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Calculate feed rate for the cutter shown below if the feed rate per tooth is 0.3 (mm) and the rotational speed N is 2359 (rev/min).

F=n·f·N

where n - is amount of cutter's teeth.

Round up the answer to 1 decimal place.

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Determine the required cutting time T (s) for the workpiece made of steel (cutting speed V=400 m/min) external turning. Machined outer surface diameter d=295.8 mm and cutting length is 966 mm. The feed during turning is s=2.9 (mm/rev) and the depth of cutting t=1.0 (mm), see figure below.

 To calculate cutting time T (s) use following equation:

T=l/(s·N),

where N - spindle rotational speed, rev/s;

         l - cutting length, mm.

Answer round up to two decimal places.

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What is the type of cutting tool shown in figure below?

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Calculate the deformation rate Vkr, if the steel has the following chemical composition:

C = 0.5 %

S = 0,030 %

Si = 1.5 %

Mn = 0,73 %

Mo = 0,24 %

P = 0,026 %

Ni = 1,42 %

Provide the answer with an accuracy of two decimal places.

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Визначте, чи відповідає слово змісту малюнка

bàba hé érzi
爸爸和儿子

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What is the type of cutting tool shown in figure below?

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Which turning operation and which surface of workpiece is possible to machine with the shown in the figure cutting tool?

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Calculate Hot Cracking Susceptibility(HCS) for a steel with following chemical composition:

C = 0.4

Si = 3.9

Mn = 0,84

P = 0,035

S = 0,012

Cr = 1.3

Mo = 0,32

Ni = 0,99

Cu = 0,11

V = 0,040

Provide the answer with 1 decimal place accuracy.

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Calculate Carbon Equivalent (CE) of the steel. The chemical composition of the steel is as follows:

C = 0.36%

Si = 0,4%

Mn = 0,69%

Cr = 1%

Mo = 0.3%

Ni = 1.7%

V = 0%

W = 0%

P = 0,034%

S = 0,01%

Cu = 0,2%

Write the answer with accuracy of two decimal places. Use "." as decimal separator.

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Find required spindle rotational speed N (rpm) for external turning of a workpiece made of steel. Outer radius of the workpiece is R=79.7 mm and cutting speed V=638  m/min.

Cutting speed for turning is calculated as:

V=(π·D·N)/1000,

where D - workpiece diameter, mm;

         N - rotational speed, rev/min.

Answer provide as full number.

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