Hexapods — six-legged parallel-kinematic machines — are quickly gaining ground in a broad range of industrial automation applications after “learning” how to directly communicate with PLC or CNC controllers via Fieldbus interfaces. As far as the semiconductor and electronics industry, automobile industry, and precision assembly are concerned, many production processes have become inconceivable without them. Today, the six-axis positioning systems are available with load capacity from 2 kg to 2000 kg, and travel from 10 to hundreds of millimeters while maintaining submicron precision. Hexapods are used for aligning the smallest optical components in the latest silicon photonics production processes, for controlling automated labeling machines, and positioning entire body parts for automotive production. The intrinsic hexapod features contribute to a wealth of new possibilities in robotics.
There are two methods of constructing multi-axis positioning systems: serial kinematics and parallel kinematics. Stacked serial kinematic systems are easy to design and control; however, there are a number of drawbacks compared to the more powerful and elegant group of parallel kinematic machines.
Parallel Kinematics and Their Advantages
Each actuator in a serial-kinematic multi-axis system is assigned to exactly one degree of freedom. When position sensors are integrated, they are also each assigned to one drive, and only measure the motion on the corresponding positioning axis. Any undesirable motion in the other five degrees of freedom that occur, for example, as a result of guiding errors of the individual axes, cannot be detected or compensated. In a hexapod, however, all actuators directly drive the same platform. The accumulation of drive train and guiding errors — common with stacked systems — does not occur with well-designed parallel kinematics.
Hexapods also have no dragged cables, reducing friction or torque on the motion platform while increasing lifetime. In addition, hexapods are stiffer, more compact, and together with a significantly reduced inertia (moving mass), can provide faster response and settling resulting in higher dynamics, repeatability, and accuracy.
Mechanics, Controls, and Software
The mechanical design is critical for stiffness, accuracy, repeatability, and lifetime. Many details (such as spherical rolling joints) that seem like a good idea at first glance turn out to be a dead end. The flexibility and versatility depends on the controller and software.
For example, unlike with serial kinematics, if you want to move a platform in just one axis, the controller has to change the individual lengths of each strut — some will extend and some will contract. The required coordinate transformations and path calculations need a powerful controller capable of running hundreds of thousands of operations per second, because there is no linear dependence on the current coordinates. The stiffest mechanical designs are based on cardanic joints with an offset between the axes, making the math even more complex.
Generally, there is no analytical solution, and CPU-intensive, iterative algorithms are required to recalculate the complex hexapod kinematics for each step. All of this is transparent to the user, who does not need to worry about implementing the hexapod kinematics on the PLC. A dedicated digital hexapod controller serves motion with sub-micron precision by tightly controlling each actuator in real time. Linear and rotary motion of the platform is simply commanded in Cartesian coordinates.
An essential feature of the hexapod system allows the adaptation of both the position and the alignment of the reference coordinate system and the pivot point by simple software commands. To adapt the trajectory perfectly to the requirements of the application, work and tool coordinate systems can be defined referring to the position of the workpiece or tool. This function saves valuable time in industrial automation and photonics alignment tasks.
All PLC standard language functions are available for controlling the hexapod systems; the controller communicates with the hexapod via a standard protocol. Established Fieldbus protocols, such as EtherCAT or ProfiNET, are available for this purpose; additional RS- 232 and TCP/IP interfaces are integrated as well. With the help of these interfaces, it is possible to exchange time-synchronized data, such as target and actual positions or status information, in real time both with the hexapod system and any other components in the network.
In a typical automation application, the corresponding Cartesian target positions, or trajectories, are generated by a master controller (e.g., a standard software PLC with TwinCAT) and transmitted to the hexapod system via the EtherCAT protocol or similar, and in return, the actual positions and status information can be polled. System parameters such as the center of rotation and the coordinate systems can also be conveniently configured. The hexapod system behaves as an intelligent multi-axis drive on the bus.
Examples in Manufacturing and Quality Assurance
The areas of application for the versatile hexapods are broad because there is no difference between precision positioning of semiconductor components, or mechatronic components or heavy loads.
For example, automated 6D alignment systems take care of important tasks during testing and manufacturing of accessories for MEMS (microelectromechanical systems) camera sensors and photonics components, including the alignment of optical fibers and fiber arrays, and the production of optical lenses.
Further applications can be found in the “classical” industrial environment, such as material processing, when several axes are required, or inspection systems in the automobile industry. Precision alignment on several axes can also be important for heavy objects, such as mirrors and reflectors in large telescopes, precisely positioning and aligning patients to a radiation source for tumor diagnosis and therapy, or inspection systems for large-format flat panels.
Hexapods can carry loads up to 2 tons at any orientation and if required, be mounted upside down. Because the maximum permissible load of a hexapod system depends on various parameters, such as the mounting position, the center of gravity of the load, and the current position, suitable simulation programs are supplied that enable convenient setup. They also allow easy determination of workspace and motion limits, depending on the selected center of rotation or the current position.
Fast Motion and Scanning
Motion simulators make high demands on motion dynamics. They repeatedly perform defined motion cycles; for example, for quality assurance and function monitoring of products in mobile use. Typical examples of this include inspection systems for acceleration or gyroscopic sensors like those used in smartphones, cellphones, and cameras for detecting changes in position. They are tested by means of a specified motion pattern.
Similarly, this applies during testing of image stabilization systems in cameras when the algorithms and mechanics are tested for effectiveness. For this, precise, repeatable, natural, and artificial motion must be simulated with the same dynamics and accuracy on all linear and rotary axes. Hexapods are predestined for these tasks.
This article was written by Dr. Markus Frietsch, R&D Department, Software & Applications at PI (Physik Instrumente), Auburn, MA. For more information, Click Here .