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Chapter 2. Prehension

Chapter 2. Prehension

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<strong>Chapter</strong> 5 - Movement Before Contact 125<br />

The amplitude of movement, A, is an extrinsic object property and the<br />

width of the target or target tolerance, W, is an intrinsic object<br />

property. Using a WATSMART system (Northern Digital, Waterloo),<br />

MacKenzie et al. (1987) measured the MT of the tip of the stylus, its<br />

time to peak resultant velocity, and the percentage of movement time<br />

after peak resultant velocity. When plotting MT against ID, a linear<br />

relationship is seen, replicating Fitts’ Law. There was a differential<br />

effect of target size and amplitude on these parameters. As seen in<br />

Figure 5.5a, in plotting ID vs the time before the peak resultant ve-<br />

locity (the acceleration time or phase), there was a noticeable effect of<br />

amplitude. For each target size, the acceleration time increased as the<br />

ID increased (primarily due to amplitude). For each amplitude, there<br />

was no effect of target size on the acceleration time. In Figure 5Sb,<br />

the data are normalized in order to examine the percentage of MT after<br />

peak resultant velocity (the deceleration phase). For each amplitude,<br />

this measure increased as the ID increased. That is, as the diameter of<br />

the targets became smaller, the percent of time spent in the deceleration<br />

phase of the movement increased. The value of peak velocity was<br />

scaled to the amplitude of movement; i.e., as the amplitude of<br />

movement increased, so did the value of peak velocity, although the<br />

relative timing of acceleration and deceleration components of the<br />

movement remained invariant for a given target size.<br />

These results indicate that the resultant velocity profile is not sym-<br />

metrical. Fitts’ Law states that the MT will increase as the target size<br />

decreases; here, it can be seen that the reason that the MT increases is<br />

because of a relatively longer deceleration phase for smaller target di-<br />

ameters. The results show that the time spent in the deceleration phase<br />

was predicted by ID as well or better than MT. This was not the case<br />

for acceleration time. Only movement amplitude affected the time to<br />

peak velocity. Thus, amplitude and target size effects were disasso-<br />

ciable in that the shape of the tangential velocity profile was a function<br />

of target size (accuracy), and the peak speed along the path of the tra-<br />

jectories was scaled according to movement amplitude.<br />

MacKenzie et al. (1987) found a systematic lengthening of the de-<br />

celeration phase of the tangential velocity profile with decreases in tar-<br />

get size, and operationally defined a lengthening of the deceleration<br />

phase as a ‘precision effect’. In contrasting our asymmetric velocity<br />

profiles with the shape invariance identified earlier by Atkeson and<br />

Hollerbach (1985), we noted that their subjects made unrestrained<br />

pointing movements in the dark without making contact with target<br />

surfaces. With full vision and room illumination, our subjects<br />

contacted target plates; our findings showed that impact velocity at

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