A set of 8″ (203mm) Heavy Duty Industrial Mecanum Wheel with Load Capacity 600KG – NM203A
Nexus Industry Omni and Mecanum wheels are designed for heavy-duty tasks. Each High-strength wheel hub and great-quality material ensure the series an excellent performance. Nexus Industry Omni wheel and Mecanum wheel series Omni wheel also adapt to various indoor and outdoor occasions.
It can be used in the industry. Install on the heavy-duty Omni moving platform to make the platform rotate to Omni directions. And it is mainly used in industry, workshops, AGV, and so on. It can even be used on stage show equipment.
Mecanum wheel, also known as iron wheels. It is a conventional wheel with a series of rollers attached to its circumference. These rollers have an axis of rotation at 45° to the plane of the wheel in a plane parallel to the axis of rotation of the wheel. Depending on each wheel’s direction and speed, the resulting combination of all these forces produces a total force vector in any desired direction, thus allowing the platform to move freely in the direction of the resulting force vector without changing the wheels themselves. Thus, it is perfect for tight space.
Benefits
- Compact size
- High load capacity
- Add Omni direction capabilities to your vehicle
Application
- Robotics
- Wheelchair
- Transfer vehicle
Specifications
- Diameter: 203mm (8inch)
- Width: 103mm
- Number of Rollers: 8
- Number of Plates: 2
- Body material: Aluminium alloy
- Roller material: Aluminum core with Polyurethane coated
- Net weight: 8kg*4
- Load capacity: 600kg/set
Characteristic
The four Mecanum wheels are each connected to a motor for independent control. The robot can move forward, reverse and spin just like four regular wheels. The configuration of rollers at 45° also allows the robot to translate sideways and, through a combination of these, in any direction (even while spinning!). We split the force into two vectors, one forward/backward and one right/left. When the wheels on one side are spun in opposite directions, the forward and backward vectors cancel out while both sideways add up. Doing the reverse with the other two wheels results in four added sideways vectors.
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