1) Cutter setting calculation
对刀计算
2) tool path generation
刀位计算
1.
In the tool path generation,the wheel was constrained to rotate in swaying plane.
对采用鼓形砂轮周磨自由曲面的刀位计算进行了研究。
2.
A tool path generation method with a novel moving coordinate system is proposed by analyzing the geometric angles of complex shape cutters and CNC grinding process.
通过分析复杂形状刀具的几何角度和数控磨削工艺 ,提出一种新型游动坐标系的刀位计算方法 ,应用该方法可简便地进行复杂形状刀具数控磨削的刀位计算 ,并可实现复杂形状刀具几何角度的精确磨削。
3) peer-to-peer
对等计算
1.
The Architecture of Peer-to-Peer Computing;
对等计算体系结构的研究
2.
Peer-to-Peer (P2P)employs distributed computing technology to achieve resource sharing directly between peers.
分析了对等计算的基本概念,对当前对等计算中流行的查找和路由协议进行了概括性的分析。
4) peer-to-peer computing
对等计算
1.
The Research on Information Sharing Based on Peer-to-Peer Computing;
基于对等计算的信息共享相关技术研究
2.
With the widespread use of Internet and the continuously improved performance of computer system connected to the Internet, the rapid development of peer-to-peer computing pattern gradually makes it become one of the most important Internet applications.
随着Internet的广泛使用以及接入Internet的计算机系统性能的持续增长,对等计算模式得到快速发展,逐渐成为Internet的重要应用之一。
3.
Peer-to-Peer Computing (P2P) is the combination of distributed system and computer networks.
对等计算(Peer-to-Peer Computing,简称P2P)是分布式系统和计算机网络相结合的产物,打破了网络应用层过去的“客户/服务器”模式,使系统中节点以自由平等的方式进行互联。
5) P2P computing
对等计算
1.
In this paper,models of vehicles,transportation infrastructures and a shopping center are described first,and the design and implementation of the basic ideas of artificial transportation systems based on a framework using P2P computing platform JXTA are stated in steps.
本文建立了车辆、交通设施和商场的Agent模型,重点阐述了基于对等计算平台JXTA体系构架,利用P2P通讯机制构建人工交通系统的步骤和具体方法,并通过仿真实例验证了该方法的可行性。
2.
According to this model based on P2P computing, the distributed computational resources are pooled into a high performance-computing environment and providing uniform resource service and visible user using interface.
针对飞机多目标拓扑优化提出一种通用的遗传算法计算模型,在此模型基础上,基于对等计算(P2P)技术将分布的计算资源整合为高性能计算环境,以网格服务方式提供统一的资源服务和可视化的用户使用环境,实现多目标优化设计网格,解决飞机设计中遇到的复合材料多目标拓扑优化问题。
补充资料：刀刀
1.动摇貌。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条