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Modeling Of A Surface Contact Stress For Spur Gear Mechanism Using Static And Transient Finite Element Method

机译:正齿轮和瞬态有限元方法对正齿轮机构表面接触应力的建模

摘要

This paper presents a surface contact static stress of a spur gear system combined with dynamic characteristic using transient Finite Element Method (FEM). Traditionally, the static stress analysis is done separately with dynamic properties due to limitation of complex equation and avoiding of error occurred. However, in this paper, static stress information is combined with the dynamic mechanism due to the time consuming during the design and analysis stage. A transient FEM analysis is carried out to formulate and solve large systems of algebraic equations in order to obtain a relationship between the contact parameter and the kinematics function. The methodology of the research is started with static stress analysis on tooth surface contact of a pair of the spur gear. Finite element modeling is run by choosing a certain static condition. The loading conditions are applied suitable with the gear mechanism. Degree of freedom controlled is based on the transmission system. The process is repeated until diagnosing work is satisfied. The result of the surface contact stress is visualized at each condition. Modeling of spur gear system is continued by combining stress analysis with dynamic characteristic via transient finite element method. Analysis of gear mechanism is obtained by investigate the stress distribution on real time application. Time range is set at the beginning of the analysis. Duration of the analysis is depended on a time frame chosen. By the transient FEM analysis, the stress occur at each step of the work cycle is performed. Results of the kinematics functions are derived and qualitative kinematics variations due to contact changes in time-step domain is identified. The simulation results from static and transient FEM are compared due to the validating procedure. The finite element results are in good agreement compared with the theory calculation.
机译:本文利用瞬态有限元方法(FEM)提出了正齿轮系统的表面接触静应力与动态特性的组合。传统上,由于复杂方程的限制和避免发生误差,静态应力分析是与动态属性分开进行的。然而,由于在设计和分析阶段的耗时,本文将静态应力信息与动态机制结合在一起。为了获得接触参数和运动学函数之间的关系,进行了瞬态有限元分析来制定和求解大型代数方程组。研究方法是从对一对正齿轮的齿面接触进行静应力分析开始的。通过选择某个静态条件来运行有限元建模。负载条件适用于齿轮机构。控制的自由度基于传输系统。重复该过程,直到完成诊断工作为止。在每种情况下都可以看到表面接触应力的结果。通过瞬态有限元方法将应力分析与动态特性相结合,继续进行正齿轮系统的建模。通过研究实时应用中的应力分布来获得齿轮机构的分析。时间范围是在分析开始时设置的。分析的持续时间取决于所选的时间范围。通过瞬态有限元分析,可以在工作循环的每个步骤中产生应力。得出运动学功能的结果,并确定由于时间步域中的接触变化而导致的定性运动学变化。由于验证过程,比较了静态和瞬态FEM的仿真结果。与理论计算相比,有限元结果吻合良好。

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