一種新型擺線齒輪減速器
本文選題:擺線齒輪減速器 + 針齒。 參考:《北京郵電大學》2012年碩士論文
【摘要】:擺線齒輪減速器在高的傳動比時,仍具有較高的傳動效率,這是一般漸開線行星齒輪減速器所不能做到的。另外在傳動過程中,擺線輪主要承受的是壓應力,而以漸開線作為齒廓的輪齒主要承受剪應力,這使得擺線減速器的使用壽命高于漸開線。本文首先介紹了國內(nèi)外相關擺線齒輪減速器的發(fā)展現(xiàn)狀及其應用,提出了開發(fā)新型擺線齒輪減速器的必要性。 首先在分析了雙擺線齒輪傳動的原理基礎上,指出其在傳動過程中由于內(nèi)外擺線輪一擺的長度不相等導致針齒在與內(nèi)外擺線輪嚙合的過程中存在既滾又滑的問題。為了從根本上克服這一問題,本文提出在滿足內(nèi)外擺線輪一擺的長度相等的情況下給內(nèi)外擺線輪與針齒外緣疊加上小齒,將針齒與內(nèi)外擺線輪之間的接觸變?yōu)樾↓X與小齒之間的嚙合,這樣既可以消除原有的滑動,還可以省去針輪的保持架,有效的減少減速器的軸向尺寸與零件個數(shù)。 然后利用Mathematica軟件在內(nèi)外擺線輪實際齒廓上成功疊加了擺線小齒、圓弧小齒,并將疊加擺線小齒后的曲線坐標值導出到文本文件中。使用Pro/E讀取疊加擺線小齒后的數(shù)據(jù)文件建立相應的三維實體模型。使用Pro/E的參數(shù)化建模方法,在內(nèi)外擺線上疊加了單一的漸開線小齒,建立了簡單的三維實體模型,采用ADAMS進行了運動學仿真驗證了疊加漸開線小齒的可行性。 參考非圓齒輪的設計方法,分析了在非圓曲線上疊加漸開線小齒的作圖法、齒形法線法、解析法與折算齒形法。采用折算齒形法利用Pro/E設計了一套疊加漸開線小齒的減速器三維實體模型,分別計算了內(nèi)外擺線輪的漸開線輪齒。采用ADAMS建立了虛擬樣機進行了運動學分析,驗證了采用折算齒形法疊加漸開線小齒的合理性與可靠性。 最后詳細設計了兩套疊加擺線小齒的減速器,詳細繪制了相應的二維工程圖,加工出了物理樣機,有效的驗證了新減速器的可行性,為該新型減速器的進一步研究打下了很好的基礎。
[Abstract]:Cycloidal gear reducer still has higher transmission efficiency when the transmission ratio is high, which can not be achieved by the general involute planetary gear reducer. In addition, in the transmission process, the cycloidal gear is mainly subjected to compressive stress, while the involute gear is mainly subjected to shear stress, which makes the cycloid reducer service life longer than involute. This paper first introduces the development and application of cycloidal gear reducer at home and abroad, and puts forward the necessity of developing new cycloidal gear reducer. Firstly, on the basis of analyzing the principle of double cycloid gear transmission, it is pointed out that in the course of transmission, the needle teeth have the problem of rolling and sliding in the course of meshing with the inner and outer cycloid gears due to the unequal length of one pendulum of the inner and outer cycloid wheels. In order to overcome this problem fundamentally, this paper proposes that the outer and outer cycloid wheel should be superimposed on the outer edge of the needle tooth on the condition that the length of the pendulum is equal to that of the inner and outer cycloid wheel. The contact between the pin tooth and the inner and outer cycloid wheel is changed into the meshing between the small tooth and the small tooth, which can not only eliminate the original sliding, but also save the cage of the pin wheel, and effectively reduce the axial dimension of the reducer and the number of parts. Then, the cycloidal teeth and circular arc teeth are successfully superimposed on the actual tooth profiles of the inner and outer cycloidal gears by Mathematica software, and the curvilinear coordinate values after the superposition of the cycloidal teeth are exported to a text file. Using Pro/E to read the data file after superposition cycloid teeth to establish the corresponding three-dimensional solid model. Using the parametric modeling method of Pro/E, a single involute tooth is superimposed on the inner and outer cycloid line, and a simple three-dimensional solid model is established. The feasibility of superimposing involute small tooth is verified by kinematics simulation with ADAMS. Referring to the design method of non-circular gear, the drawing method, tooth shape normal method, analytic method and conversion tooth form method of superimposing involute small teeth on non-circular curve are analyzed. A set of three dimensional solid model of reducer with superimposed involute teeth is designed by using Pro/E method and the involute gear teeth of inner and outer cycloidal gears are calculated respectively. The kinematics analysis of the virtual prototype was carried out by using ADAMS, and the rationality and reliability of superposition involute teeth by the method of converted tooth profile were verified. Finally, two sets of superposition cycloidal gear reducers are designed in detail, and the corresponding two-dimensional engineering drawings are drawn in detail, and the physical prototype is processed, which effectively verifies the feasibility of the new reducer. It lays a good foundation for the further research of the new reducer.
【學位授予單位】:北京郵電大學
【學位級別】:碩士
【學位授予年份】:2012
【分類號】:TH132.46
【參考文獻】
相關期刊論文 前10條
1 張俊芳,余墨娟,周建軍;用于機器人驅(qū)動的新型擺線傳動技術[J];杭州電子工業(yè)學院學報;2002年03期
2 李充寧,周有強;圓弧齒行星減速器的效率計算[J];機械設計;1993年04期
3 吳勤保;李思益;;雙擺線鋼球減速器的結(jié)構(gòu)及運動原理分析[J];機械設計;2006年06期
4 吳勤保;;雙擺線鋼球減速器齒廓曲線參數(shù)的選擇[J];機械設計;2007年07期
5 何衛(wèi)東,李力行,李欣;機器人用高精度RV減速器中擺線輪的優(yōu)化新齒形[J];機械工程學報;2000年03期
6 關天民,張東生;擺線針輪行星傳動中反弓齒廓研究及其優(yōu)化設計[J];機械工程學報;2005年01期
7 林菁,王啟義,鄂中凱;滾動摩擦擺線行星傳動嚙合特性研究[J];機械工程學報;1998年02期
8 彭永華;關天民;雷蕾;王廣欣;張錫玉;;FA三片擺線輪新型針擺傳動系列軟件系統(tǒng)的開發(fā)[J];機械研究與應用;2006年01期
9 王麗娟;黃清世;鄒雯;;齒輪發(fā)展研究綜述[J];機械研究與應用;2008年01期
10 關天民,雷蕾,孫英時,馬英駒,張勵忠;FA新型擺線針輪行星傳動裝置的反求設計[J];中國機械工程;2003年01期
相關博士學位論文 前2條
1 關天民;FA型擺線針輪行星傳動齒形優(yōu)化方法與相關理論的研究[D];大連交通大學;2005年
2 王淑妍;錐形擺線行星傳動基礎理論及實驗研究[D];重慶大學;2008年
相關碩士學位論文 前3條
1 房婷婷;擺線包絡行星傳動嚙合理論研究[D];重慶大學;2007年
2 張桓;平動嚙合齒輪減速器機構(gòu)設計[D];北京郵電大學;2010年
3 吳琦;擺線齒輪減速器[D];北京郵電大學;2010年
,本文編號:1793292
本文鏈接:http://sikaile.net/kejilunwen/jixiegongcheng/1793292.html