Sign in to save

Bookmark this page so you can find it later.

Sign in to save

Bookmark this page so you can find it later.

A power screw is a machine element that converts rotary motion into linear motion while producing a large axial force. It is used in vises, jacks, presses, clamps, and actuators because a modest input torque can move or hold a heavy load. The thread acts like an inclined plane wrapped around a cylinder, giving the screw mechanical advantage.

Engineers choose screw geometry, material, and lubrication to balance strength, speed, accuracy, and efficiency.

The main design variables are pitch, lead, mean diameter, friction, and thread form. ACME screws are rugged and common in lifting and clamping, while ball screws use rolling balls to reduce friction and improve efficiency. A screw can be self-locking when friction is high enough that the load cannot back-drive the screw.

This is useful for safety in lifting devices, but it also means more input energy is lost as heat.

Understanding Engineering: Power Screws

Thread contact is not smooth contact at one point. The load is carried across small areas on several engaged threads. Each thread experiences a pushing force along its angled face.

That force has one part that supports the load and another part that creates friction. Friction resists motion in both directions. It is the reason a hand-operated vise can stay closed after the handle is released.

It is also the reason that a screw may need much more turning effort than an ideal calculation predicts. The collar or thrust bearing at the end of the screw can add a large amount of friction too.

The force in a power screw creates important stresses. The screw shaft twists because of the applied torque. At the same time, it is pulled or compressed by the axial load.

A lifting screw is often in compression, which creates a risk called buckling. A long slender screw can bend sideways before the material reaches its normal compressive strength.

Engineers reduce this risk by using a larger core diameter, shortening the unsupported length, or supporting the screw at both ends. The thread roots need careful design because their shape can concentrate stress and begin fatigue cracks after many loading cycles.

Speed and force are linked by a tradeoff. A fine thread moves only a short distance per turn. This makes precise adjustment easier and usually gives a higher force for a given handle torque.

It takes many turns to cover a long distance. A coarse or multi-start thread moves faster, though it needs more torque to hold the same load. This matters in a car jack.

Slow motion is acceptable because safety and lifting force matter most. In a machine tool table, the chosen lead affects how far the table moves for every motor rotation, so it affects both positioning resolution and top travel speed.

Real screws do not keep the same performance forever. Sliding thread surfaces wear, especially when dirt enters the nut. Wear can increase backlash, which is unwanted free movement when the turning direction reverses.

Backlash makes accurate positioning difficult in old vises, 3D printers, and manual machine tools. Lubrication lowers friction and wear, but it can reduce the ability of some screws to hold a load without turning backward. Engineers must account for temperature, corrosion, dust, repeated loading, and the possibility that lubrication dries out during service.

When studying power screws, separate the ideal model from the real device. The ideal model is useful for understanding the link between load, turning moment, and travel. A real design needs friction, bearing losses, material strength, and safety margin.

Draw a free body diagram of one thread face and identify the forces parallel and perpendicular to that face. Keep units consistent when calculating torque and force.

Check whether the load is raised or lowered, since friction changes direction. Finally, treat self-locking as a safety feature that requires verification, not an assumption based only on the thread shape.

Key Facts

  • Lead is the axial distance advanced in one revolution: l = n p, where n is the number of thread starts and p is pitch.
  • Linear travel per rotation is equal to the lead: x = N l, where N is the number of revolutions.
  • Ideal input work equals output work: 2 pi T = F l, so Tideal = F l / (2 pi).
  • Screw efficiency is eta = output work / input work = F l / (2 pi T).
  • Lead angle is lambda = arctan(l / (pi dm)), where dm is the mean thread diameter.
  • A square-thread screw is self-locking when tan(lambda) < mu, approximately meaning the friction angle is larger than the lead angle.

Vocabulary

Power screw
A threaded mechanical device that changes rotational motion into linear motion and can multiply force.
Lead
The axial distance a screw or nut moves during one complete revolution.
Pitch
The axial distance between matching points on adjacent threads.
Mechanical advantage
The ratio of output force to input force, showing how much a machine multiplies force.
Self-locking
A condition in which the load cannot rotate the screw backward because friction prevents back-driving.

Common Mistakes to Avoid

  • Confusing pitch with lead is wrong because they are equal only for a single-start thread. For a multi-start screw, lead equals pitch multiplied by the number of starts.
  • Using the ideal torque formula without efficiency is wrong for real screws because friction can greatly increase the required input torque. Use eta = F l / (2 pi T) when actual torque is involved.
  • Assuming every power screw is self-locking is wrong because low-friction screws, especially ball screws, can be back-driven by the load. Always compare the lead angle with the friction condition.
  • Ignoring units in torque calculations is wrong because lead must be in meters if force is in newtons and torque is in newton meters. Mixing millimeters and meters can cause errors by a factor of 1000.

Practice Questions

  1. 1 A single-start ACME screw has a pitch of 4 mm. How far does the nut move after 25 revolutions?
  2. 2 A power screw lifts a 6000 N load with a lead of 5 mm and an efficiency of 0.30. What input torque is required, using eta = F l / (2 pi T)?
  3. 3 A machine uses either an ACME screw or a ball screw to hold a suspended load in position when power is removed. Which type is more likely to be self-locking, and what design factor controls that behavior?