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Walzen pulvermetallurgisch hergestellter Zahnräder

机译:粉末冶金轧制齿轮

摘要

With the findings of this study surface defect densification defects and shape devia-tions can be avoided. Furthermore, the time for development of the rolling process can be shortened. Through a process analysis, the relationship between process input and process output was determined. The test gear is representative for automotive applications as well as suitable for fur-ther fatigue tests. An analogy process with cylindrical tools and cylindrical roller blanks was developed. The cylindrical rollers reflect the material properties and the geometrical kinematic contact conditions on the pitch circle and generate results of the rolling forces and the compression. In addition, a simulation model was developed based on the finite element method. In the gear rolling simulation a material model, which describes both the deformation and the compaction of powder metallurgical material, was developed and implemented. The process input variables are the process parameters, the tool geometry and the rolling blank material. Process parameters that were investigated were the number of revolutions, the number of reverse points and the rolling speed. The mechanical characteristics of the powder metallurgical material were measured. The rolling forces increase with the infeed. The increase of the rolling force is com-posed of a linear and a degressive proportion. The linear increase is caused by the elastic deformation of the tool shafts, tools and rolling blank. The degressive in-crease results from work hardening and compaction. The maximum rolling force is reached at the maximum infeed of the rolling tools. The maximum rolling force is dependent on the infeed, the blank material, the process parameters and the contact geometry. Infeed has the greatest impact on the rolling force and is followed by the carbon content and density. The surface of rolled powder metallurgical gears has an average surface roughness of about RZ = 1.0 – 1.5 µm. In extreme cases, surface defects called overlaps occur in the tooth root area. The intensity of surface defects is influenced by the combination of the occuring stress in the rolling contact and the durability of the blank material. Due to the small contact radii in the tooth root area high stresses occur. The surface can be improved by increasing the carbon content. The density and the sintering temperature have only a small effect on the surface. In addition, the load and the number of rollings worsen the surface. Densification is a type of plastic deformation which is caused by hydrostatic pressure. The hydrostatic pressure of the rolling contact causes a collapse of the pores and the powder metallurgical material compacts. The hydrostatic stress component is caused primarily by the normal force. The density distribution is neither in tooth face direction nor in profile direction homgeneous. In tooth face direction, the compression drops due to the missing axial support from the faces. In profile direction, the densifictaion rises up to a maximum compression in the field of rolling pitch diameter. Beginning from that maximum the compression drops in the direction of the tooth tip and tooth root. By adapting the stock for densification a uniform compression in profile direction can be achieved. In general, the compression can be improved by adjusting the rolling blank properties. Higher densities of the blank increase the densification depth. The radius of the contact showed a minor influence on the compression depth. The carbon content, which has an influence on the hardness of the material, does not affect the compression depth. During rolling reproducible profile errors typically occur. These errors are character-ized by an overmeasure on the tip and an overmeasure in the tooth root. Elastic deformations of the roll blank and incorrectly oriented material flow during compression are the cause for the profile deviations. For compensation of the deviations a method was developed. The deviations could be improved significantly by the correction of the tool. The reached profile quality was Q 7, the profile line deviation Q 3, and pitch deviations and roundness were in the range of Q 1.
机译:有了这项研究的发现,就可以避免表面缺陷的致密化缺陷和形状变形。此外,可以缩短轧制工艺的开发时间。通过过程分析,确定了过程输入与过程输出之间的关系。该测试装置是汽车应用的代表,也适用于进一步的疲劳测试。开发了使用圆柱工具和圆柱滚子毛坯的类比过程。圆柱滚子在节圆上反映材料特性和几何运动学接触条件,并产生滚动力和压缩结果。另外,基于有限元方法建立了仿真模型。在齿轮滚动模拟中,开发并实现了描述粉末冶金材料变形和压实的材料模型。过程输入变量是过程参数,刀具几何形状和轧制毛坯材料。研究的工艺参数是转数,反转点数和轧制速度。测量了粉末冶金材料的机械特性。滚动力随进给而增加。滚动力的增加由线性和递减的比例组成。线性增加是由工具轴,工具和轧制毛坯的弹性变形引起的。逐渐变差的增加归因于工作硬化和压实。在轧制工具最大进给时达到最大轧制力。最大轧制力取决于进料,毛坯材料,工艺参数和接触几何形状。进料对轧制力的影响最大,其次是碳含量和密度。粉末冶金齿轮的表面平均粗糙度约为RZ = 1.0 – 1.5 µm。在极端情况下,在齿根区域会出现称为重叠的表面缺陷。表面缺陷的强度受滚动接触中出现的应力和毛坯材料耐久性的共同影响。由于齿根区域的接触半径小,因此会产生高应力。通过增加碳含量可以改善表面。密度和烧结温度对表面的影响很小。另外,载荷和轧制次数会使表面变差。致密化是由静水压力引起的一种塑性变形。滚动接触的静水压力导致孔塌陷,粉末冶金材料压实。静水压力分量主要由法向力引起。密度分布既不在齿面方向上也不在轮廓方向上均匀。在齿面方向上,由于齿面缺少轴向支撑,压缩力下降。在轮廓方向上,密度上升到滚动节圆直径领域中的最大压缩。从该最大值开始,压缩力沿齿尖和齿根的方向下降。通过使纸浆致密化,可以在轮廓方向上实现均匀压缩。通常,可以通过调节轧制毛坯特性来改善压缩。毛坯的较高密度会增加致密化深度。接触半径对压缩深度影响很小。碳含量会影响材料的硬度,但不会影响压缩深度。在轧制过程中,通常会出现可复制的轮廓误差。这些错误的特征是尖端过大而齿根过大。辊坯的弹性变形和压缩过程中材料流向不正确是造成轮廓偏差的原因。为了补偿偏差,开发了一种方法。通过校正工具可以大大改善偏差。达到的轮廓质量为Q 7,轮廓线偏差为Q 3,节距偏差和圆度在Q 1的范围内。

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    Kauffmann Philipp;

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  • 年度 2013
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