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unit 1 metal cutting and chip formation - IGNOU

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Theory of Metal Cutting<br />

10<br />

Figure 1.4 : Different Types of Chip Breakers<br />

Figure 1.5 : Development of Built Up Edge [Rao, 2000]<br />

Discontinuous or segmented <strong>chip</strong>s are produced while machining brittle materials or<br />

ductile materials at low speeds <strong>and</strong> high friction conditions. The basic difference between<br />

the mechanism of <strong>formation</strong> of discontinuous <strong>chip</strong> <strong>and</strong> continuous <strong>chip</strong> is that, instead of<br />

continuous shearing of the material ahead of the <strong>cutting</strong> tool, rupture occurs<br />

intermittently producing segments of <strong>chip</strong> (Figures 1.3 <strong>and</strong> 1.6). These <strong>chip</strong>s are smaller<br />

in length hence easy to dispose off, <strong>and</strong> give good surface finish on the workpiece.<br />

Discontinuous <strong>chip</strong>s are formed when <strong>cutting</strong> brittle materials, or <strong>cutting</strong> ductile<br />

materials at low speed, or <strong>cutting</strong> with tools of small rake angle.<br />

1.3.3 Types of Cutting<br />

(a) Tear Type (b) Shear Type<br />

Figure 1.6 : Hypothesized Discontinuous Chip Formation [Rao, 2000]<br />

Principally, there are two types of <strong>cutting</strong> :<br />

(i) Orthogonal <strong>cutting</strong>, <strong>and</strong><br />

(ii) Oblique <strong>cutting</strong>.<br />

Orthogonal Cutting<br />

Orthogonal <strong>cutting</strong> operation is “the simplest type of <strong>cutting</strong> operation, in which<br />

the <strong>cutting</strong> edge is straight, parallel to the original plane surface of the workpiece<br />

<strong>and</strong> perpendicular to the direction of <strong>cutting</strong>, <strong>and</strong> in which the length of the <strong>cutting</strong><br />

edge is greater than the width of the <strong>chip</strong> removed (Figures 1.7(a) <strong>and</strong> (b))”. This<br />

orthogonal <strong>cutting</strong> is also known as Two Dimensional (2-D) Cutting. A few of the<br />

<strong>cutting</strong> tools perform orthogonally, such as lathe cut-off tools (Figure 1.7(a)),<br />

straight (not helical) milling cutters, broaches, etc.<br />

In actual machining, majority of the <strong>cutting</strong> operations (turning, milling, etc.) are<br />

three dimensional (3-D) in nature <strong>and</strong> are called as oblique <strong>cutting</strong>. In oblique<br />

<strong>cutting</strong>, the <strong>cutting</strong> edge of the tool is inclined to the line normal to the <strong>cutting</strong><br />

direction, <strong>and</strong> this angle is known as angle of obliquity. This is also called the<br />

inclination angle, i (Figure 1.7(c)). Oblique <strong>cutting</strong> can be defined as “the <strong>cutting</strong>

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