3D Multifingered Caging and Partial Caging SATOSHI MAKITA (SASEBO NATIONAL COLLEGE OF TECHNOLOGY)
Outline
2
3D multifingered caging Motivation Classification
Sufficient
conditions
Planning
and Experiments
Partial caging Motivation Partial
caging by a prosthetic hand
3D Multifingered Caging
3
Motivation - beginning of 3D caging
Variation of 2D caging by multiple robots Caging
an object by two fingertips [Rimon 1996] Caging by three fingertips [Erickson 2003] Caging a concave object [Pipattanasomporn 2006] Caging manipulation by mobile robots [Wang 2002]
4
Motivation - beginning of 3D caging
3D caging by fingertips More
than three dimensional caging by multiple pointed fingers [Pipattanasomporn 2007]
-> Expansion to “real” linked robot hands (fingers)
5
Motivation - beginning of 3D caging
Caging by a multifingered robot hand Applicable
to real robot hands
6
Motivation - beginning of 3D caging
Related works Caging
grasps by a humanoid robot [Diankov 2008]
Grasping
objects with holes [Pokorny 2013]
Caging-based
[Maeda 2012]
grasping
7
Classification of caging patterns
Envelope-type Caging -> Sphere A
robot hand surrounds the object
8
Classification of caging patterns
Ring-type Caging -> Ring The
fingers of the hand are inserted to the hollow of the object
9
Classification of caging patterns
Waist-type Caging -> Dumbbell The
fingers are wound around the constricted part of the object
10
How to cage an object by a hand?
11
Problems Formulation Linked
->
robot ->
Sufficient conditions collisions Free C-Space
C-Obstacle
Difficult! Impossible to escape
[In the Real World]
Impossible to escape [In the Object C-Space]
Sufficient conditions - Caging a sphere
Sphere cannot escape from every face among robot fingers Trapezoid
face between finger bodies
Polygonal
face composed of fingertips
12
Sufficient conditions - Caging a sphere
Trapezoid face between bodies of robot finger
(dj: distance between j-th joints)
Polygonal face composed of fingertips
(rc: distance between fingertip and center axis)
13
Sufficient conditions - Caging a disk
Disk (circular plate)
Radius: rdisk
Thickness: tdisk
Robot Hand
N fingers
Disk cannot escape between robot fingers
Between joints or joint and fingertip
Between fingertips
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Sufficient conditions - Caging a disk
Between each joint and/or each fingertip
(dijkl: Distance between jth joint of ith finger and lth body of kth finger)
Between fingertips
15
Sufficient conditions - Caging a ring
16
A ring-like object cannot escape between fingertips p11
p21
Ring
Finger
p2j
Finger
p1j
p2,L+1 Sobj
p1,L+1
Sufficient conditions - Caging a dumbbell The constricted part cannot escape from the gap between fingertips The constricted part goes through the hollow region of the hand The disk-shaped part cannot escape from the ring-formed hand
17
Caging a Complex-shaped Object
18
Using simple shapes as shape primitives
Approximate by an inscribed simple-shaped object
Approximate by a combination of simpleshaped objects
Stamp tool -> a sphere and a disk
3D multifingered caging - Goal configurations -
19
3D multifingered caging - Goal configurations
Caging a stamp (sphere and disk)
20
3D multifingered caging - Motion planning -
21
3D multifingered caging by an arm/hand system
22
3D multifingered caging by an arm/hand system
23
Caging by a prosthetic hand (Simulation)
24
Caging by a prosthetic hand (in actual)
25
Partial caging ONGOING PROJECTS
Motivation - Why “partial” caging?
27
Difficulty to achieve “complete” caging Low
degrees of freedom
Relative
size between the object and the hand
Many robots…
Many fingers…
Motivation - Why “partial” caging?
To constraint the object in the incomplete cage as far as possible
28
Motivation - Why “partial” caging?
29
Related works Tests
of partial cage quality [Makapunyo 2013] By path searching
Gravity
caging [Jiang 2012]
Gravitational force
Partial caging by a prosthetic hand
30
Partial caging by a prosthetic hand
31
Conclusion
32
3D multifingered caging Derivation Motion
of sufficient conditions
planning
Introduction (Complete
of partial caging
or partial) caging for prosthetic hands
References
33
http://www.sasebo.ac.jp/~makita/ S. Makita et al.: “3D Two-Fingered Caging for Two Types of Objects: Sufficient Conditions and Planning,” Int. J. of Mechatronics and Automation, (to appear) S. Makita et al.: ”Geometrical constraint in Graping,” IROS Workshop: Beyond Robot Grasping - Modern Approaches for Learning Dynamic Manipulation, 2012. S. Makita et al.: “Motion Planning for 3D multifingered Caging with Object Recognition using AR Picture Markers,'' IEEE ICMA, 2158-2164, 2012. S. Makita and Y. Maeda: ”3D Multifingered Caging: Basic Formulation and Planning,” IEEE/RSJ IROS, 2697-2702, 2008.
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