Linear Drives: Ball Screws, Lead Screws, and Actuators
5 units · approx. 37 minutes total · Step 1 of 8
Getting Started
This module focuses on linear drives: how a ball screw converts rotational motion into linear motion; how its buckling load and critical speed depend on the core diameter, bearing spacing, and bearing type; how a screw jack turns this into a complete stroke unit—and when a linear actuator is the more cost-effective choice instead.
Calculation exercises on drive torque and stroke speed, a hands-on exercise using the spindle stroke configurator, flashcards, and a case study bring the theory to life; a self-test at the end checks your understanding of the material.
Learning Objectives – After completing this module, you will be able to:
- calculate the drive torque of a ball screw and a screw jack;
- Calculate the buckling load and critical speed of a spindle for a given bearing arrangement and determine the permissible operating load and speed;
- Distinguish between ball screws and trapezoidal screws in terms of efficiency and self-locking;
- distinguish between the four types of linear actuators and match them to an application;
- Select the appropriate linear actuator and screw jack for a given application.
Learning units
Five short learning units (6–8 minutes) with learning objectives, examples, and knowledge checks—standalone learning content for this module, maintained independently of the website’s guides. Progress is saved locally in this browser.
0 of 5 units
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- Unit 1 of 5
Ball Screw Fundamentals
approx. 8 minutes
Open - Unit 2 of 5
Buckling Load and Critical Speed
approx. 8 minutes
Open - Unit 3 of 5
Sizing Screw Jacks
approx. 8 minutes
Open - Unit 4 of 5
Linear Actuators: Design Types
approx. 7 minutes
Open - Unit 5 of 5
Actuator or Screw Jack?
approx. 6 minutes
Open
Calculation Exercise 1: Drive Torque of a Ball Screw
A ball screw transmits an axial force F = 8,000 N with a lead Ph = 10 mm and an efficiency η = 0.85.
Calculate the drive torque M.
For verification: Ball screw calculator (opens in a new tab)
Computer Exercise 2: Spindle Stroke Design
A screw jack has a lead of Ph = 8 mm and a gear ratio of i = 15. The drive speed is n = 900 min⁻¹.
Calculate the stroke speed v.
For verification: Spindle stroke design (opens in a new tab)
Selection Exercise: Determine the Size
The screw jack configurator on the TEA product page for screw jack elements guides you from lifting force to size in just a few steps.
Assignment
Use the configurator to find the size for 25 kN lifting force and 300 mm stroke.
Go to the Spindle Stroke Configurator (opens in a new tab)Flashcards: Linear Technology Terms
Eight technical terms from the glossary—click on the card (or press Enter or the spacebar) to see the definition.
Flashcards
Tap to see the definition.
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- Ball screw
- Precision linear motion element with a ball-bearing spindle that converts rotational motion into linear motion—with efficiencies exceeding 90%, it is significantly more efficient than conventional sliding screws. Source: Glossary “Ball screw”
- Lead
- The lead (also known as pitch) indicates how far the lead screw nut or carriage moves linearly during one complete revolution (360°) of the lead screw —it is the key design parameter for the force, speed, and precision of linear actuators. Source: Glossary “Lead”
- Axial play
- Axial mechanical clearance of a bearing or guide—the amount by which a component can be displaced in the direction of the shaft axis without requiring a significant force. Source: Glossary “Axial play”
- Self-locking
- A characteristic of a gearbox or worm gear drive whereby a load acting on the output side cannot cause the gearbox to rotate backward—an essential safety feature in hoisting and actuator systems. Source: Glossary “Self-locking”
- Linear Guides
- Linear motion guidance systems—available in profiled rail, round rail, or telescopic designs—are used wherever precise, low-backlash linear motion is required. Source: Glossary “Linear Guides”
- Dynamic load rating
- The dynamic load rating C is the load at which a guide or bearing series achieves a defined nominal service life (typically 100 km of travel). It is the key parameter in the L10 service life calculation: The higher the C value, the longer the service life at a given operating load. Source: Glossary “Dynamic load rating”
- L10 service life
- The L10 service life is the nominal service life (in kilometers of travel) that at least 90% of all guides in a series achieve without material fatigue. It relates the dynamic load rating C to the equivalent operating load P and is the standard parameter for the service life design of linear guides and rolling bearings. Source: Glossary “L10 service life”
- Zero backlash
- A state in which there is no measurable mechanical play in a drive element or guide—the fundamental prerequisite for high-precision positioning, minimal reversal errors, and maximum stiffness. Source: Glossary “Zero backlash”
All cards in this unit have been shown. The unknown ones are now in the review stack.
Case study: 2-metric-ton lifting table, 500 mm stroke
A customer in the intralogistics sector is planning a lift table for pallets with a load capacity of up to 2 t and a stroke of 500 mm. To prevent the platform from tilting during lifting, it is raised simultaneously at all four corners. The design engineer has narrowed the options down to two variants: four individual linear actuators, each electronically synchronized via the control system, or four screw jacks, which are mechanically driven by a single motor via drive shafts. He asks TEA which solution is technically more suitable.
Key Questions
- Is the lifting force of a single linear actuator (up to approx. 100 kN) sufficient for one-quarter of the 2-t load at one of four lifting points?
- According to the learning unit, which of the two systems can be synchronized mechanically, and which can only be synchronized electronically?
- Why is this relevant for a four-point-lift table?
View Worked Solution
1. Yes, clearly: With four lifting points, each corner bears only about a quarter of 2 t (approximately 5 kN per corner) in theory—which is well within the capacity of both a linear actuator (up to approx. 100 kN) and a screw jack. So the lifting force alone does not determine the outcome.
2. According to the learning unit, only the screw jack can be mechanically coupled via drive shafts or synchronous belt drives. According to the comparison table, linear actuators can only be synchronized electronically—which is explicitly described there as “more difficult.”
3. A lifting table with four lifting points must rise to exactly the same height; otherwise, the platform will tilt. The guide explicitly identifies mechanical shaft coupling as a robust solution for “synchronized multi-axis lifts,” such as those found in printing presses and automated storage systems. For this application, the screw jack with mechanical synchronization is therefore the recommended choice in the guide—even though the lifting force alone would be sufficient for both systems.
Technical basis exclusively: Linear actuator vs. screw jack (opens in a new tab)
Self-test
10 questions about this module—immediate feedback with explanations and source links. The module is considered complete if you score 7 out of 10 points or higher.
Self-test
10 questions for this module. You see right after each answer whether it was correct.
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Before each answer, you state how confident you feel. This helps distinguish knowledge gaps from uncertainty. It has no effect on the score.
Question 1 of 10
Advanced Topics (optional)
The four key guide articles in this module, in case you’d like to delve deeper. Reading them is not required for the learning units and self-test in this module.
8 Min. reading time
Properly Sizing Screw Jacks (opens in a new tab)7 Min. reading time
Linear Actuators: An Overview of Types (opens in a new tab)7 Min. reading time
Linear Actuator vs. Screw Jack (opens in a new tab)6 Min. reading time
Curriculum v0.1 (Beta) · As of 17.09.2026 · content carefully prepared and reviewed – final sign-off to follow