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성영휘,서현세,Sung, Young-Whee,Seo, Hyeon-Se 한국융합신호처리학회 2012 융합신호처리학회 논문지 (JISPS) Vol.13 No.2
기존의 4족 보행 로봇에서의 다리 부착 위치는 말, 사자 등의 동물에서 볼 수 있는 것과 같은 형태로서 사람들에게 익숙한 형태이기 때문에 외관상 자연스러우나 보행의 안정성, 보행의 속도 등 보행의 관점에서는 비효율적인 측면이 있다. 본 논문에서는 자연계에는 존재하지 않는 형태로서 보행이 효율적으로 이루어지도록 네 다리를 몸체에 부착한 형태의 4족 보행 로봇에 대하여 기술한다. 제안된 4족 보행 로봇은 로봇의 진행 방향에 대하여 좌우 다리와 전후다리를 갖는다. 일반적인 구조의 4족 보행 로봇은 정적인 보행을 하기 위하여 항상 세 다리가 지면에 닿아야하고 로봇의 무게 중심을 로봇 진행 방향에 대하여 좌우로 이동시켜주어야 한다. 또한 보행 속도를 높이기 위해서는 두 다리만 동시에 지면에 닿는 동적인 보행을 수행하여야 하는데 이는 제어하기가 쉽지 않고 사용된 모터의 특성에 따라서는 동적인 제어가 불가능할 수도 있다. 반면 제안된 로봇은 정적인 보행에서도 두 다리를 동시에 이동할 수 있어 보행의 안정성과 효율성을 크게 향상시켰다. Most of the existing multiped walking robots are biomimetic, i.e. they are designed to have the shapes of living things such as animals or insects. Even though those robots are familiar to us, they have some drawbacks in the view point of walking efficiency such as stability and walking speed. In this paper, we introduce a quadruped walking robot that can perform fast and stable walking by virtue of its distinctive leg positions. The proposed quadruped robot has a foreleg, a hindleg, a left leg, and a right leg. In the conventional robots, dynamic walking is needed to increase walking speed. Dynamic walking is difficult to be accomplished and is apt to be unstable. The proposed robot can move its legs in a manner that its center of gravity is always laid in the supporting polygon, so it can perform fast and stable walking without dynamic walking.
성영휘(Young Whee Sung),주백석(Baeksuk Chu) 대한전기학회 2012 전기학회논문지 Vol.61 No.12
In this paper, we focus on a robotic sealing process in which three robots are used. Each robot can be considered as a 7 axis redundant robot of which the first joint is prismatic and the last 6 joints are revolute. In the factory floor, robot path planning is not a simple problem and is not automated. They need experienced operators who can operate robots by teaching and playing back fashion. However, the robotic sealing process is well organized so the relative positions and orientations of the objects in the floor and robot paths are all pre-determined. Therefore by adopting robotic theory, we can optimally plan robot pathes without using teaching. In this paper, we analyze the sealing robot by using redundant manipulator theory and propose three different methods for path planning. For sealing paths outside of a car body, we propose two methods. The first one is resolving redundancy by using pseudo-inverse of Jacobian and the second one is by using weighted pseudo-inverse of Jacobian. The former is optimal in the sense of energy and the latter is optimal in the sense of manipulability. For sealing paths inside of a car body, we must consider collision avoidance so we propose a performance index for that purpose and a method for optimizing that performance index. We show by simulation that the proposed method can avoid collision with faithfully following the given end effector path.
成永輝(Young Whee Sung),趙東權(Dong Kwon Cho) 대한전기학회 2007 전기학회논문지 Vol.56 No.1
This paper describes a redundancy resolution based method for determining an optimal initial configuration of a humanoid robot for holding an object. There are three important aspects for a humanoid robot to be able to hold an object. Those three aspects are the reachability that guarantees the robot to reach the object, the stability that guarantees the robot to remain stable while moving or holding the object, and the manipulability that makes the robot manipulate the object dexterously. In this paper, a humanoid robot with 20 degrees of freedom is considered. The humanoid robot is kinematically redundant and has infinite number of solutions for the initial configuration problem. The complex three-dimensional redundancy resolution problem is divided into two simple two-dimensional redundancy resolution problems by incorporating the symmetry of the problem, robot's moving capability, and the geometrical characteristics of the given robot. An optimal solution with respect to the reachability, the stability, and the manipulability is obtained by solving these two redundancy resolution problems.