摘要:The transmission performance of cycloid ball planetary transmission(CBPT) is affected by cycloid tooth undercutting directly, and the design of CBPT can be optimized by the non-undercutting condition. Firstly, the theoretical equation of cycloid tooth is given, and the curvature radius of cycloid tooth profile is derived. Secondly, according to the relationship between the curvature radius and the distribution circle of balls, the non-undercutting condition of cycloid tooth profile is established, and the non-undercutting critical condition is deduced. Finally, the validity of the non-undercutting critical condition is verified by simulation. The result shows that the non-undercutting critical condition can be used to optimize the design of CBPT.
重慶大學學報雜志要求:
{1}來稿請寫明作者真實姓名、職稱或職務、工作單位、詳細地址、郵編、電話號碼和E-mail。以集體名義寫的文章,請注明執筆者或聯系人,以便聯系。
{2}有嚴謹的科學性和邏輯性,有理論或實際意義。論點明確,資料可靠,數據無誤,文字精煉,層次清楚,書寫工整規范。
{3}題名:簡明確切地反映論文的特定內容,一般不超過30字,不得使用不常見的外來語、縮寫詞、符號、代號和商品名稱,盡可能不出現數學式和化學式。
{4}按GB/T 7714-2005《文后參考文獻著錄規則》,采用順序編碼制著錄,依照其在文中出現的先后順序用阿拉伯數字加方括號標在右上角。
{5}關鍵詞:3-5個,以分號相隔。應盡量使用敘詞,無法用敘詞的則應根據文章內容合理提取反映主題的自由詞。
注:因版權方要求,不能公開全文,如需全文,請咨詢雜志社