Materials Science and Manufacturing Engineering Miscellaneous
Direction: An orthogonal operation is carried out at 20 m/min cutting speed, using a cutting tool of rake angle 15 degree. The chip thickness is 0.4 mm and uncut chip thickness is 0.2 mm.
- The chip velocity (in m/min) is
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Vc = T1 = r V T2
Vc = 0.5 × 20 = 10 m /minCorrect Option: B
Vc = T1 = r V T2
Vc = 0.5 × 20 = 10 m /min
- The shear angle (in degrees) is
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V = 20m/min ∝ 15° t2 = 0.4 mm t1 = 0.2 mm r cos tan 1 rsin 0.2 cos15 0.4 tan 0.2 1 sin15 0.4
tanφ = r cos∝ 1 - rsin∝ tanφ = 0.2 + cos 15 0.4 1 - 0.2 sin 15 0.4
φ = 29°Correct Option: C
V = 20m/min ∝ 15° t2 = 0.4 mm t1 = 0.2 mm r cos tan 1 rsin 0.2 cos15 0.4 tan 0.2 1 sin15 0.4
tanφ = r cos∝ 1 - rsin∝ tanφ = 0.2 + cos 15 0.4 1 - 0.2 sin 15 0.4
φ = 29°
Direction: Blind hole 10 mm diameter, 50 mm deep are being drilled in steel block, drilling spindle speed is 600 rpm, feed 0.2 mm/rev, point angle of drill is 120.
- During the above operation, the drill wears out after producing 200 holes.Taylor's tool life equation is of the form VT0.3 = C, where V = cutting speed in m/min and T= tool life in min. Taylor's constant C will be
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VT0.3 =C
No of holes = 200V = πDN = 18.84 min 60
Tool life = 200×0.442 = 88.33 min
18.84 × 88.330.3 = 6 = 72.26.Correct Option: B
VT0.3 =C
No of holes = 200V = πDN = 18.84 min 60
Tool life = 200×0.442 = 88.33 min
18.84 × 88.330.3 = 6 = 72.26.
- Machining time (in min) per hole will be
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D = 10 mm Plate thickness = 50 mm N= 600 rpm feed = 0.2 mm/rev point Angle = 2∝ = 120°
Approach = 0.3D = 0.3 × 10 = 3mm
L = 3 + 50 = 53 mmTime/ hole = L = 53 = 0.442 min fN 0.2 × 600 Correct Option: C
D = 10 mm Plate thickness = 50 mm N= 600 rpm feed = 0.2 mm/rev point Angle = 2∝ = 120°
Approach = 0.3D = 0.3 × 10 = 3mm
L = 3 + 50 = 53 mmTime/ hole = L = 53 = 0.442 min fN 0.2 × 600
Direction: In an orthogonal cutting test, the following observations were made
Cutting force = 1200 N
Thrust force = 500 N
Tool rake angle = zero
Cutting speed = 1 m/s
Depth of cut = 0.8 mm
Chip thickness = 1.5 mm
- Friction angle during machining will be
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Fc = 1200 N FT = 500 N ∝ = 0 VC = 1 m/s d = t1 = 0.8 mm t2 = 1.5 mm
tanβ = FT + tan ∝ Fc 1 - FT tan ∝ Fc tanβ = 500 + tan 0 1200 1 - 500 tan 0 1200
β = 22.62°
{chip Reductioncocfficient}t1 = Vc t2 V
Vc = 0.533 × 1
Vc = 0.533m/sCorrect Option: A
Fc = 1200 N FT = 500 N ∝ = 0 VC = 1 m/s d = t1 = 0.8 mm t2 = 1.5 mm
tanβ = FT + tan ∝ Fc 1 - FT tan ∝ Fc tanβ = 500 + tan 0 1200 1 - 500 tan 0 1200
β = 22.62°
{chip Reductioncocfficient}t1 = Vc t2 V
Vc = 0.533 × 1
Vc = 0.533m/s