Geek+ Autonomous Forklift demonstration at Shanghai CIIF 2018

Jul 14, 2026
Chinese top robotics maker Geek+ Robotics (Beijing Geekplus Technology) will be demonstrating its latest material handling automation solution comprised of moving robot, self-driving forklift, mechanical arms at CIIF (China International Industry Fair) in Shanghai, from September 19th to 23rd , 2018.
Since founded in 2015, Geek+ Robotics has been committed to leading the logistics revolution in the era of intelligence through robotic, big data analysis and the in-depth professional understanding of the supply chain. In its debut in CIIF, Geek+ announced that the demonstration will be an enlightenment of how a series of automatic industrial equipment collaborates with each other to cover each step of basic procedures in intelligent factory which involves in the integration of robot and automatic forklift, material handling by moving robots, stacking and unstacking.
Geek Moving System aims to replace the traditional AGV and reduce labor intensity by flexible material handling and simple production line deployment. Featuring in simple deployment, elegant industrial design, high-precise navigation and long-lasting battery life, and its compatibility with cage trolley traction, conveyor roller, lifting and human-machine interaction make Geek Moving System a perfect match in various scenarios of manufacturing such as raw-material's receiving and transfer, picking, loading and production line interface, especially suitable for consumer electronics and automotive manufacturing.
The other innovative equipment that Geek+ is going to showcase is called Automated Forklift. Unlike traditional forklift operated by people, Geek Automated Forklift has realized self-driving through SLAM navigation and is capable of automated storage and retrieval. Its sensors can detect the measurement and position of the goods on the shelves, pinpoint the pallet slots accurately and carry the goods to the appointed area under the instruction from the scheduling system which is independently d
