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Task Performance Metrics on Liquid Crystal Displays - Computer ...

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Dave BOCKUS and Jenny GUAY<br />

Fig. 2-<str<strong>on</strong>g>Task</str<strong>on</strong>g> 1 Screenshot<br />

The sec<strong>on</strong>d task simulated Fitts’ law,<br />

focussing <strong>on</strong> movement time in navigati<strong>on</strong>al<br />

tasks. A butt<strong>on</strong> is placed <strong>on</strong> the left center of<br />

the screen (Fig 3). After clicking <strong>on</strong> the<br />

leftmost butt<strong>on</strong>, a sec<strong>on</strong>d butt<strong>on</strong> appears to the<br />

right at a random distance. Clicking <strong>on</strong> the<br />

right butt<strong>on</strong> finishes the iterati<strong>on</strong>; the user<br />

must click the left butt<strong>on</strong> for the cycle to<br />

repeat. The positi<strong>on</strong> of the right butt<strong>on</strong> is a<br />

random distance to the left of the first butt<strong>on</strong>.<br />

The time it takes to navigate to and click the<br />

right butt<strong>on</strong> is recorded. The distance between<br />

the butt<strong>on</strong>s is recorded in pixels.<br />

Each task was performed under combinati<strong>on</strong>s<br />

of the different resoluti<strong>on</strong>s and sizes. Each<br />

task was performed using the 3 different<br />

m<strong>on</strong>itor sizes, and three resoluti<strong>on</strong>s. The<br />

target size was held at 32x75 pixels. Thus as<br />

resoluti<strong>on</strong> and m<strong>on</strong>itor size varied, so did the<br />

relative target size and distance to the target,<br />

in a proporti<strong>on</strong>ed setting. When analyzing the<br />

Fitts’ formulas, a c<strong>on</strong>stant (K) which<br />

represents proporti<strong>on</strong>al change in target size<br />

and distance between targets as m<strong>on</strong>itor size<br />

and resoluti<strong>on</strong> vary is represented as:<br />

ID =log2(2KA/KW) (1)<br />

This formula represents the index of<br />

difficulty, and illustrates how proporti<strong>on</strong>al<br />

change in distance and target size become n<strong>on</strong><br />

factors. The variable A is the amplitude and<br />

measures the distance between the two butt<strong>on</strong>s<br />

during each iterati<strong>on</strong>. The W is the width of<br />

the cross-secti<strong>on</strong> of the right butt<strong>on</strong> which was<br />

c<strong>on</strong>stant throughout the experiment. The<br />

c<strong>on</strong>stant K in formula 1 is eliminated allowing<br />

the ID to be unaffected by the scaling induced<br />

by screen size and resoluti<strong>on</strong>. Thus, the<br />

movement time MT now becomes the <strong>on</strong>ly<br />

independent variable. In order to determine an<br />

average index of performance (IP), as the task<br />

progresses, the average movement time,<br />

served as a measure of task performance. This<br />

index of performance is given as:<br />

A<br />

Fig-3 <str<strong>on</strong>g>Task</str<strong>on</strong>g> 2 Screenshot<br />

IP=ID/MT (2)<br />

Formula 2 then gives a standard forum in<br />

which to compare the effects of changing<br />

m<strong>on</strong>itor size and resoluti<strong>on</strong> (Mackenzie 1992).<br />

Post Experiment<br />

The participants filled out an exit<br />

questi<strong>on</strong>naire to determine which resoluti<strong>on</strong><br />

and size they preferred and how they felt the<br />

slight differences changed their task<br />

performance, as well as any complicati<strong>on</strong>s<br />

they ran into. The results were calculated<br />

according to the appropriate ratios for each<br />

task, and then were displayed in graphs and<br />

w<br />

7

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