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通用涡旋型线中心压缩腔几何修正方法研究
引用本文:Sinan H.Hussain,陈进,王立存. 通用涡旋型线中心压缩腔几何修正方法研究[J]. 压缩机技术, 2009, 0(5): 7-10,13
作者姓名:Sinan H.Hussain  陈进  王立存
作者单位:1. 重庆大学机械传动国家重点实验室,重庆,400030
2. 重庆工商大学废油资源化技术与装备教育部工程研究中心,重庆,400067
基金项目:国家自然科学基金,重庆市自然科学基金计划资助项目 
摘    要:涡旋压缩机具有结构简单、效率高、节约能源、噪声小等优点,但实现上述诸多优点,其动、静涡旋盘的装配精度的要求非常高。为了解决这一难题,在涡旋压缩机的设计研究中,对涡旋型线进行修正的设计方法就显得非常重要。利用Pro/Engineering工程软件,通过修正通用涡旋型线的中心压缩腔的几何形状,可使得顶隙容积达到零间隙的效果。在没有间隙或者干扰存在的情况下,两对涡旋型线完全啮合时,接触发生在一点或者一条线上,同时,修正之后的涡旋压缩机中心压缩腔的包裹壁厚得以增厚,增加了根部的强度。由于根部附近段壁厚的增加,使一对涡旋腔在压缩终了瞬时构成的一对啮合封闭腔容积迅速减小,因而压缩比得到进一步提高,同时,使可开设的最大排气孔直径增大,减小了排气阻力.

关 键 词:涡旋型线  中心压缩腔  几何修正  实体建模

A Study on Geometry Modification of the Central Portion of General Scroll Profiles
Sinan H.Hussain,CHEN Jin,WANG Li-cun. A Study on Geometry Modification of the Central Portion of General Scroll Profiles[J]. Compressor Technology, 2009, 0(5): 7-10,13
Authors:Sinan H.Hussain  CHEN Jin  WANG Li-cun
Affiliation:Sinan H. Hussain ,CHEN Jin ,WANG Li-cun ( 1. State Key Laboratory of Mechanical Transmission, Chongqing University, Chongqing 400030; 2. Engineering Research Center for Waste Oil Recovery Technology and Equipment of Ministry of Education, Chongqing Technology and Business University, Chongqing 400067 )
Abstract:The scroll compressor has many advantages as mentioned before, but a high degree of accuracy during assembly is required between an orbiting scroll and a fixed scroll of a scroll compressor. The design methodology of modification for the scroll profiles is very important for the research of scroll compressor. The geometry at the central portion of a pair of scrolls is modified by using new methodology which is carried out by using PRO/E software. The conclusion is that the top clearance volume can be reached zero clearance. Without the clearance or interference,the contact can be at a point or at one line when the two scrolls are in perfect mesh. At the same time,because of the modification of central portion,the wrap thickness of a scroll can be made thicker than that of the other scrolls.
Keywords:scroll profiles  central portion  geometry modification  solid model
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