KEVOS® MAKEOS · Manufacturing

Parting-Off Plan (Spindle Speed Limit, Cutting Force and Power, Parting Time)

When I part off this bar or tube, where does the spindle hit its speed limit, what force and power does the blade need, how long does the cut take, and does it fit my machine and cycle time?

Plan for parting off a bar or tube on a lathe at constant cutting speed: starting spindle speed, the diameter at which the spindle reaches its maximum speed, the cutting force from the specific cutting force, blade width and feed (as the turning power tool), cutting and motor power and torque at the start, and the parting time, integrated at constant surface speed out to the speed limit and at the limit speed after that, against the available power and your cycle time.

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How this tool works

Inputs, units and where to find them

InputUnitTypical source
Bar outside diametermmOutside diameter of the bar or tube.
Bore of a tube (0 = solid bar)mmBore of a tube; 0 for solid bar.
Blade (insert) widthmmWidth of the parting blade or insert.
Radial feedmm/revRadial feed per revolution while parting.
Cutting speedm/minProgrammed constant cutting speed.
Spindle speed limitrpmSpindle speed limit set in the program or the machine’s maximum.
Specific cutting forceN/mm²Specific cutting force for the material at this chip thickness, from the tool maker.
Machine and cycle
Spindle drive efficiency%Efficiency of the spindle drive.
Spindle power availablekWSpindle power available at the speeds used.
Parting time allowedsTime the cycle allows for parting.

What each input means

Open an input to see what it is, its units, the worked example and the common mistakes, with a small diagram.

What this means: Bar outside diameter
Illustration: Bar outside diameterA circle with a line straight through its centre from edge to edge, marking the diameter Bar outside diameter.Dmeasured acrossthe centreExample: 60 mmBar outside diameter
What it is
The outside diameter of the bar or tube being parted, where the cut starts at the largest radius.
Units and format
Enter a number in mm: millimetres. The form accepts 0.000001 mm to 2000 mm. Required: the tool does not calculate until every input is valid.
Example
The form opens with 60 mm as a worked example. It is an illustration, not a recommended value: replace it with your own figure.
Effect on the result
A larger bar takes longer to part and needs more starting torque.
Get it right
Use the actual stock diameter, not the finished turned diameter, if parting is the first cut.
What this means: Bore of a tube (0 = solid bar)
Illustration: Bore of a tube (0 = solid bar)A circle with a line straight through its centre from edge to edge, marking the diameter Bore of a tube (0 = solid bar).d_imeasured acrossthe centreExample: 0 mmBore of a tube (0 = solid bar)
What it is
The bore of a tube, which ends the cut before the centre; a solid bar has no bore.
Units and format
Enter a number in mm: millimetres. The form accepts 0 mm to 2000 mm. Required: the tool does not calculate until every input is valid.
Example
The form opens with 0 mm as a worked example. It is an illustration, not a recommended value: replace it with your own figure.
Effect on the result
A larger bore shortens the cut and keeps the cutting speed above zero.
Get it right
Enter 0 for solid bar; the cut then runs to the centre, where the cutting speed falls to zero.
What this means: Blade (insert) width
Illustration: Blade (insert) widthThe cross-section of a plate or wall with a dimension across its thickness, marking Blade (insert) width.wsection through the materialExample: 3 mmBlade (insert) width
What it is
The width of the parting blade or insert, which is the width of the groove and of the chip.
Units and format
Enter a number in mm: millimetres. The form accepts 0.000001 mm to 50 mm. Required: the tool does not calculate until every input is valid.
Example
The form opens with 3 mm as a worked example. It is an illustration, not a recommended value: replace it with your own figure.
Effect on the result
Cutting force and power rise in proportion to the width.
Get it right
Use the insert’s cutting width; narrower blades waste less material but are less rigid.
What this means: Radial feed
Illustration: Radial feedA cutting tool moving along a turning workpiece; Radial feed is how far the tool advances for each revolution or tooth.fadvance perrev or toothExample: 0.08 mm/revRadial feed
What it is
How far the blade advances radially for each revolution of the spindle while parting.
Units and format
Enter a number in mm/rev: millimetres per revolution. The form accepts 0.000001 mm/rev to 2 mm/rev. Required: the tool does not calculate until every input is valid.
Example
The form opens with 0.08 mm/rev as a worked example. It is an illustration, not a recommended value: replace it with your own figure.
Effect on the result
Cutting force rises in proportion; parting time falls in proportion.
Get it right
Use the programmed parting feed; it is usually reduced near the centre, which this tool does not model.
What this means: Cutting speed
Illustration: Cutting speedA marker moving along a track; Cutting speed is the distance it covers per unit of time.V_cdistance ÷ timeExample: 150 m/minCutting speed
What it is
The constant surface speed programmed for parting, held until the spindle reaches its speed limit.
Units and format
Enter a number in m/min: metres per minute. The form accepts 0.000001 m/min to 2000 m/min. Required: the tool does not calculate until every input is valid.
Example
The form opens with 150 m/min as a worked example. It is an illustration, not a recommended value: replace it with your own figure.
Effect on the result
Raises cutting power and shortens the constant-speed part of the cut.
Get it right
Use the speed recommended for the insert grade and material by the tool maker.
What this means: Spindle speed limit
Illustration: Spindle speed limitA turning disc with a marker; Spindle speed limit is how many full turns it makes in each minute.turns of the shaftper minuten_maxExample: 3000 rpmSpindle speed limit
What it is
The highest spindle speed allowed, set by the program or the machine, which caps the speed as the diameter shrinks.
Units and format
Enter a number in rpm: revolutions per minute. The form accepts 0.000001 rpm to 100000 rpm. Required: the tool does not calculate until every input is valid.
Example
The form opens with 3000 rpm as a worked example. It is an illustration, not a recommended value: replace it with your own figure.
Effect on the result
A higher limit lets constant surface speed continue to a smaller diameter, shortening the end of the cut.
Get it right
Include any limit set for the chuck or workholding, not just the machine maximum.
What this means: Specific cutting force
Illustration: Specific cutting forceA test bar pulled from both ends: stress Specific cutting force is the force carried by each square millimetre of its cross-section.k_cstress = force ÷ areaExample: 2000 N/mm²Specific cutting force
What it is
The cutting force per square millimetre of chip cross-section for the material, used with the blade width and feed to find the cutting force.
Units and format
Enter a number in N/mm²: newtons per square millimetre (equal to MPa). The form accepts 0.000001 N/mm² to 20000 N/mm². Required: the tool does not calculate until every input is valid.
Example
The form opens with 2000 N/mm² as a worked example. It is an illustration, not a recommended value: replace it with your own figure.
Effect on the result
Cutting force, power and torque rise in proportion.
Get it right
Take it from the tool maker for the material and the small chip thickness used in parting.

Machine and cycle

What this means: Spindle drive efficiency
Illustration: Spindle drive efficiencyInput on the left and useful output on the right with the loss split off; Spindle drive efficiency is output divided by input.inputuseful outputlossηExample: 80%Spindle drive efficiency
What it is
The efficiency of the spindle drive, turning cutting power into the power the spindle motor must supply.
Units and format
Enter a number in %: percent: the number is read as a percentage, so type 8 for 8 %. The form accepts 1% to 100%. Required: the tool does not calculate until every input is valid.
Example
The form opens with 80% as a worked example. It is an illustration, not a recommended value: replace it with your own figure.
Effect on the result
A lower efficiency raises the motor power needed.
Get it right
Use the machine maker’s figure; belts and gearboxes lower it.
What this means: Spindle power available
Illustration: Spindle power availableA motor driving a shaft; Spindle power available is the rate at which it does work, energy per second.PExample: 15 kWSpindle power available
What it is
The spindle power the machine can deliver at the speeds used for parting, compared with the motor power needed.
Units and format
Enter a number in kW: kilowatts. The form accepts 0.000001 kW to 10000 kW. Required: the tool does not calculate until every input is valid.
Example
The form opens with 15 kW as a worked example. It is an illustration, not a recommended value: replace it with your own figure.
Effect on the result
Only moves the power check; the power needed does not change.
Get it right
Use the power at the starting spindle speed from the machine’s power curve, which can be below the rated power.
What this means: Parting time allowed
Illustration: Parting time allowedA timeline from a start mark to an end mark; Parting time allowed is the time between them.startendtExample: 30 sParting time allowed
What it is
The time the cycle allows for the parting operation, compared with the calculated parting time.
Units and format
Enter a number in s: seconds. The form accepts 0.000001 s to 100000 s. Required: the tool does not calculate until every input is valid.
Example
The form opens with 30 s as a worked example. It is an illustration, not a recommended value: replace it with your own figure.
Effect on the result
Only moves the time check; the parting time does not change.
Get it right
Take it from the cycle-time budget or quote for the part.

Method and formulas

  1. n = 1000 V_c ÷ (π d), limited to n_max; the limit is reached at d_lim = 1000 V_c ÷ (π n_max).
  2. Cutting force F = k_c × width × feed; cutting power = F V_c ÷ 60 000 kW at constant speed; motor power = cutting power ÷ η (as the turning power tool).
  3. Time at constant speed from radius R to r₁ = max(d_lim ÷ 2, bore radius): π (R² − r₁²) ÷ (1000 V_c f) min; then at n_max from r₁ to the bore: (r₁ − r₀) ÷ (f n_max) min.
  4. Example: the spindle reaches 3000 rpm at 15.915 mm diameter; 1.5 kW and 15.132 s to part off.

Limitations

  • Constant specific cutting force; at the small feeds used near the centre the real specific force rises, and the cutting speed falls to zero on solid bar, which wears the insert edge.
  • Feed reduction near the centre, chip control and pip removal are not modelled.
  • Example values are illustrations. Replace them with values for your actual task.

Typical uses

  • Check a parting operation before running a new bar job
  • Find the parting time for a cycle-time quote
  • See where the cutting speed starts to fall towards the centre

Who it is for

  • CNC programmers
  • Machinists and setters
  • Production engineers

What you get

  • Starting speed and the diameter where the speed limit is reached
  • Cutting force, power and torque at the start
  • Parting time

Interpreting the result

  • On solid bar most of the parting time is spent on the outer diameter at constant speed; raising the spindle limit only speeds up the last few millimetres.

References

  • Machinery’s Handbook, 29th edition (Industrial Press, 2012), printed pp. 1084–1101. Topic reference; no source tables or recommended settings are reproduced.

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Open the Parting-Off Plan (Spindle Speed Limit, Cutting Force and Power, Parting Time) calculator