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Summarization Analysis and Development Tendency of General Profiles for Scroll Compressor

机译:涡旋压缩机总体概​​况的总结分析与发展趋势

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The scroll compressor is an ingenious machine used for compressing air or refrigerant, which was originally invented in 1905 by Creux, and it was not until the 1970s that commercial interest in the idea was revived. By specifying not parameterizations of the curve, but instead the radius of curvature as a function of tangent direction and using the intrinsic equation of a planar curve, the design can be changed in a way that allows all relevant geometrical quantities to be calculated in closed analytical form. Study of scroll profiles theory at present mainly is aiming at the single profile and its ameliorate or parameter optimization, not aiming at the nature characteristic of the profiles-equation of scroll profiles itself. Summarization analysis of scroll profiles geometry theory and conjugation functional scroll profiles were given. Development tendency was aimed at the study of general theory of scroll profiles which was based on engagement of conjugate curve and variational containment of pockets. Using the theory of functional analysis, the unified general functional equation of scrolls can be formed, based on the integration of all available mathematical models of scrolls. And the unified general equation can represent any probable scrolls. The conjugation characteristics of scrolls general functional equation and compressed mechanization of medium can be studied. Taking ratio of energy and efficiency as evaluation index, heat behavior analysis as physical foundation, general functional extremal mathematical model of scrolls can be given. The general scroll profiles can be optimized and the optimization scroll profiles can be gained
机译:涡旋压缩机是一种用于压缩空气或制冷剂的巧妙机器,最初由Creux于1905年发明,直到1970年代才恢复了对该想法的商业兴趣。通过不指定曲线的参数化,而是指定曲率半径作为切线方向的函数,并使用平面曲线的本征方程,可以更改设计,从而允许在封闭分析中计算所有相关的几何量形式。目前对涡旋廓线理论的研究主要是针对单一廓线及其改善或参数优化,而不是针对涡旋廓线本身的廓线特性。给出了涡旋轮廓几何理论和共轭功能涡旋轮廓的总结分析。发展趋势旨在研究涡旋轮廓的一般理论,该理论基于共轭曲线的啮合和凹穴的变化容限。使用功能分析理论,可以基于所有可用的涡旋数学模型的集成来形成统一的涡旋通用功能方程。并且统一的通用方程式可以表示任何可能的滚动。可以研究涡旋一般函数方程的共轭特性和介质的压缩机械化。以能量效率比为评价指标,以热行为分析为物理基础,给出了涡旋的一般功能极值数学模型。可以优化常规滚动配置文件并获得优化滚动配置文件

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