1999
DOI: 10.1017/s0263574799000946
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Optimal force distribution in multilegged vehicles

Abstract: The force distribution problem in multilegged vehicle is a constrained, optimization problem. The solution to the problem is the setpoints of the leg contact forces for a particular system task. In this paper, the efficient Compact QP method which takes into account both the linear and quadratic objective functions is adopted to resolve this constrained, optimization problem. Various objective functions such as minimum force, load balance, safety margin on friction constraints can be considered by the Compact … Show more

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Cited by 23 publications
(8 citation statements)
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“…To date, various methods for force distribution problems have been proposed. For example, methods based on a pseudo inverse matrix method [9], a linear programming method (LP method) [7], and a quadratic programming method (QP method) [23,24] were proposed. In this study, the standard QP method is applied to consider inequality constraints and a quadratic evaluation function as follows.…”
Section: Robot Dynamicsmentioning
confidence: 99%
“…To date, various methods for force distribution problems have been proposed. For example, methods based on a pseudo inverse matrix method [9], a linear programming method (LP method) [7], and a quadratic programming method (QP method) [23,24] were proposed. In this study, the standard QP method is applied to consider inequality constraints and a quadratic evaluation function as follows.…”
Section: Robot Dynamicsmentioning
confidence: 99%
“…다중결합 로봇 시스템 의 힘 분배 문제는 보행 로봇 제작에 대한 연구가 활발해지 기 시작한 1980년대 초부터 주목을 받아왔다 [4,5]. 현재까 지 발표된 힘 분배 문제에 대한 연구 결과들은 주로 정상적 인 동작을 하는 로봇에 대한 힘 분배를 제한 최적화 문제 (constrained optimization problem)로 해석하여 풀었다 [6][7][8][9]. 하지만 고장이 발생해도 보행을 계속할 수 있는 내고 장성 걸음새(fault-tolerant gait) [10,11] (6) 식 (3), (4), (6) …”
Section: 서 론unclassified
“…This method is also known as the minimum norm solution and has been used intensively in the control of legged robots (Gorinevsky and Shneider, 1990;Klein and Chung, 1987;Klein and Kittivatcharapong, 1990;Kumar and Waldron, 1988;Kumar and Waldron, 1990), More recently, some optimization methods have been proposed for solving the force-distribution problem that relay on criteria such as minimum force, load balance, safety margin or friction constraints (Chen et al, 1999;Zhou et al, 2000). These methods seem to be more practical than the pseudo-inverse method in terms of computation time.…”
Section: Foot Forces Along a Locomotion Cyclementioning
confidence: 99%