。通过将获得的结果与有限元数值解进行比较,我们发现简单的二模近似显示了特征值随载荷参数变化的一般特征。使用这种双模近似,我们分析了受扰特征值作为载荷参数的函数的性质。根据硬盘驱动器的实验结果,研究了磁盘夹的刚体平移和倾斜对旋转软盘稳定性的影响。已经发现,夹具的轴向刚体平移消除了由载荷系统的横向刚度引起的固定型不稳定性,而夹具的刚体倾斜则没有这种作用。

著录项

  • 作者

    Chen, Jen-San.;

  • 作者单位

    University of California, Berkeley.;

  • 授予单位 University of California, Berkeley.;
  • 学科 Engineering Mechanical.
  • 学位 Ph.D.
  • 年度 1992
  • 页码 161 p.
  • 总页数 161
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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