1)  tangent plane
微切平面
1.
Based on the fact that the shape information of the curved surface is included in a set of 3 D random points, the tangent plane constructed by the neighboring point set of a certain point in the 3 D random points is used to approximately represent the local shape of that point.
提出了三维散乱数据微切平面逼近的算法。
2)  micro-cutting
微切削
1.
A model of minimum cutting depth was proposed based on model of micro-cutting,tool edge radius and friction coefficient.
为探讨微切削的加工机理,对能稳定切削的最小切削深度进行了研究。
3)  micro-cutting
显微切削
1.
It was also found that furrow and micro-cutting.
结果表明:不同条件下四种成分的铸渗层抗磨粒磨损性能大致相当,均能达到ZG310-570的10倍以上;磨损形式以犁沟和显微切削为主。
4)  micromachining
微切削
1.
The main wear mechanism of Ni60+35%WC is spalling and fatigue point erosion,while Ni60 is micromachining and ploughing.
结果表明:2种试样的冲蚀磨损规律相同,分为跑合期和稳定期;由于硬质点WC的加入,使得2种试样的冲蚀磨损机制不一样,但N i60+35%WC涂层的耐冲蚀性能明显高于N i60材料;N i60+35%WC涂层的冲蚀磨损机制主要是剥落坑和疲劳点蚀,而N i60材料主要是微切削和犁沟剥落。
2.
The surface failure and micro-damage mechanism of materials are studied,The results show that erosion process is divided into gestation, stationary periods; The erosion resistance of Ni60+35%WC coating better than Ni60 , The main wear mechanism of Ni60+35%WC was spalling and fatigue point erosion, while Ni60 was micromachining and ploughing.
在转盘式磨蚀实验台上,对Ni6Ni60+35%WC涂层上进行冲蚀磨损实验,研究了试验材料的表面失效规律及微观破坏机理,结果表明:两种试样的冲蚀磨损规律相同,分为跑和期和稳定期;由于硬质点WC的加入,使得两种试样的冲蚀磨损机理不一样,但Ni60+35%WC涂层的耐冲蚀性能明显高于Ni60材料;Ni60+35%WC涂层的冲蚀磨损机理主要是剥落坑和疲劳点蚀,而Ni60材料主要是微切削和犁沟剥落。
5)  microdissection
微切割
1.
Techniques of Microdissection and Microclone in Human Chromosome;
人类染色体中的微切割与微克隆技术
2.
Methods for microdissection PCR silver stain technique in paraffin embedded tissue sections;
在石蜡切片中进行微切割-PCR-银染的方法
3.
Finally,the regulate for the acceleration of the microdissection too l was achieved.
针对一种新型压电陶瓷超声微切割工具,采用单片机与FPGA相结合的方法,主要利用直接数字频率合成和直流放大原理,设计了压电陶瓷微驱动与控制电路,实现了对压电陶瓷振动频率及振动幅值的控制与调节。
6)  Micro cutting
微切削
参考词条
补充资料:从切平面


从切平面
rectifying [dane

从切平面[recti加毛两ne;cnp咖二,.川。。刀oeKoeT‘] 曲线r=r(t)(见线(曲线)(五加(curve)))上给定点A处的Fr己net标架(见Fr毛net三棱形(氏net tJ止曰拍n))中的一个平面,由曲线在这个点的切线(ta叫笋ni】ir屹)t和.lJ法线(bino仃庄d)b张成.从切平面的方程可写成}x一x(A)Y一八助z一:(A)! }x‘(A)y’(A)z‘(A){ },__’‘.-一_‘’_一l=0. 1 1 yz}}zx(1 xy{{ !}y艺}}“x}}X夕}{或 (R一r)r‘[r’,r’‘」=0,这里r(r)二(x(t),夕(。),:(:))是曲线的方程. 八、A,C叨opoa撰【补注】
说明:补充资料仅用于学习参考,请勿用于其它任何用途。