Coursework - Milling Mill Profiling
- Added: 08.05.2014
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Description
Set of drawings for course and note. Composition of drawings - Graphic profiling of disk cutter, two-angle cutter z = 18, Theoretical and actual profile of screw surface.
In this course design, it is necessary to design a disk cutter for processing screw chip grooves
To determine the profile of the original tool surface of the disk tool, analytical methods are currently used that allow you to obtain results with great accuracy. However, they are quite complex and cumbersome and therefore are implemented on computers. The essence of the calculation is that for each i-th point of the given profile of the product, the angle of contact between the tool and the workpiece is determined. This angle determines the coordinates of the contact point, which together give a characteristic, that is, the touch line of the tool and the product. The tool surface is obtained by rotating the characteristic about the tool axis.
Project's Content
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Freza.bak
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Freza.cdw
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Graficheskoe_profilirovanie.bak
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Graficheskoe_profilirovanie.cdw
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Osnovnaya.doc
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Profil_VP.cdw
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ris_1_iskhodnik.frw
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teor_profil_frezy.frw
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Vstuplenie.doc
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Additional information
Contents
INTRODUCTION
1 RAW DATA AND SKETCH OF PROCESSED PROFILE
2 ESSENCE AND RESULTS OF ANALYTICAL CALCULATION
DISK TOOL PROFILE
3 APPROXIMATION OF CURVILINEAR CUTTER PROFILE
RECTILINEAR
4 SOLUTION OF CONTROL TASK OF PROFILING
5 GRAPHICAL SOLUTION OF INSTRUMENTAL PROBLEM
PROFILINGS
6 ANALYSIS OF REAR ANGLE OF CUTTING BLADE OF THEORETICAL
PROFILE IN RADIAL AND NORMAL SECTIONS
7 DETERMINING BASIC PARAMETERS OF DISK
TWO-ANGLE MILLING CUTTER
CONCLUSION
BIBLIOGRAPHIC LIST
APPLICATIONS
APPENDIX A. DISK CALCULATION RESULTS
CUTTERS ON A COMPUTER
APPENDIX B. GRAPHICAL PROFILING
DISK CUTTER
APPENDIX B. AXIAL AND RADIAL PROFILES
SCREW SURFACE
APPENDIX D 2-ANGLE MILLING CUTTER DRAWING
Summary
Nemtin A.A. Calculation and design
Disk Cutter: Explanatory Note
to the course project by discipline
Design Tool. –
Chelyabinsk: SUSU, MT; 2011, 31 pages 6 silt.,
bibliologist. list - 4 names,
1 sheet of drawings f. A2, 2 drawing sheets
f. A3.
In the course design, a milling cutter is calculated for processing a given screw surface (chip groove). During the design process, the following issues were considered: calculation of the disk cutter on a computer, approximation of the curvilinear profile of the cutter, selection of calculation points, solution of the control problem of profiling the disk cutter. The graphic part of this project presents: the graphic construction of the cutter profile, the theoretical and actual profile of the screw chip groove in axial section, the working drawing of the two-angle cutter
Introduction
For the processing of grooves of parts with a helical surface such as spiral drills, end cutters, worm, face and tooth-cutting cutters, etc., the most common tools in the form of a body of rotation are disk spiky and naked cutters. Determining the shape of the profile of tools in their diametrical section is a difficult task, which is given quite a lot of attention in the theory and practice of designing a metal cutting tool. The profile of a disk tool for processing a complex surface depends on the profile of the part, the parameter of the screw surface, the position of the tool relative to the part and its overall dimensions.
The profile of the helical surface is obtained as an envelope of a number of successive positions of the surface of the tool during its relative movement. Therefore, the profile of the screw surface does not match the profile of the profiling tool (for example, a disk cutter) and is to be determined on a case-by-case basis. That is, a tool profile (profiling tool task) must be determined from a given shape of the surface being machined. However, you can also define the profile of the tool by defining the profile of the machined part (grading control task).
Solving the above problems is the main objective of this course project.
Freza.cdw
Graficheskoe_profilirovanie.cdw
Profil_VP.cdw
ris_1_iskhodnik.frw
teor_profil_frezy.frw
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