As the core component of precision transmission, the optimal performance of a ball screw is inseparable from the precise coordination and collaborative operation with key components such as support bearings, servo motors and linear guides. A successful transmission system is the perfect integration of mechanics, electronics and control.
Today, I will systematically explain the principles and methods for the coordinated operation of ball screws and their core components. My core philosophy is as follows: the coordination of a ball screw system is essentially about building a precision kinematic chain featuring clear force flow, rational constraints, and dynamic stability, with its core objective being to achieve efficient, accurate, and reliable transmission of power from the motor to the load.

To put it plainly, the core of coordinated operation is to configure corresponding components for the ball screw according to its force-bearing characteristics (mainly withstanding axial forces), so as to rationally constrain its six degrees of freedom and achieve efficient power transmission. This includes: axial positioning, radial support, power input, linear guidance, and motion control.
When you need to design or maintain a complete linear motion system, understanding how each component works in coordination with the screw is the cornerstone of ensuring the performance and service life of the equipment.
Fixed End (Drive Side): Use paired angular contact ball bearings with preload applied to withstand bidirectional axial and radial forces, achieving axial positioning of the ball screw.
Supported End (Non-drive Side):Use deep groove ball bearings or plain bearings to withstand radial forces only, while allowing the screw to expand and contract freely axially to compensate for thermal expansion.
Cooperative Role: The bearing housing provides the screw with a precise rotation center and stable axial/radial constraints.
Cooperative Role: The motor provides the system with primary power and precise angular displacement control.
Cooperation Method: Connect the motor shaft and the ball screw shaft via a high-rigidity coupling (e.g., diaphragm coupling).
Core Requirement: Accurate alignment must be performed with a dial indicator to ensure strict coaxiality between the motor shaft and the screw shaft (radial and angular deviations are generally required to be ≤ 0.05 mm); otherwise, vibration and noise will occur.

Cooperative Role: The linear guide assembly bears all radial forces and overturning moments, ensuring that the worktable moves only along the preset axis and that the ball screw is subjected to pure axial forces alone.
Cooperation Method: The ball screw nut is connected to the worktable via a flange, and the bottom of the worktable is mounted on the guide rail sliders.
Core Requirement: It is imperative to ensure the parallelism between the screw axis and the guide rail axis in both horizontal and vertical directions (generally required to be ≤ 0.02 mm per full length); otherwise, it will lead to screw binding and accelerated wear.
Cooperative Role: The CNC system (Computer Numerical Control) or motion controller acts as the brain, the servo driver as the nerves, and the servo motor as the muscles.
Cooperation Method: The controller issues position and speed commands.
The servo driver drives the motor to execute these commands with precision.
An encoder mounted on the motor end constitutes a semi-closed loop system; additionally, installing a linear scale on the worktable can form a fully closed loop system, which directly detects the load position and achieves the highest precision.

5.Practical Insights: The "Floating Connection" Principle
When connecting the nut flange to the worktable, there is one crucial technique to follow: never fully tighten the screws in one go! First, lightly fasten the screws to leave a small floating clearance, then run the worktable back and forth along the entire length of the guide rail several times. This allows the nut to self-align concentrically and eliminate installation stress. Finally, uniformly tighten the screws in a diagonal sequence. This is the key to ensuring smooth system operation free from excessive internal stress.
III. Common Problems in Coordinated Operation

General machine tools and automated equipment: Class C7.
CNC machine tools and precision equipment: Class C5.
High-precision machine tools and measuring equipment: Class C3.
A rule-of-thumb formula: Equipment target positioning accuracy ≈ Ball screw target travel tolerance (eₚ) × (1.5 ~ 2).
Conclusion: Achieving the optimal coordinated operation of ball screws with various components is an integrated technology that combines mechanical design, precision measurement, and motion control. It requires engineers to adopt a systematic mindset—they should not only be capable of selecting individual components but also gain insight into the interactions between these components, ultimately building a high-performance transmission system that delivers synergistic effects greater than the sum of its parts.