Science, asked by devgupta2345, 2 months ago

. A workpiece in the form of a bar 100 mm in diameter is to be turned down to 70 mm
diameter for 50 mm of its length. A roughing cut using maximum power and a depth
of cut of 12 mm is to be followed by a finishing cut using a feed of 0.1 mm and a
cutting speed of 1.5 m/s.
It takes 20 s to load and unload the workpiece and 30 s to set the cutting
conditions, set the tool at the beginning of the cut and engage the feed.
The specific cutting energy for the material is 2.3 GJ/m3
, and the lathe has a
3-kW motor and a 70% efficiency. Estimate
1. The machining time for the rough cut
2. The machining time for the finish cut
3. The total production time for each workpiece

Answers

Answered by kundusagar200517
0

Answer:

I think the answer is machining time for the rough cut

make me brain list

Answered by soniatiwari214
0

Concept:

The power needed by the machine = (Cutting Energy x MRR) /Efficiency

Speed of machine can be defined as

Speed, N = (Kv)/(πD)

where K is constant, v is cutting speed and D is the initial diameter after the rough cut.

Total production time can be defined as the sum of Loading time, upload time, Rough cut Time, and finishing time.

Given:

Diameter of workpiece = 100mm

Reduced diameter = 70 mm

Length = 50 mm = 0.05 m

Cutting speed = 1.5 m/s

Loading time = 20 sec

Unload time = 30 sec

Specific cutting energy = 2.3 GJ/m³ = 2.3 × 10⁹ J/m³

Motor power = 3kW = 3 × 10³ W

Efficiency = 70% = 0.7

Final cutting depth. = 100 - 12 = 88 mm

Find:

The machining time for the rough cut, the machining time for the finish cuT, and the total production time for each workpiece.

Solution:

Power needed by machine, P = (Cutting Energy × MRR) /Efficiency

3 × 10³ = (2.3 × 10⁹) × MRR/ 0.7

MRR = (3×10³ × 0.7) / (2.3 × 10⁹)

MRR = 0.913×10⁻⁶ m³/s

MRR = volume removed / cutting time

So, cutting time = volume removed / MRR

cutting time = (π(D₁²-D₂²)L)/ (0.913×10⁻⁶ m³/s)

D₂ is cutting depth.

cutting time = (π(0.1²-0.088²)0.05)/ (0.913×10⁻⁶ m³/s)

Cutting time = 388 sec

Again cutting down,

cutting time = (π(D₁²-D₂²)L)/ (0.913×10⁻⁶ m³/s)

D₂ is cutting depth.

cutting time = (π(0.088²-0.076²)0.05)/ (0.913×10⁻⁶ m³/s)

Cutting time = 338.59 sec

No further depth is cut because a further cut requires a more amount of material is required.

So, Required Time for cut = 388.8 sec + 338.59 sec = 727.39 sec

(b) Speed, N = (Kv)/(πD)

N = (60000 × 1.5)/(76π) = 377

CT = (L + A)/(f×N)

CT = (50 + 0)/(0.15×377) = 0.884 min

CT = 53 sec

So, the time required for finishing the cut is 53 sec.

(c) Total production time (Loading time + upload time + Rough cut Time + finishing time)

Total = 20 + 30 + [388.8 + 338.59] + 53 = 830.4 sec

Hence, the machining time for the rough cut is 727.39 sec, the machining time for the finish cut is 53 sec and the total production time for each workpiece is 830.4 sec.

#SPJ2

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