250+ TOP MCQs on Cutting Forces Power and Answers

Manufacturing Engineering Multiple Choice Questions on “Cutting Forces and Power”.

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1. A single-point cutting tool with 120C rake angle is used to machine a steel work-piece. The depth of cut, i.e., uncut thickness is 0.81 mm. The chip thickness under orthogonal machining condition is 1.8 mm. The shear angle is approximately
a) 220C
b) 260C
c) 560C
d) 760C
Answer: b
Clarification: Given : α= 12c, t= 0.81mm, tc= 1.8 mm
Shear angle, tanφ = [rcosα/1 – rsinα] ……….(i)

Chip thickness ratio, r = t/tc
= 0.81/1.8
= 0.45

From equation (i), tanφ = [0.45cos120/1 – 0.45sin120]

φ = tan-1(0.486) = 25.910 – 260.

2. In a single point turning tool, the side rake angle and orthogonal rake angle are equal. ϕ is the principal cutting edge angle and its range is 000. The chip flows in the orthogonal plane. The value of ϕ is closest to
a) 00
b) 450
c) 600
d) 900
Answer: d
Clarification: Interconversion between ASA (American Standards Association) system and ORS (Orthogonal Rake System)
tanαs = sinφtanα − cosφtani
where αs = Side rake angle
α = orthogonal rake angle
φ = principle cutting edge angle = 000
i = inclination angle (i = 0 for ORS)
αs = α (Given)
tanαs =sinφtanα − cosφtan(00)
tanαs = sinφtanα
tanαs/tanα = sinφ

φ =sin-1(1)=900.

3. In an orthogonal machining operation :
Uncut thickness = 0.5 mm
Cutting speed = 20 m/min
Rake angel = 150
of cut = 5 mm Chip thickness = 0.7 mm
Thrust force = 200 N Cutting force = 1200 N
The values of shear angle and shear strain, respectively, are
a) 30.30 and 1.98
b) 30.30 and 4.23
c) 40.20 and 2.97
d) 40.20 and 1.65
Answer: d
Clarification: Given : t= 0.5mm, V = 20 m/min, α= 150, w= 5mm, tc = 0.7 mm,
Ft = 200 N, Fc = 1200 N
We know, from the merchant’s theory
Chip thickness ratio, r = t/tc = 0.5/0.7 = 0.714

For shear angle, tanφ = [rcosα/1 – rsinα]

Substitute the values, we get
tanφ = [0.714cos150/1 – 0.714sin150]
= 0.689/0.815 = 0.845

φ = tan-1(0.845) = 40.20
Shear strain, s = cotφ + tan(φ − α)
s = cot(40.20) + tan(40.20 − 150)
= cot 40.20 + tan 25.2 = 1.183 + 0.470 = 1.65.