A practical method for the deformation of long‐stroke hydraulic manipulators in grasping‐handling tasks

Abstract

Long‐stroke hydraulic manipulators are utilized in various grasping‐handling tasks, and the flexible deformation of these manipulators is the primary obstacle that affects precise position control of the end‐effectors in Cartesian space. This deformation is manifested in the following three aspects: joint deformation, structural deformation and clearance variation. Due to deformation uncertainty, methods that model the hydraulic manipulator as a combination of flexible multibody systems and hydraulic actuators are unsuitable. In this article, we propose an incremental inverse kinematics model (IIKM) as a new approach to solving the above deformation difficulties. The projection method is used to obtain the inverse kinematic analytical solution of long‐stroke hydraulic manipulators, which is based on the manipulator deformation in the current configuration (current configuration refers to the arrangement of the manipulator links when the manipulator starts to move to the target position). The proposed method avoids complex flexible multibody modeling and parameter identification, allowing long‐stroke hydraulic manipulators to be accurately controlled within a certain neighborhood. An evaluation coefficient is proposed to analyze the calculation accuracy of the IIKM in combination with the success rate obtained from 190 grasping experiments. Through these experiments, we determine the optimal calculation height range of the IIKM in the vertical direction and the optimal calculation position area in the horizontal direction and prove that the IIKM result can guarantee the success of grasping‐handling tasks when the end‐effector is within the optimal calculation height range.

Digitalization of the workflow management system of logging machines: efficiency assessment using the example of «Ponsse», «Komatsu», and «John Deere»

“…С целью решения вышеуказанной проблемы предложена модель обратной кинематики, в основе которой лежит его упругая деформация при расположении звеньев ГМ в начальном положении. Применение предлагаемой модели позволяет избежать сложного гибкого многозвенного моделирования и идентификации параметров, а также предоставляет возможность точно управлять ГМ с большим ходом в пределах заданной области пространства [11].…”