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Chapter 2. Prehension

Chapter 2. Prehension

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<strong>Chapter</strong> 6 - During Contact 235<br />

Figure 6.10 Hand about to grasp object. Two virtual fingers each<br />

apply a force in opposition to each other in order to hold the<br />

object. In order to lift the object, they must counteract the weight<br />

of the object. The object rests on a table, supporting the weight<br />

of the object.<br />

and the conditions for a stable grasp. In this section, these topics are<br />

explained.<br />

6.3.1 Force transmittal in robotics<br />

When two surfaces come into contact, they may move in order to<br />

maintain or break the contact. If there is sufficient friction between the<br />

two contact areas, then motion in directions resisted by the friction<br />

forces will not be possible. Formally, a contact is a collection of<br />

adjacent points where touching occurs over a contiguous area<br />

(Salisbury, 1985). A contact point is characterized by having a<br />

position (coordinates of the point), orientation (direction of the surface<br />

normal), and curvature (maximum and minimum radii of curvature).<br />

A contact normal is an outward-pointing surface normal tangent to the<br />

plane at the point of contact. Salisbury (1985) noted that different<br />

types of contacts are possible. Point contacts occur when the radii of<br />

curvature are very small, such as when two real fingers are used to<br />

grasp a basketball. Assuming that contact is maintained and assuming<br />

there is friction between the fingerpad and basketball, then each<br />

contact can be modelled as three different twists to specifv the relative<br />

motion of that fingerpad against the basketball. A twist is a six vector

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