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连铸结晶器非正弦振动机构动力学分析
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摘要
结晶器振动技术是连铸技术的核心之一。其振动方式从矩形波、梯形波、正弦波到非正弦波不断发展成熟。根据不同的设计要求,结晶器振动装置也在不断改进和完善。常用的振动机构有四连杆机构、四偏心机构和电液振动机构等。对于机械式驱动的非正弦振动装置,目前还存在着一些尚未解决的问题。例如无法实现波形偏斜率可调性、无法应用于流间距较小铸机的改造等。生产实践表明,当采用非正弦振动后,尤其是机械非正弦,设备的冲击要远比正弦严重,而结晶器谐振技术就能够很好的减轻这个问题。
     本文在分析德马克非正弦波形的基础上介绍了一种结构简单,波形偏斜率能在线自动调节,投资低廉的伺服电机非正弦振动系统,给出了非正弦波产生的基理,并介绍了德马克波形的实现方法。
     文章将结晶器振动机构假设成刚体,采用复数矢量法分析了结晶器振动系统的运动学特性。根据某钢厂四连杆机构振动机构原理图采用Adams
     建立了振动机构的仿真模型,进行了运动学仿真及误差分析;进一步进行了动力学仿真,详细讨论了结晶器谐振技术,分析了缓冲弹簧力、弹簧安装位置、结晶器振幅和波形偏斜率对各铰支力及驱动力矩的影响。建立了伺服电机驱动的结晶器非正弦振动系统动力学模型,推导了其运动微分方程,求解了其固有频率及振型,发现该系统的固有特性优于椭圆齿轮非正弦装置,更有利于结晶器非正弦振动的最佳振动模式的实现。
Mould oscillation was one of the key techniques in continuous casting. The oscillation mode experienced different stages, rectangular wave, trapezoidal wave, sine wave and non-sinusoidal wave appeared in succession. According to the different design requirements, the oscillation mechanism was gradually improved. The common oscillation mechanisms are four-bar-linkages mechanism, for-eccentric axes mechanism and electric hydraulic mould oscillating mechanism. There are many problems was unresolved in mechanical non-sinusoidal oscillation. For example, the modification ratio are not can be adjusted online, can’t be adopted in the caster if the strand is short. Production practice shows that when non-sinusoidal vibration, in particular non-sinusoidal mechanical equipment sine shock is far more serious, and mold can be a very good resonance techniques to alleviate this problem.
     Based on the generating law of the DEMAG non-sinusoidal, This paper presents a simple structure, the modification ratio can be adjusted online, low investment in the non-sinusoidal oscillation mechanism driven by servomotor, gives its produce non-sine wave generated by the base management, and introduces the realizing method of the DEMAG non-sinusoidal waveform implementation.
     The Complex vector method was adopted to analysis the kinematics of the mold oscillating mechanism by the hypothesis of multi- rigid body in the article. According to a steel four-bar linkage vibration body diagram established by Adams vibration body simulation model of the kinematic simulation and error analysis; the dynamic simulation further, detailed discussion of the crystal resonator technology, analysis of the buffer spring force, the spring installation location, amplitude and waveforms of mold deflection rate on the hinge of force and torque.
     The dynamics model of the servomotor non-sinusoidal oscillation was established, and the kinematics differential function was deduced. From the nature frequency and the mode analysis, we can know that the nature characteristic of this equipment is better than that of the elliptic gear system, and is more easily to realize the optimal oscillation model.
引文
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