Stewart Platform

6-DoF sophisticated motion system for robotics and controls
ACROME Stewart Platform is a parallel robotic system with custom size options, could be used for advanced robotics concepts in academia and various applications in industry.
Stewart Platform can offer realistic simulations at six-axis owing to the high sensitivity of linear actuators, gyroscope, and a three-axis accelerometer. With the accessible and user-friendly components, it is suitable to simulate real systems such as flight simulators, machine tool technology, crane technology, mechanical bulls, precision platform positioning such as telescopes, antennas, and orthopedic surgery. Every unit of the Stewart platform is controllable independently with the modifiable open-source software and users can understand the effects of different controller types on the system. With the extensive courseware, users have the opportunity to learn essential aspects of robotics and easily cover controller design concepts.
LabVIEW, Real-Time (optional), FPGA (optional)
Altair Activate
Executable & GUI
LabVIEW, Real-Time, FPGA (optional)
LabVIEW, Real-Time, FPGA (optional)
API for External Control (Examples for LV, Matlab, Python)
* Different controllers may require
Local PC (Windows)
Local PC (Windows / Mac OS)
Remote Lab

Assembled and ready to control plant with the integrated power unit

Getting Started Program with rich Graphical User Interface for out-of-the-box user experience

Implementation of advanced digital control techniques

Fully compatible with MATLAB®/Simulink® and LabVIEW™

Parallel manipulator with six independent actuators

Current feedback for torque calculations

Platform’s position sensing by 6-DOF Gyro sensor

Precision-crafted chassis construction

Open source software architecture enables users to create their own real-time algorithms

Definition of a Robot
Parallel Manipulators and Stewart Platform
Uses of Stewart Platforms
Linear Actuator with Feedback
Six-Axis Gyro+Accelerometer
Motor Driver
ACROME Power Distribution Box
Joint Description
Inverse Kinematics
Mobility of Stewart Platform
General Considerations in Path description and Generation
Cartesian Space Schemes
Joint Space Schemes
Cubic Polynomials
Cubic Polynomials for a Path with via Points
Higher Order Polynomials
Linear Function with Parabolic Blends
Linear Function with Parabolic Blends for a Path with via Points

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How to customize formatting for each rich text

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*We offer customization in our product upon customer’s request.

Please Contact us for more information.

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