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)
现凹、凸心配合的精修加工。
Master the method of importing files in the iges format
into the Edgecam software as entities;
Understand the difference in blank type selection when
roughing and creating a concave and convex
machining path;
Master the similarities and differences of machining
paths for different blank types when Edgecam software
creates roughing tool path;
Master the creation of contour milling tool path in
Edgecam to understand the meaning of contour milling
tool path;
In the creation of the convex contour milling and
finishing tool path, learn to correctly select the
compensation method and compensation address, and
combine the previous PPCNC machine tool operation
knowledge to realize the intensive processing of
concave and convex core coordination.
“飞行员头像”刀路的创建及加
工
Creation and processing of
the "pilot avatar" tool path
掌握 Edgecam 软件中控制加工深度及加工范围的方
法。
了解粗加工和等粗糙度加工(精加工)的异同。
掌握 Edgecam 三轴模式加工空间立体的方法。
掌握 Edgecam 中残料精加工刀路的创建方法。
Master the method of controlling machining depth and
machining range in Edgecam software;
Understand the similarities and differences between
roughing and equal roughness machining (finishing);
Master the method of processing space stereo in
Edgecam triaxial mode;
Master the method of creating the residual machining
path in Edgecam.
制造工程参观实习
Visiting internship of
manufacturing engineering
调研所参观展会/企业的基本情况;
了解常用零件的制造和加工方法;
了解国内外主要的先进制造技术。
Understand the basic situation of the
exhibition/enterprise;
Understand how to manufacture and process common
parts;
Understand major advanced manufacturing
technologies at home and abroad.
了解钳工在零件加工、产品装配和设备维修中的作用。
掌握钳工基本工艺(如划线、锯削、挫削、钻孔、攻螺
纹等)的操作方法。
了解钳工常用工具、设备及量具的使用方法。
了解直线度、平面度、平行度、垂直度等形位公差的含
义及其误差的测量方法。
Understand the role of fitters in part processing,
product assembly and equipment repair;
Master the basic methods of the fitter (such as
scribing, sawing, frustration, drilling, tapping, etc.);
Learn how to use common tools, equipment and
gauges for fitters;
Understand the meaning of the geometric tolerances
such as straightness, flatness, parallelism, and
perpendicularity, and how to measure the error.
数空车削实践
Practice for CNC turning
了解数控车床的工作原理、特点及应用范围;
熟悉数控车床的控制面板及相关按键功能;
掌握工件的正确安装和测量的方法;
熟练掌握试切对刀的方法;
熟悉数车编程的基本指令和复合循坏指令;
掌握数车手工编程方法。
Understand the working principle, characteristics and
application range of CNC lathes;