Generating Surface of the Gear Cutting Tool

2017 ◽  
pp. 277-305
Author(s):  
Stephen Radzevich
Keyword(s):  
2021 ◽  
pp. 35-46
Author(s):  
S. Ryazanov ◽  
M. Reshetnikov

Spatial helical gears, worm gears with a cylindrical worm, globoid gears, etc., are widely used in most of modern engineering products [1-3; 37; 42]. Cylindrical worm gears are actively used in the creation of metalworking equipment (push mechanisms of rolling mills, presses, etc.), in lifting and transport machines, in drives and kinematic chains of various machine tool equipment where high kinematic accuracy is required (dividing machine tools, adjustment mechanisms), etc. In a worm gear a cylindrical worm or its cylindrical helical surface can be cut by various technological methods [49-51], but no matter how the shaping of the worm gear elements’ working surfaces is carried out, the worm wheel is cut with a gear cutting tool, whose producing surface coincides with the worm thread’s lateral surface [19; 22; 23]. In this regard, the working surface of the cylindrical worm wheel’s tooth, even with a non-orthogonal arrangement of axes, is an envelope of a one-parameter family of surfaces that gives a linear contact, which presence makes it possible to transfer a large load using a worm gear. For high-quality manufacturing of worm gears, it is necessary to design and manufacture a productive gear cutting tool - an accurate worm cutter, whose shaping (working) surface must be identical to the profiled worm’s shaping (working) surface [24-27; 54]. One of the most important tasks in the implementation of worm gearing is the problem of jamming of the cylindrical worm and the worm wheel’ contacting surfaces. This problem is excluded by relieving the contacting surfaces’ profile along the contact line. Considering that any violations of contacting surfaces’ geometric parameters affect the change in their geometric characteristics, the tasks of accurately determining the adjustment parameters of the technological equipment, used for shaping the worm and worm wheel, enter into in the foreground of the worm gearing elements production. In modern conditions of plant and equipment obsolescence, and in particular, of gear cutting machines used for worm gears manufacture, these machines physical wear, implies an inevitable decrease in the accuracy of their kinematic chains. Therefore, in order to maintain the produced gears’ quality at a sufficiently high level, it is necessary to use deliberate modification of contacting surfaces when calculating the worm gearing’s geometric parameters; such modification reduces the worm gear sensitivity to manufacturing and mounting errors of its elements [28-31].


1943 ◽  
Vol 10 (3) ◽  
pp. A139-A146
Author(s):  
D. W. Dudley ◽  
H. Poritsky

Abstract Two problems are treated in this paper, i.e., (1) given the shape of the milling cutter tooth or of the hob tooth, to find out what is the resulting shape of the worm or gear surface; (2) given the desired shape of a worm or gear tooth, what shape of the milling or hobbing tooth will produce it. These problems are fundamental to all cutter and hob design. Except for special cases, the solution of these problems obtained in the following treatise is believed to be new. The general equations which enable one to determine exactly the relation between the shape of the cutting tool and the shape of tooth produced are obtained in the present paper by going back to the fundamentals of the motion of a milling cutter or a hob and the motion of the worm, or gear part being cut. With these equations available it is possible to design precision tools for any worm or gear-cutting job, thus eliminating guesswork in the design, and possible delays, such as are involved in “cut-and-try” shop methods.


2012 ◽  
Vol 472-475 ◽  
pp. 2088-2095 ◽  
Author(s):  
Gan Hua Liu ◽  
Hong Zhi Yan ◽  
Jun Jie Zhang

Tool life and the rationality of cutting parameter setting are evaluated directly by cutting force. In order to predict cutting force, and then to optimize the tooth cutting condition for dry high-speed spiral bevel and hypoid gear cutting, this study has established a 2D cutting FEM simulation platform by using DEFORM-2D based on the 2D orthogonal slot milling experiment. Through the platform, using the method of combining single-factor experiment and multi-factor orthogonal experiment, this study has explored the influence of cutting/tool parameters on cutting force in the dry high-speed cutting process of 20CrMnTi spiral bevel and hypoid gear (face hobbing dry cutting process). The results show that from high degree to low degree, the influence of each parameter on cutting force is as follows: feed > cutting speed > relief angle(P.A.side) >blade rake angle, and the influence of the first three parameters is significant, the influence of blade rake angle is not significant; the optimized condition for dry high-speed spiral bevel and hypoid gear cutting is suggested to be: the cutting speed is 300 m/mim, the feed is 0.06 mm/r, the blade rake angle is 14° and the relief angle(P.A.side) is 10°; the cutting edge can be honed moderately, but the hone radius is not bigger than 0.1 mm.


2000 ◽  
Vol 66 (643) ◽  
pp. 959-965
Author(s):  
Katsumi KANEKO ◽  
Kazumasa KAWASAKI ◽  
Hisashi TAMURA

2017 ◽  
pp. 277-305
Author(s):  
Stephen P. Radzevich
Keyword(s):  

Sign in / Sign up

Export Citation Format

Share Document