PBC Linear StepServo MKU IOT Technology NEW!

PBC Linear StepServo Technology Pre Engineered Systems New Update!

StepServo Closed Loop stepper technology

(IOT) – Internet of Things

PBC Linear Stages available with StepServo and IOT Technology

PBC Linear is proud to introduce its latest technology! The PBC Linear StepServo Technology is designed and available for the infamous Simo Series>>>, the MKU Series>>>, and the Compact Series>>>. The StepServo Technology comes pact with newly updated industrial features! Increasing productivity is created by greatly enhancing machine cycle acceleration, and an advanced closed loop servo control system in high torque stepper motors. Convenient PLC/HMI
is provided by the ModBus RTU. Optionally CANopen fieldbus is available on request, Please ask about more additional features by Contacting a PBC Linear RCS & Associates Representative!

Boost your (ROI) with the PBC Linear StepServo newly updated technology system today! This energy efficient all in one, cool running compact application will be added to our website’s PBC Linear webpage and Energy Efficient Products webpage. Enhanced with an option of the IP65 version, the StepServo is perfect of wet and or harsh environmental use.

IOT- Internet of Things - StepServo Technology - Pre Engineered Systems

PBC Linear MKU Series Ball Screw Driven Compact Series NEW!

The new MKU High Capacity Compact Ball Screw Series is stacked with long lasting cost saving feature. Easily mounting sensors is achieved by the compact aluminium slotted design, and comes with a class 7 ball screw for standard consult factory options. The MKU has a stout load capacity of 11200 N, and 1500 mm maximum stroke capability. Keeping things smooth is the 20 mm recirculating ball profile rail guide ways.

PBC Linear's MKU Series Ball Screw Driven Compact Series

Click on the image to download the PDF Brochure!

PBC Linear Stages available with StepServo and IOT Technology

PBC Linear Traditional Stepper vs. StepSERVO motors

PBC Linear The Internet of Things in Linear Motion

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