Metal Cutting Notes | EduRev

Manufacturing Engineering

Mechanical Engineering : Metal Cutting Notes | EduRev

The document Metal Cutting Notes | EduRev is a part of the Mechanical Engineering Course Manufacturing Engineering.
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Introduction

“A manufacturing process in which a sharp cutting tool is used to discard away material to leave the required part shape is known as machining”.
Shear deformation is the major cutting action involved in the machining of the work material to generate a chip; as the chip is removed, a new surface is exposed.

Metal Cutting Notes | EduRevClassification of the Material removal process

One or more sharp cutting edges are present in a cutting tool and is made of a material that is harder than the work material.
Cutting tools are classified into two major groups:

  • Single point cutting tools
  • Multipoint cutting tools.
  1. Multipoint cutting tool: They have more than one cutting edge to remove excess material from the workpiece.
    Example: Milling cutters, drills, reamers, broaches, and grinding wheels are multi-point cutting tools.
  2. Single point cutting tool: In a single-point tool, there is one tool point from which the name of this cutting tool is derived. The point is rounded to a certain radius called the nose radius.

Geometry of Right Hand Single Point Cutting Tool

Metal Cutting Notes | EduRevRight-hand single point cutting tool

Tool Nomenclature/Angles

Metal Cutting Notes | EduRevSingle Point Cutting Tool

  1. ASA Tool Signature
    Back rake angle - Side rake angle - End relief angle - Side relief angle - End cutting edge angle - Side cutting edge angle- Nose radius (ASA Tool signature)
    In this system the geometry of the rake face is expressed in terms of back rake angle and side rake angle.
  2. Normal Or Orthogonal Rake System(ORS)
    A number of lines drawn perpendicular to the side cutting edge in the horizontal plane and the line which gives the maximum slope called Normal Rake Angle (αn).
    If side cutting edge angle is zero, normal rake angle is equal to the side rake angle.
    Tool signature in this system is given as:
    I - αn - Side Relief angle - End Relief angle - End Cutting edge angle - Approach angle λ – Nose Radius R.
    where, I-Angle of inclination
    αn – normal rake angle
    90o - side cutting edge angle = approach angle (λ)

Types of Metal Cutting Process

The metal cutting processes are of two types

  1. Orthogonal cutting process (Two-dimensional cutting)
    Orthogonal cutting uses a wedge-shaped tool in which the cutting edge is perpendicular to the direction of cutting speed. The chip is produced by shear deformation along a plane known as the shear plane, as the tool is forced into the material, which is oriented at an angle ø with the surface of the work.
  2. Oblique cutting (Three-dimensional cutting)
    It is a form of cutting when the major cutting edge of the tool is presented to the work piece at an angle perpendicular to the direction of feed motion.
    A general purpose metal cutting operation like turning or milling is three-dimensional and is commonly termed as oblique cutting.

Metal Cutting Notes | EduRevVarious force acting in an orthogonal cutting

FC – Cutting Force
Ft -Force perpendicular to the primary tool motion (thrust force)
Fs -Force along the shear plane
FN - Force normal to the shear plane
F - Frictional force along the rake face
N -  The Normal force perpendicular to the rake face

Merchant's Analysis for Chip Thickness Ratio

Metal Cutting Notes | EduRevOrthogonal cutting analysis

t = uncut chip thickness
tc = Chip thickness after cutting
ϕ = Shear plane angle
α = Back rake angle
The ratio of ‘t’ to ‘tc’ is called the chip thickness ratio (or simply the chip ratio) & it is designated by ‘r’.
t/tc = lc/l
where l = length of uncut chip

Metal Cutting Notes | EduRev
Where r is the chip thickness ratio α is rake angle

Velocity Triangle

Metal Cutting Notes | EduRevVelocity Triangle

V = cutting speed = πDN/60
Vs = Shear velocity
Vc = Chip veloocity

Metal Cutting Notes | EduRev

Shear Strain
shear strain is given as
γ = cotϕ + tan(ϕ - α)

Merchant’s Circle

Metal Cutting Notes | EduRevMerchant’s Cutting Force circle

Fs - Fccos ϕ - FT Sin ϕ
FN= FTcos ϕ - Fc Sin ϕ
F = Fcsin α + FT COS α
N = Fccos α - FT Sin α

Material Removal Rate

MMR = fdv
where MMR material removal rate, mm3/s  or (mm3/min)
v - cutting speed, m/s or (mm/s),
f - feed, mm (mm/revolution);
d - depth of cut, mm

Specific Cutting Energy

The specific cutting energy, is a parameter which can be obtained by dividing the total work done with the material removal rate.

Metal Cutting Notes | EduRev

Different Shear Angle Relation

  1. Merchant’s shear angle relation
    Metal Cutting Notes | EduRev
  2. Lee and Shaffer relation
    Metal Cutting Notes | EduRev
  3. Stabler relation
    Metal Cutting Notes | EduRev

Types of Chips

The chip formation in metal cutting could be broadly categorized into three types:

  • Discontinuous chip
  • Continuous chip
  • Continuous chip with Built up Edge(BUE)
  1. Continuous Chips
    Few conditions that promote continuous chips in metal cutting are listed below:
    (i) sharp cutting edge,
    (ii) Low feed and depth of cut
    (iii) Large rake angle
    (iv) High cutting speed
    (v) Ductile work materials
    (vi) Lower amount of friction between chip tool interfaces through efficient lubrication
  2. Discontinuous Chips
    Some ideal conditions that promote discontinuous chips in metal cutting are:
    (i) Brittle materials (e.g., cast irons)
    (ii) Low cutting speeds
    (iii) High tool–chip friction
    (iv) Large feed and depth of cut
    (v) Small rake angles
  3. Chips Formation with Built up Edge
    Some ideal conditions that promote discontinuous chips in metal cutting are:
    (i) Low cutting speed
    (ii) Ductile material
    (iii) High feed and depth of cut
    (iv) Low rake angle

Taylor’s Tool Life Equation

“Tool life is defined as the duration of cutting time that the tool can be used until failure takes place”.
VTn = C
V = cutting speed
T = tool life.
C = machining constant.
n = Tool life exponent (depends only on tool material)

Economics of Machining

“The use of optimum process parameters to obtain the required economic conditions during machining is called economics of machining.”
The various costs associated with machining process are:

  1. The manpower cost, C1 which is measured in Rs. Per unit time, generally hours that operator is employed.
  2. The machine tool operating (overhead) cost, Cm under which we include machine depreciation, and other costs associated with the running of the machine tool such as power consumed, maintenance overheads, consumables such as oils, etc.
  3. The job handling cost, which comes because of the time spent in loading and unloading of the job, during which the machine tool is kept idle, and the operator needs to attend to the job.

(a) Minimum Cost Criteria

Metal Cutting Notes | EduRev

(b) Maximum production rate

Metal Cutting Notes | EduRev

Tool Wear

  1. Crater wear: The crater is present on the rake face and is almost like a circle. The crater not necessarily extends to the tooltip, but may end at a distance little away from the tooltip.
    Diffusion plays an important role in the development of a crater
  2. Flank wear: Wear land or Flank wear is present on the clearance surface of the tool. Length of wear land is used for the characterization of the wear land.

Machinability

The ease with which a given material may be worked with a cutting tool is Machinability. Factors that affect Machinability are:

  1. Tool life: The longer the tool life it enables at a given cutting speed better is the Machinability
  2. Surface finish: Two materials are machined under identical cutting conditions and material which produces a good finish is considered to be more machinable material. This criterion is used in finished cuts.
  3. Cutting Forces: Two materials are machined under identical cutting conditions and the material which requires smaller cutting forces is considered to be more machinable, This criterion is used in smaller and old machines.
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