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基于精度理论的零件加工
Machine parts based on
the theory of precision
熟悉精度的概念及评价方法;
加工出满足精度要求的零件。
Familiar with the concept of accuracy and evaluation
methods;
Machining parts that meet the accuracy requirements
产品的机械物理性能评定
Evaluation of mechanical
and physical properties
of products
熟悉产品机械物理性能评定方法;
对项目 1 加工的零件进行机械物理性能评定。
Familiar with the mechanical physical property
evaluation method of products;
Evaluate the mechanical physical property of the
parts processed in project 1.
切削过程仿真
Simulation of cutting
process
熟悉切削过程仿真的概念及方法;
结合项目 1 的加工参数对切削过程仿真,预测切削过
程中的切削力、切削热、切削应力等。
通过切削仿真优化切削参数。
Familiar with the concept and method of cutting
process simulation;
Combine the machining parameters of the project 1
to simulate the cutting process, and predict the
cutting force, cutting heat, cutting stress, etc.
Optimize cutting parameters by cutting simulation.
难加工材料加工
Machining of difficult-to-
cut material
熟悉难加工材料的概念及其加工方法;
采用合适的加工方法加工一种典型的难加工材料。
Familiar with the concept of difficult-to-machine
materials and their processing methods;
Processing a typical difficult-to-machine material with
a suitable processing method.
极限尺寸/精度零件的加
工
Machining of parts with
limit size / precision
熟悉极限尺寸/精度零件的定义及其加工方法;
采用合适的加工方法加工一个极限尺寸/精度零件。
Familiar with the definition of extreme size/precision
parts and their processing methods;
Machining a extreme size/precision part with a
suitable processing method.
三维测量与反求工程
Three dimensional
measurement and
reverse engineering
熟悉三维测量与反求的概念及其方法;
采用三维测量的方式对项目 1,项目 2,项目 3-5 所加
工的零件加工精度进行评定。
Familiar with the concept and method of 3D
measurement and reverse seeking;
The accuracy of the parts processed in Project 1,
Project 2, and Project 3-5 is evaluated by means of
3D measurement.
教材及其它参考资料 Textbook and Supplementary Readings
参考资料:
1. 《工程创新实践》, 张继祥主编, 国防工业出版社, 2011 年 6 月第 1 版.
2. 《机械制造技术实验教程》, 张晓洪主编, 西南交通大学出版社, 2011 年 1 月第 1 版.
3. 《机械制造技术基础课程设计指南》, 崇凯主编, 化学工业出版社, 2015 年 8 月第 2 版.