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Non-Holonomic Motion Planning & Legged Locomotion.

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Presentation on theme: "Non-Holonomic Motion Planning & Legged Locomotion."— Presentation transcript:

1 Non-Holonomic Motion Planning & Legged Locomotion

2 Last Time: RRT Configuration generator f(q,u) Build a tree T of configurations Extend:  Sample a configuration q rand from C at random  Pick the node n in T that is closest to q rand  Pick a control u that brings f(n,u) close to q rand  Add f(n,u) as a child of n in T

3 Last Time: RRT Configuration generator f(q,u) Build a tree T of configurations Extend:  Sample a configuration q rand from C at random  Pick the node n in T that is closest to q rand  Pick a control u that brings f(n,u) close to q rand  Add f(n,u) as a child of n in T Sampling strategy

4 Weaknesses of RRT’s strategy Depends on the domain from which q rand is sampled Depends on the notion of “closest” A tree that is grown “badly” by accident can greatly slow convergence

5 Unanswered Questions Probabilistically complete is a weak notion How fast does such a planner converge, and what characteristics of the space does it depend on?

6 Motion Planning for Legged Robots

7 Walking/Hiking/Climbing is a problem-solving activity  Each step is unique  Where to make contact?  Which body posture to take?  Which forces to exert?  Decisions at one step may affect the ability to perform future steps

8 HRP-2, AIST, Japan Humanoid Robots

9 Lunar Vehicle (ATHLETE, NASA/JPL)

10 Climbing Robot

11 Project Midterm Presentations 3/9 and 3/11 10 minute presentation  Describe project goals (be specific)  What milestones have you achieved so far?  Pictures, videos of work in progress  Timeline

12 IU Robotics Open House Part of National Robotics Week Friday, April 16 th More information forthcoming…

13 Readings – Legged Locomotion Bretl, Lall, Latombe, and Rock (2004) *Hauser and Latombe (2009)


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