建立四指机械手数学模型,实现力与运动精准控制。
Mathematical Modeling Of Four Finger Robotic Grippers
- 基于绳索滑轮系统构建11自由度四指机械手动力学模型。
- 最大抓握力达250N,可稳定抓取1kg重物,所需最小钢丝直径0.86mm。
- 采用拉格朗日方法建模,适用于工业抓取与危险作业场景。
机器人夹持器是机器人系统中执行各类任务的末端执行器,广泛应用于工业生产和危险环境。本文针对印度贾米亚米尔亚伊斯兰大学机械工程系机器人实验室研制的四指机械手(含拇指)建立了数学模型。该夹持器为腱驱动结构,每根手指和拇指各有1个自由度,共11个自由度,采用绳索滑轮系统进行动力传输。主体材料选用5083系列铝合金。通过建立运动学、力分析与动力学模型,实现了对夹持器在X、Y方向位移及角度运动的控制分析。研究计算了最大抓取重量、所需力和转矩,并绘制了力-位移曲线:在250N以内呈线性关系,超过后出现非线性。当抓取最大1kg负载时,所需钢丝最小直径为0.86mm。采用能量法与拉格朗日方法建立了动态模型,求解了各指关节运动所需转矩。
原文摘要 · Abstract (English)
Robotic grippers are the end effector in the robot system of handling any task which used for performing various operations for the purpose of industrial application and hazardous tasks.In this paper, we developed the mathematical model for multi fingers robotics grippers. we are concerned with Jamia'shand which is developed in Robotics Lab, Mechanical Engineering Deptt, Faculty of Engg & Technolgy, Jamia Millia Islamia, India. This is a tendon-driven gripper each finger having three DOF having a total of 11 DOF. The term tendon is widely used to imply belts, cables, or similar types of applications. It is made up of three fingers and a thumb. Every finger and thumb has one degree of freedom. The power transmission mechanism is a rope and pulley system. Both hands have similar structures. Aluminum from the 5083 families was used to make this product. The gripping force can be adjusted we have done the kinematics, force, and dynamic analysis by developing a Mathematical model for the four-finger robotics grippers and their thumb. we focused it control motions in X and Y Displacements with the angular positions movements and we make the force analysis of the four fingers and thumb calculate the maximum weight, force, and torque required to move it with mass. Draw the force -displacements graph which shows the linear behavior up to 250 N and shows nonlinear behavior beyond this. and required Dmin of wire is 0.86 mm for grasping the maximum 1 kg load also developed the dynamic model (using energy )approach lagrangian method to find it torque required to move the fingers.
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