1.2 Mechanics of Metal Cutting

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MECHANICS OF METAL CUTTING

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Mechanics – Scientific study of motion and force

The Mechanics of Metal Cutting is controlled by three main elements.

•Rake Angles

•Lead Angles

•Clearance Angles

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Rake Angles

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Basic Cutting Tool Geometry

Back Rake

SCEA

Side Rake

Side Cutting Edge Angle

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Rake Angles Control Edge Strength

•TRS measures the bending fracture strength of carbides

FORCE

POSITIVE

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SUPPORTED:More Compressive Loading

NEGATIVE

FORCE

Rake Angles Control Edge Strength

•Measure of deformationresistance

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Edge Prep Alters the Rake Angle

FORCE

T-LandHone

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Radial Rake(+) (-)

Radial Rake has a greater impact on cutting edge strength

Rake Angles Control Edge Strength

Radial Rake absorbs the interrupted cut

Axial Rake

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Cutting Forces

Ft = Tangential Force

Ff = Feed Force

Fr = Radial Force

Fr

Ff

Ft

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Rake Angles control Cutting Forces

NEGATIVE

POSITIVE

-5

Cutting Forces change approximately 1% per degree of Rake change (mild steel)

+6

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Axial Rake has a greater impact on

cutting forces.

Radial Rake(+) (-)

Rake Angles control Cutting Forces

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Top Topography is used to Enhance Axial Rake

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Chip Flow Characteristics

Rake angles control the direction of chip flow

(+)(-) (-)(-) (+)(+)

Positive / Positive Negative / Negative Negative / Positive (Shear-Clear)

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POSITIVE AXIAL RAKE POSITIVE RADIAL RAKE

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NEGATIVE AXIAL RAKE NEGATIVE RADIAL RAKE

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POSITIVE AXIAL RAKE NEGATIVE RADIAL RAKE

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Rake Angles:Drills

Radial Rake Axial Rake Angle (Helix)

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Rake Angles:Reamers

Radial rake angle

Primary Clearance

Secondary Clearance

Axial Rake Angle

Neutral Axial Rake

Positive Axial Rake

Negative Axial Rake

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Lead Angles

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Lead Angle controls the Direction of Cutting Forces

Lead Angle

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Table FeedRadialload

Axialload

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Direction of Cutting Forces

Direction of Cutting Forces

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Direction of Cutting Forces

Increasing the Lead Angle places the forces more into the Radial Plane.

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Lead Angles control direction Cutting Forces

Forces directed into the spindle

Forces directed across the spindle

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Lead Angles control direction Cutting Forces

140°90° 118°

The greater the angle, the greater the rigidity.

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Clearance Angles

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Clearance Angles

POSITIVE

NEGATIVE

5° Degrees Clearance

90 Degree included Angle79 Degree included

Angle5 degree Neg. Rake

5 degree Positive. Rake

6° Degrees Clearance

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Back Clearance

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Clearance Angles

Lip Relief Angle

Point Angle

DrillDiameter

BodyClearance(Radial)

FlankMargins

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Flute Design controls chip clearance

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Flute Design Controls the Amount of Chip Clearance

Parabolic FluteWeb = 25%

Conventional FluteWeb = 12% - 25%

Rolled Heel

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Web Design controls Chip Clearance

Flute Run-out

Core

Web

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A A

B B

Web thickness

Section B-B

Chisel edge length

Drill Diameter

Web thickness

Section A-A

Chisel edge length Drill

Diameter

Web Design controls Chip Clearance

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INSERTS – CHIP GROOVE GEOMETRIES

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Chip Groove Geometries

The simple Chip Breaker has evolved into topographic surfaces that alter the entire rake surface of the cutting tool controlling:

• Chip control• Cutting Forces• Edge Strength• Heat Generation• Direction of Chip Flow

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Chip Groove Geometries

A traditional chip groove has six critical elements. Each affects;

• Cutting Force, • Edge Strength, • Feed Range

Each elements can be manipulated to provide chip control, optimum cutting force and edge strength for particular applications

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Chip Groove Geometries

A = Land Width

B = Land Angle

C = Groove Width

D = Groove Depth

E = Front Groove Angle

F = Island Height

“G” Groove(CNMG)

“C”A

E

DB

“P” Groove(CNMP)

C

F

D

A

E

B

Traditional Chip Groove Geometry

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Chip Groove Geometries

.012

5°18°

.012

Cutting Edge

Nose Radius G

“I”” “J”

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Chip Groove Geometries

Angled Back Walls serve to deflect the chip away from the finished surface of the workpieces.

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Chip Groove Geometries

Nose Radius Geometry Many chip groove designs have different geometry on the nose radius than on the cutting edge of the insert.

(0.305)

.012

5°18°

.012

Cutting Edge

NoseRadius

Different Geometry

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Chip Groove Geometries

Scalloped Edges Scalloped edges located on the front wall of the groove, the floor of the groove, and on the island serve to suspend the chip.

• Reduces surface contact between the chip and the rake surface of the insert • Reduces heat and cutting forces.

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Chip Groove Geometries

Spheroids and Bumps (J) Serve to both impede chip flow providing chip control while reducing surface contact reducing heat and cutting forces.

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INSERTS – EDGE PREPARATION

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Edge Preparation

Edge Preparation is an enhancement of the cutting geometry:1. Enhances the True Rake Angles

2. Alters the Clearance Angle

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Edge Preparation“Stronger” Cutting Edge

Edge Preparation Configuration :

Sharp Hone Radius “T” Land

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Edge Preparation

Edge Preparation is added to a cutting edge for one of three basic reasons:

1. To facilitate the CVD Coating Process

2. To provide a “Keener” cutting edge

3. To strengthen the cutting edge

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Edge PreparationCVD Coatings

Cross Section of an Insert showing the Hone and CVD Coatings.

KC730

Cross Section of PVD Coating

Radius Hone

Sharp Edge

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Edge Preparation

Without a Radius Hone CVD Coatings tend to grow thicker at the Cutting Edge

CVD Coatings

• leads to chipping of the coating

• Insert movement due to an unstable platform

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Edge Preparation“Keen” Cutting Edge

Flash

“Flash” is formed during the “Pressing” of carbide and must be removed to gain a “Keen” cutting edge.

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Edge Preparation

GrindingFlash

Rotation

Feed

“Keen” Cutting Edge

Grinding Flash is created during rough and finish grinding. Removal is necessary for a “Keen” Cutting Edge

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Edge Preparation“T” Land Angle

“T” Lands are ground on these two inserts. The left insert has a .15mm wide x 10 degrees; the insert on the right has a .15mm wide x 30 degrees.

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Edge Wear Resistance

010203040506070

0.025mm 0.05mm 0.08mm

Test 1Test 2Test 3Test 4To

ol L

ife (m

in.)

Radius Hone Size

Hones actually pre-wear the insert

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Impact Resistance

0100200300400500600700800900

1000

0.025mm 0.05mm 0.08mm

Hone Size (Radius)

Avg

. Im

pact

s (1

0 In

serts

)

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