高深溜井井筒堵塞的爆破处理实践

溜井是采用平硐-溜井方式开拓矿山的运输咽喉,溜井正常与否对矿山生产影响极大。本文通过黑沟铁矿高深溜井井筒堵塞处理实例,对其堵塞爆破处理方法及经验做了系统分析。重点介绍的爆破冲击波破拱疏通高深溜井井筒高位堵塞的爆破方法,富有新意,可供国内外同类型矿山参考借鉴。     

深孔爆破成井技术在三道庄钼矿的试验与应用研究

洛钼集团矿山公司三道庄矿区由于历史原因,露天开采境界地下内存在的采空区已危及矿山公司的正常安全生产,阻碍了洛钼集团可持续发展。为解决这一重大问题,经过充分调研和多方论证,认为深孔一次爆破成井技术是解决此类采空区难题唯一的经济上合理、技术可行、安全可靠的手段与途径。深孔爆破成井实现与采空区顶板的贯通,使采空区边岩稳定,顶岩暴露面积缩小,确保了采空区的稳定;保证了台阶正常推进。     

Adaptive robust boundary control of shaft vibrations under perturbations with unknown upper bounds

This paper presents robust and adaptive boundary control designs to stabilize the two‐dimensional vibration of hybrid shaft model. The hybrid shaft is mathematically represented by a set of partial differential equations, governing the shaft vibrations, coupled to ordinary differential equations, describing rigid body spinning and dynamic boundary conditions. The control objective is to stabilize the transverse vibrations of the perturbed shaft while regulating the spinning rate. To achieve this, the paper first establishes robust boundary control laws that fulfil the control objective in the presence of modeling uncertainties and external disturbances operating over the shaft domain and boundary. Lyapunov‐based analyses show that the proposed robust control exponentially stabilizes the shaft with vanishing distributive perturbations, while assuring ultimately bounded vibrations in the case of nonvanishing perturbations. Then, adaptive control philosophy is utilized to achieve redesigned robust controllers that only use online adaptation of control gains without acquiring the knowledge of bounds on perturbations, as well as dynamic parameters. An advantage of this design is avoiding an overconservative robust control law, which may induce poor stability and chattering in tackling system perturbations with unknown upper bounds. Simulations through finite element method illustrate the results. Copyright © 2014 John Wiley & Sons, Ltd.     

Torsional statics of two-dimensionally functionally graded microtubes

A size-dependent governing equation is derived to investigate the torsional static behaviors of two-dimensionally functionally graded microtubes based on the modified couple stress theory. The shear modulus is assumed to vary along the tube’s length direction according to an exponential distribute function, and varies along the tube’s radius direction according to a power-law function. A generalized differential quadrature method is developed to determine the rotational angle and shear stresses. Some illustrative examples are given to investigate the effects of applied torques, the length scale parameter and various material compositions on the torsional angle and shear stresses.     

扭臂式静电微驱动器的pulli-n现象分析

从扭臂式微驱动器模型出发,分析了器件在静电驱动条件下pulli-n现象的产生条件,并给出公式化结果。讨论了器件的几何结构参数对于pulli-n现象的影响,并对具体结构的器件给出了pulli-n角度和pulli-n电压等方面的分析结果。对于特定的扭臂结构,pulli-n角度为悬臂梁最大扭转角度的44.04%,且与扭臂的结构参数无关。     

磁场天线的扭转振动及运动感应噪声研究

拖曳天线的运动感应电磁噪声对其收信深度及接收性能占据主导作用,其中横向振动与纵向振动是主要的,同时扭转振动也不可忽略.建立了磁场天线的扭转振动模型,得到了流体圆周切变力作用下磁场天线的扭转振动响应,分析了扭转振动感应电磁噪声的产生机理,给出了计算公式及仿真结果.研究结果为水下电磁噪声的深入研究提供了理论基础.     

反井钻开挖大倾角斜井导孔的工程实践

针对柳洪水电站压力管道下斜段洞身长、倾角陡、工期紧、地质条件复杂、安全隐患突出等问题,开挖中采用反井钻开挖斜井导孔与人工开挖斜井导洞对接技术,安全隐患少,施工效率高。介绍了反井钻开挖大倾角斜井导孔的施工程序、操作步骤和导孔纠偏措施。在反井钻施工中通过调整主副泵工作压力、转速,合理调整稳定钻杆分布等措施控制孔斜,取得了反井钻实际钻孔129 m、平均日进尺7.5 m、导孔钻头落在距斜井中轴线下方1.8 m处的良好效果,成功与人工开挖导洞对接。     

罗茨真空泵主轴输入端动密封问题探讨

分析了罗茨真空泵轴封漏油的原因，介绍了提高轴封有效性的措施。     

On the determination of optimal transition profile of a stepped bar in tension or in torsion by BEM

The objective is to have uniformly distributed tangential stresses on the transition profile of a stepped bar subjected to tensile and torsional loading using an axisymmetric boundary element formulation. The transition curve is represented by the Langragian interpolation polynomial with progressive degrees to avoid shape distortion during the optimization procedure. The calculated result is compared with that obtained by fluid dynamics given in the literature. It is seen that the transition curve obtained in this paper is reasonable.     

高速往复式内燃机平衡轴低质量设计分析

分析了扇形和偏心圆两种平衡轴设计的要求以及平衡重低质量的设计原则。扇形平衡重半径及宽度应尽量大、夹角应尽量小。偏心圆平衡重的偏心圆半径应尽可能大 ,轴承半径应尽可能小。同样质量的扇形平衡重产生的平衡力比偏心圆平衡重要大。