17.01.2013 Views

Chapter 2. Prehension

Chapter 2. Prehension

Chapter 2. Prehension

SHOW MORE
SHOW LESS

You also want an ePaper? Increase the reach of your titles

YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.

<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

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!