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Essential Geometric Theory of Internal-Meshing Rotary Compressor

机译:内啮合旋转式压缩机的基本几何理论

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A new type of compressors named "internal-meshing rotary compressor" is proposed in this paper. This compressor could be applied in carbon dioxide trans-critical refrigerating cycle perfectly due to it simple structure, self-balanced initial mass and endurance of high pressure. However, there are few basic geometric theories to guide the design including the generation of profiles, mesh relationship of rotors and et al. In this paper, firstly, the essential equations of profiles were derived based on equidistant curve of curtate hypocycloid for inner rotor and multi-section circular arc for outer rotor. Then, the mesh relationship, position of instantaneous center, meshing range of the tooth tip arc and the modification of profile were discussed. Those basic geometric relationships could be the foundation for the application of this compressor.
机译:本文提出了一种新型的“内啮合旋转式压缩机”。该压缩机具有结构简单,初始质量自平衡,耐高压等优点,因此可以完美地应用于二氧化碳超临界制冷循环中。但是,很少有基本的几何理论来指导设计,包括轮廓的生成,转子的啮合关系等。本文首先基于内旋翼的摆线摆线等距曲线和外旋翼的多段圆弧等距曲线导出了轮廓的基本方程式。然后,讨论了啮合关系,瞬时中心位置,齿尖圆弧的啮合范围以及轮廓的修改。这些基本的几何关系可以成为该压缩机应用的基础。

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