KINEMATICAL CLASSIFICATION OF GEARINGTYPES AND PROOF OF TWO THEOREMS OF GEARING
KINEMATICAL CLASSIFICATION OF GEARINGTYPES AND PROOF OF TWO THEOREMS OF GEARING
张文祥;方跃法
【期刊名称】《煤炭学报:英文版》 【年(卷),期】1996(002)002
【摘要】The equations determining a resultant screw of two given screws are applied to thestudies on gearing and meshing theories. A kinematical classification is proposed and meanwhileproof is given to the First Theorem of Gearing and Willis Theorem. 【总页数】5页(92-96)
【关键词】空间机构学;传动装置;运动学;调节理论 【作者】张文祥;方跃法
【作者单位】HuninanMiningInstitute232001;YanshanUniversity 【正文语种】英文 【中图分类】TH113 【相关文献】
1.Limit theorem and uniqueness theorem of backward stochastic differential equations [J], JIANG; Long
2.The relation of Banach-Alaoglu theorem and Banach-Bourbaki-Kakutani-mulian theorem in complete random normed modules to stratification structure [J],
3.Local conjugacy theorem, rank theorems in advanced calculus and a
generalized principle for constructing Banach manifolds [J], 马吉溥 4.Growth Theorem and Distortion Theorem for a Sub class of Parab olic Starlike Mappings [J], ZHANG Xiao-fei; YAN Chun-yan
5.An Improvement of Herbrand's Theorem and Its Application to Model Generation Theorem Proving [J], Yu-Yan Chao; Li-Feng He; Wsuyoshi Nakamura; Zheng-Hao Shi; Kenji Suzuki; Hidenori Itoh
以上内容为文献基本信息,获取文献全文请下载