Target Size Study for
One-Handed Thumb Use on Small Touchscreen Devices
Amy K. Karlson, Benjamin B. Bederson
This paper describes a two-phase study conducted to determine optimal target sizes for one-handed thumb use of mobile handheld devices equipped with a touch-sensitive screen. Similar studies have provided recommendations for target sizes when using a mobile device with two hands plus a stylus, and interacting with a desktop-sized display with an index finger, but never for thumbs when holding a small device in a single hand. The first phase explored the required target size for single-target (discrete) pointing tasks, such as activating buttons, radio buttons or checkboxes. The second phase investigated optimal sizes for widgets used for tasks that involve a sequence of taps (serial), such as text entry. Since holding a device in one hand constrains thumb movement, we varied target positions to determine if performance depended on screen location. The results showed that while speed generally improved as targets grew, there were no significant differences in error rate between target sizes ≥ 9.6 mm in discrete tasks and targets ≥ 7.7 mm in serial tasks. Along with subjective ratings and the findings on hit response variability, we found that target size of 9.2 mm for discrete tasks and targets of 9.6 mm for serial tasks should be sufficiently large for one-handed thumb use on touchscreen-based handhelds without degrading performance and preference.
Categories and Subject Descriptors
H5.m. Information interfaces and presentation (e.g., HCI): Miscellaneous.
Measurement, Design, Experimentation, Human Factors.
One-handed, mobile devices, touch screens, keypads, key size.
Powerful handheld devices are rapidly paving their way as people's personal trusted devices. This trend is visible in the increasing capabilities of smartphones and PDAs, enabling these devices to be used for an ever-increasing variety of tasks. Interface designs that allow tasks to be performed one-handed can offer a substantial benefit by freeing a hand for the variety of physical and attentional demands common to mobile activities . Furthermore, the prevalence of one-handed thumb-based device operation has been confirmed through the study of device users under mobile scenarios . With their compact form, numeric keypad-based devices may be the design on the market that best supports the physical requirements for one handed use; however, generalized interaction with such devices is limited to keypad mapped menus and directional navigation, which has proven to be neither user-friendly nor efficient. Touch-sensitive screens, on the other hand, offer greater flexibility for software design, but their interfaces are traditionally designed for pen-based interaction requiring two hands. Even models which include an integrated miniaturized QWERTY keyboard are unwieldy for single-handed use and control due to their wide form factors and small keys.
However, some research towards one-handed thumb use of touchscreen-equipped handhelds has been conducted recently. Karlson et al. designed two interfaces to investigate interaction models for generalized single-handed use of a PDA; AppLens used thumb gestures for controlling an input cursor indirectly, while LaunchTile supported direct manipulation using thumb-sized targets . Nesbat designed the MessagEase text entry system for small devices , which included a scalable soft keypad implementation that could be operated with a single hand.
Although LaunchTile and MessagEase both presented targets for direct thumb interaction, the studies of these designs did not focus on how large the targets should be. Because touchscreen widgets compete with other information for limited screen space, it is desirable to keep the dimensions of interaction targets as small as possible without degrading performance or user satisfaction. Previous studies have determined optimal target sizes for interaction with a stylus on a handheld as well as for index fingers on a desktop-sized display . But to the best of our knowledge, none have considered one-handed thumb use of touchscreen-equipped handhelds.
Our goal is to develop analogous guidelines for interaction targets that maximize performance and preference during one-handed thumb-use of touchscreen-based devices. We have therefore designed and conducted a two-part study to investigate the interaction between target size and task performance, considering first single-target (discrete) and then multi-target (serial) tasks. We expect guidelines derived from the experimental results will help inform future research on interfaces designed to support one-handed use of small touchscreen-based devices.
A number of studies that consider appropriate target sizes for touchscreen use have already been conducted both for PDAs [2,9,10,11,18] and desktop-sized touch-sensitive displays [3,16]. Unfortunately, recommendations from studies conducted to date are not strictly applicable to our work. Although previous PDA studies target the same platform we do, they focus on two-handed stylus input rather than single-handed thumb input. Studies that address desktop-sized displays, on the other hand, do consider finger-based interaction, but recommendations cannot be directly applied since (1) the tip of an index finger is typically smaller than that of a thumb, and (2) users of desktop displays do not have to hold the device as well as interact with it, and thus have different motor constraints than users of PDAs.
Investigations into appropriate target sizes for stationary tasks on a PDA using a stylus have drawn different conclusions about whether target size affects performance. MacKenzie and Zhang  found no difference in text entry rates between two QWERTY-based virtual keypads, one with 6.4 mm wide keys and the other with 10mm wide keys. While these targets are fairly large for stylus entry, Sears and Zha  confirmed and extended this finding for keys from 2.6-4.4 mm wide. However, in studying single-target selection tasks for targets between 2-5 mm, Mizobuchi  generally found speed and error rate improved with increases in key size, and though Brewster  was specifically interested in the interaction between target size and audio feedback on performance, he too found a significant improvement in throughput when targets increased from 2.5 to 5 mm.
While these results seem contradictory, they are both consistent with Fitts’ model for motor movement , which defines movement time (MT) with respect to the distance to (or amplitude, A) and size of (W) the target as:
MT = a + b (ID) (1)
The constants a and b have been described as representing efficiency of the pointing device in question (here, the stylus on a PDA), while the index of difficulty, (ID), defined in  as log2(A/W + 1), embodies the intuition that targets are harder to hit the farther they are, but easier to hit the larger they are. Thus the lower a target’s index of difficulty, the easier (faster) it will be to hit. In the text entry studies of MacKenzie and Sears, the keypads scaled uniformly, which maintained constant IDs across changes in key sizes; since IDs were equal in each condition, it makes sense that performance rates were also the same. However the task designs of Mizobuchi and Brewster varied only target size, not distance, so IDs were not the same across conditions. Thus here, too, the results are consistent with Fitts’ Law, which would have predicted the smaller targets would be more difficult, and thus slower to hit.
In an experiment carried out by Himberg et al. , subjects used the thumb of their primary hand for interacting with a soft keypad located at the edge touchscreen-enabled laptop PC. The laptop had phone back covers attached to the back of the display in order to make the interaction more similar to one-handed use of a handheld. However, instead of studying accuracy and performance for different sized targets, their goal was to explore the viability of soft keypad adaptation and the experiment was not specifically designed to account for speed of entry.
When desktop-sized touchscreen displays entered popular use, early studies were designed to better understand interaction with the new technology. Sears and Shneiderman showed novel selection strategies, such as delaying selection until the user removed his finger from the surface (lift-off), could offer access speed and accuracy that rivaled the mouse for targets as small as 1.7x2.2 mm . Even so, selection times were fastest and error rates lowest for the largest targets tested (13.8x17.9 mm). In a later study of touchscreen-based keyboards, Sears et al.  investigated the interaction between key size and typing speed. Keys were sized between 5.7 mm and 22.5 mm, arranged in a QWERTY layout, and selected using any finger(s) from either hand. They found text entry rates increased with key size for both novice and experienced users, and that novices made significantly fewer errors on the largest keyboard vs. the smallest.
Recently Colle and Hiszem  manipulated size and spacing of targets for a touch-sensitive kiosk display, using a similar design to . In their experiment the participants used their right hand index finger to interact with the display. Just as in , they found that between 20 mm and 25 mm offer the users the best balance among speed, accuracy and preference. Unfortunately, for handhelds with limited screen space, these target sizes would be too large, so obviously different guidelines have to be determined for thumb use on a small handheld device.
Motivated by the requirement for efficient text and numeric entry, the majority of previous investigations into optimal target sizes have preferred experimental designs modeled after data entry tasks. However, Colle and Hiszem  presented interesting results that while error rate decreased when targets increased from 10 mm to ³15 mm for strings of lengths 4 and 10, the error rate remained constant for strings of length 1. This finding suggests that there is a difference between tasks that require selection of a single target (e.g., selecting a button, checkbox, or menu alternative), and those comprising a rapid sequence of selections (e.g., text or numeric entry). One possible explanation for the differences observed might be that users traded accuracy for speed when they anticipated a large number of selections, taking more care when the task involved only a single selection. This is supported by the fact that for all target sizes, users spent more time per character for strings of length 1.
For the purposes of our work, we term the single target selection tasks discrete, and multiple target selection tasks serial. Since both types of tasks are common to touchscreen interaction, we developed a two-part study to investigate optimal target sizes for each type of task: the discrete target phase consisted of tasks involving a single target selection, most similar to real-world tasks of clicking a button or selecting a menu alternative; the serial target phase presented users multiple-target tasks most similar to real-world data entry tasks such as numeric or text entry. Because of the limited extent and mobility of the thumb while grasping the device, for each phase we also took the location of the target on the screen into account, which has not been addressed in the previous studies for PDAs.
Colle and Hiszem  identified two metrics for evaluating tap accuracy. One approach is to vary the target size experimentally and then reason about viable target sizes according to hit rate. The second approach offers users small fixed-sized targets and instead derives a required target size from the raw hits distribution. The benefit of the second approach is that it also reveals hit bias with respect to the target location. Since our primary goal is to capture user accuracy in hitting actual interface objects, we modeled both phases of our study after the first approach of varying target sizes. However, for the benefit of understanding how screen location may affect error rate, and hence target size, we also tracked and report on actual tap locations.
The study was divided into two phases. After completing an initial questionnaire to collect demographics and prior device use, the participants performed the discrete target phase followed by the serial target phase. After each phase, participants recorded subjective ratings of the interaction experience. Performance was assessed by both speed and accuracy of task completion across various target sizes and locations. The total session time, including instruction, both data collection phases and all questionnaires, was approximately 45 minutes.
participants (17 male, 3 female) were recruited via e-mail announcement and
fliers posted in the Department of Computer Science at the
Hand width and thumb length were recorded for each participant. Thumb length varied between 99 and 125 mm (m=115 mm, σ = 5.75), and hand width varied between 75 and 97 mm (m=88 mm, σ = 6.08).
Both phases of the experiment were performed on an HP iPAQ h4155 measuring 7.1 x 1.4 x 11.4 cm with an 8.9 cm screen, measured diagonally. The display resolution was 240x320 pixels with 0.24 mm dot pitch. The study interface and control software was developed using the Piccolo.NET graphics toolkit [1,14].
The goal of the discrete target phase was to determine size recommendations for widgets used for single-target tasks, such as activating buttons, radio buttons and checkboxes.
This phase of the study used a 5 (target sizes) x 9 (locations) x 5 (repetitions) within subjects design. Target sizes were 3.8, 5.8, 7.7, 9.6 and 11.5 mm on each side. We performed pilot studies to determine the appropriate target sizes for the study. Since standard widget sizes range from 2.64 mm (radio buttons) to 4.8 mm (buttons), 3.8 mm represents an average target size for existing devices. Pilot studies indicated that performance rates leveled off for target sizes greater than 11.5 mm and thus represented the largest practical recommended size for singular targets.
Nine target locations were defined by dividing the display into a 3x3 grid of equal-sized cells. For each trial the target was located in the center of one of the nine cells.
Each target size (5) was tested 5 times in each of the 9 regions for a total of 225 trials. Trials were distributed across 5 blocks. With the first five participants, the sizes and locations of the targets were accidentally randomized across all blocks, but after minor modifications to the software for both phases, the sizes and locations of the targets were randomized within each block to ensure that each size x location combination was tested once per block.
The participant’s task for each discrete target trial was to tap an initial start position and then the target to be selected. All tasks were performed standing and one-handed, using only the right hand thumb for the interaction with the touchscreen. The participants were instructed to perform the tasks as naturally as they could, favoring accuracy to speed.
For each trial, the start position was indicated by a large green button designed to be easy to select, but from which movement distance could be measured (Figure 1). The distance between the green button and the target was constant for all tasks, while the relative location of the green button varied depending on the region in which the target was positioned. To standardize movement direction across trials, the green start button was located either directly North or South of the target, so chosen because North↔South movement better matches the thumb’s natural axis of rotation than East↔West movement. If the target was located in the first row of the grid, the green button was located in the cell below the target. Otherwise, the green button was located in the cell above the target.
Two issues arose in the design of the tap target. First, our pilot studies indicated that lone targets were perceived easier to tap than those near other objects. To address this issue, we surrounded each intended target by ‘distractor’ targets. This meant participants were required not only to hit a target, but also avoid others. In addition, the design provided an interface closer to real world applications which often present multiple widgets close to each other instead of one single target on the screen. Our second concern was that the constant distance between each start location and target meant that users could conceivably adopt a routine or preprogrammed movement for task completion rather than as a result of explicit aiming. Here, too, the distractor targets were of value. Although the relative position of the target with respect to the start position never changed, the distractors were presented in randomized locations around the target, which promoted a sense that the participant was not moving the same exact distance and in the same direction for each trial.
In each trial, the intended target was designated with an ‘x’, while the distractors were labeled with other alphabetic characters. At the start of a trial, the target and all distractors were displayed with a white background and light-gray lettering, so as to deemphasize the target, and discourage the locating of the target preattentively before the start of the trial (Figure 1a). When the start button was tapped and released, labels turned black and keys turned pink to draw attention to all on-screen objects (Figure 1b).
Motivated by prior success of the lift-off strategy in touchscreen selection tasks  and current use for standard interface widgets of Pocket PC operating systems, the lift-off selection strategy was used in the study. Thus the locations of the participants’ on-screen selections were recorded upon thumb release; a successful target selection required that both the tap and release positions were located within the target area. Target taps could also be cancelled by dragging the thumb outside of the target area before the release, similar to the method allowed for canceling widget actions on the Pocket PC.
To ensure visual search was not impacted by the variability of white space surrounding labels as targets changed size, font sizes were scaled with target sizes. Because of limited screen space and evidence that performance is unaffected by key spacing (e.g., ), we used 0 mm edge-to-edge spacing between targets and distractors. Participants were provided with both auditory and visual feedback when touching targets. The ‘x’ target was highlighted in red upon thumb contact (Figure 1b), and both success and error sounds were played upon thumb release to indicate whether the target was hit successfully or not. If a tap was cancelled no auditory feedback was given.
The discrete target phase began with a practice session, which consisted of one block of trials: targets were presented once at each size in each location, for a total of 45 trials. After the practice session, users completed the five official trial blocks, followed by a subjective preference questionnaire.
Application logs recorded the time between the start (first) tap and target (second) tap, the absolute position of the second tap, and trial success or failure. After completing all trials, the participants were asked to rate how comfortable they felt tapping the target ‘x’ in each region of the screen using a 7-point scale (1 = uncomfortable, 7 = comfortable), as well as which target size was the smallest they felt comfortable using in each region.
The goal of the serial target phase was to evaluate required key sizes for widgets used for text or numeric entry.
The serial target phase was a 5 (target sizes) x 4 (locations) x 5 (repetitions) within subjects design. Target sizes were 5.8, 7.7, 9.6, 11.5, and 13.4 mm with 0 mm edge-to-edge spacing. Target sizes were similar to those of the discrete target phase, except due to previous findings that error rates tended to increase for sequential selections , the smallest target (3.8 mm) was removed and an even larger target (13.4 mm) added. To study the effect of location on task performance, four regions were defined by dividing the screen into a 2x2 grid.
Each of the target sizes (5) were presented 5 times in each of the 4 regions for a total of 100 trials. As in the discrete target phase trials were divided into 5 blocks. Except for the first 5 subjects who received all trials randomized across all 5 blocks, each size x location combination was presented once per block, in randomized order.
The serial target task design was based on tasks used for previous studies [2,3]. Subjects were required to enter a series of four digit codes using a soft numeric keypad. They performed the tasks with the thumb of the right hand while standing, as in the discrete target phase.
For each task, a green ‘start’ button, a numeric keypad and a randomly-generated 4-digit goal sequence were displayed. Backspace and ‘END’ keys were also presented in the bottom corners of the keypad (Figure 2). Since the keypad’s location varied from trial to trial, the remaining interface elements were repositioned as follows: the green ‘start’ button was positioned in the cell above or below the keypad, and the 4-digit goal sequence appeared to the left or right of the keypad.
The participant’s task was to tap the green button first, enter the target sequence with the keypad, and finally touch the ‘END’ key to confirm the entry and proceed to the next task. The input string was displayed directly below the target sequence. The backspace key could be used for corrections; however it was not necessary for users to input the correct number before moving on - only that they input 4 digits.
Several interaction features were retained from the discrete target phase. After tapping the green ‘start’ button, the background of the keypad changed from white to pink and the labels from light gray to black (Figure 2). Here, too, font sizes adapted to changes in target size. Finally, visual and audio feedback was provided upon target selection. The success sound was played for all key hits, except in the event that the ‘END’ key was selected before all numbers had been entered, or a numeric key was selected after all four digits had been entered; in these cases an error sound was played. Again a lift-off strategy was used for selection.
Application logs recorded total task time from the release of the start button to the release of the ‘END’ button, the first transition time from the release of the start button to the release of the first keypad button, and the first transition distance. Errors were recorded similarly to Sears et al. , where uncorrected errors were recorded by comparing the target and input sequence, and corrected errors by counting the number of backspace sequences. After scompleting all trials, participants were asked to rate how comfortable they felt using the keypad in each region of the screen using a 7-point scale (1 = uncomfortable, 7 = comfortable), and which keypad size was the smallest they felt comfortable using in each region.
A 5 (target size: 3.8, 5.8, 7.7, 9.6 and 11.5 mm) x 9 (locations: 9 regions derived from a 3x3 division of the screen) repeated measures analysis of variance (RM-ANOVA) was carried out on the task time data, defined from the release of the start button to the release of the target ‘x’. Erroneous trials were eliminated from the data set and the mean total time of the remaining trials was computed. A 5% level of confidence after Greenhouse-Geisser correction was used to determine statistical significance. A main effect of target size, (F(1, 25) = 70.42, p < .001) was observed. No other main effects or interactions were observed.
Not surprisingly, as targets grew in size, participants were able to tap them faster (Figure 3a). Post-hoc comparisons using Bonferroni corrections revealed that time differences between all target sizes were significant, even between the two largest target sizes (p = .04). These results are in consistent with Fitts’ Law, which we described earlier. Due to the small screen size and limited practical range of target sizes in this study, the values for task IDs were small, and the range narrow. While these conditions make our study inappropriate for offering official values for a and b, the Fitts’ model well explains the decrease in tap time with the increase in target size, and hence decrease in task difficulty (Figure 3b).
A 5 (target size: 3.8, 5.8, 7.7, 9.6 and 11.5 mm) x 9 (locations: 9 regions derived from a 3x3 division of the screen) repeated measures analysis of variance (RM-ANOVA) was carried out on the percentage of trials that were performed in error. Once again, a main effect of target size was observed (F(1, 27) = 49.18, p < .001), but no effects of target location nor interactions between target size and location were found.
As shown in Figure 4, errors declined as target size increased. Post-hoc comparisons using Bonferroni corrections showed that error rates for the two smallest targets differed significantly from one another, and were significantly higher than for all other targets. Also, participants made significantly more errors when aiming for the mid-sized target (7.8 mm) than the largest target (11.5 mm). However, there was no significant difference in error rate between the two largest targets (9.6 v. 11.5 mm). So while speed improves significantly as targets grow from 9.6 mm to 11.5 mm, error rate does not.
Several investigations into target size requirements have used actual selection location to derive recommendation for on-screen targets. Since error rate was not distinguishable between the two largest targets, Figure 5 displays the on-screen hit distribution for the smallest four targets in all nine screen locations. The nine solid white boxes in each figure indicate the valid hit zones, with the center shown as a black crosshair. Taps that fell within valid bounds are shown as gray dots, and erroneous hits are shown in black. The dark gray outline near each zone center encloses all hits that fell within 2 standard deviations (2-SD) of the means in both the X and Y directions.
Along with each diagram, we present the maximum width and
height of any of the 2-SD bounding boxes to offer the minimum sized box that
would be expected to enclose 95% of hits at any screen location. We see that in
general, the total area of these boxes increases with target size, and thus
users are indeed trading off speed for tap accuracy. If we consider the
relative shape and position of the 2-SD bounding boxes with respect to the true
target centers, we notice some trends along rows and columns. For example, the
hits in the bottom row tend to fall above the target center. This trend does
not seem to be due only to the direction of movement, since targets in the
middle row were also approached from above, and yet hits for those targets tend
to fall more centrally than for those in the bottom row. Considering trends
across columns, we see that hits along the rightmost column tended to fall to
the right of target center, even though movement direction was from either directly
above or below.
Participants were asked how comfortable they felt tapping targets in each of the 9 regions, regardless of target size (7 point scale; 1 = uncomfortable, 7 = comfortable). Mean ratings for comfort level are shown in the upper left corner of each region of Figure 6, and the darker the region, the more comfortable users found it to be for target selection. The center region was considered the most comfortable (m=5.7), while the NW and SW regions were rated as the least uncomfortable locations for discrete target interaction with the thumb (both with m=3.7).
Participants were also asked which was the smallest of the 5 target sizes they felt comfortable tapping in each region. Mean target sizes are shown as white blocks in each of the nine regions in Figure 6. Overall, participants perceived they would be comfortable with smaller targets within the center column, and in the center region in particular (m=6.0 mm). Participants felt the largest targets would be required in the NW, SW, and SE corners of the display (m=7.7, m=7.6, and m=7.5 mm respectively).
In general, the more comfortable participants were tapping targets in a region, the smaller they felt targets needed to be. Indeed, the subjective ratings correlate with performance results in Figure 5 – across targets of varying size, corner regions tended to have larger 2-SD bounding boxes than the center regions. Even though user performance could not be discriminated statistically based on interaction region, the subjective preferences and hit locations indicate that users had the most difficulty interacting with objects along the left side and bottom right corner of the device and were at most ease interacting in the center of the device.
A 5 (target size: 5.8, 7.7, 9.6, 11.5, 13.4 mm) x 4 (locations: 4 regions derived from a 2x2 division of the screen) repeated measures analysis of variance (RM-ANOVA) was carried out on the task time data, defined from the release of the first digit in the sequence to the release of the ‘END’ button. Trials with either corrected or uncorrected errors were eliminated from the data set and the mean total time after the first transition of the remaining trials was computed. As with the discrete target results, a main effect of key size was observed, F(1, 25)=60.02, p < .001. No main effect of keypad location nor interactions between size and location were observed.
As shown in Figure 7, users were able to enter 4-digit sequences faster as the key sizes, and thus total keypad size, grew. Post-hoc comparisons using Bonferroni corrections revealed that time differences between all key sizes were significant. However, in contrast to the results of the discrete phase, Fitts’ Law does not explain this finding. Since the keypads used for each condition scaled uniformly, IDs remained equal across keypads of differing sizes. Under these circumstances, Fitts’ Law would predict performance rates to be equal across conditions, yet we observed that performance improved as key sizes grew. One explanation for this finding is that finger size interacted with key size. Since all but the largest keys were sized smaller than the average thumb, users may have made intentional physical accommodations to increase accuracy such as reorienting the thumb, which would have slowed performance. Although our study was not specifically designed to understand this phenomenon, we hypothesize that the actions users take to accommodate touchscreen targets smaller than the thumb acts upon Fitts’ model as if the target size is smaller than it actually is, thereby increasing total movement time.
A 5 (target size: 5.8, 7.7, 9.6, 11.5 and 13.4 mm) x 4 (locations: 4 regions derived from a 2x2 division of the screen) repeated measures analysis of variance (RM-ANOVA) was carried out on the percentage of trials that were performed in error. A trial was considered to be successful only if no errors, corrected or uncorrected, were made. A main effect of target size was observed (F(2,43) = 11.83, p < .001), but no main effect of keypad location was present. However, an interaction between key size and keypad location was observed (F(12,228) = 1.87, p = .039).
In general, errors declined as key size increased (Figure 8). Post-hoc comparisons using Bonferroni corrections revealed the keypad with the smallest key sizes (5.8 mm) caused significantly more errors to be made than those with key sizes ³ 9.6 mm. No differences between error rates for the other key sizes were significant.
Interactions between key size and location were somewhat anomalous, and therefore are hard to interpret. The most notable findings were that error rate for keys 7.7 mm wide were highest in the NW region, and error rates for the largest key size (13.4 mm) were highest in the SW region.
Participants were asked to rate how comfortable they felt using the keypads in each of the 4 regions, regardless of target size (7 point scale; 1 = uncomfortable, 7 = comfortable). The NE region was considered the most comfortable (m=5.7) and SE region the least comfortable location (m=5.0) for direct thumb interaction in serial tasks (Figure 9).
Participants were also asked which was the smallest of the 5 keypad sizes they felt comfortable using in each region. On average, participants thought they would be comfortable with smaller keys in NE region (8.3 mm) while larger keys would be required in NW, SW and SE regions (8.9, 8.8 and 8.8 mm respectively).
Although speed continued to improve significantly with even the largest targets in both phases of our study, the error rates could not be discriminated statistically with target sizes ³ 9.6 mm in discrete tasks and key sizes ³ 7.7 mm in serial tasks. It is notable that mean transition time between taps in serial target phase differed by target size, in contrast to what Sears recently found for stylus interaction on a virtual PDA keyboard . We hypothesize that this is because users took extra care when hitting targets that were smaller than the thumb, whereas in Sears’ study, the stylus was always smaller than the targets involved. Although error rates in serial tasks did not decline significantly with key sizes ³ 7.7 mm, the error rates for all target sizes were higher in serial tasks than in discrete tasks. Along with participants’ perception that the key size for serial targeting tasks should be at least 8.9 mm on the least comfortable screen location, and the fact that mean error rate did not decline when keys grew from 9.6 to 11.5 mm in serial target phase, we conclude that no key size smaller than 9.6 mm would be recommended for serial tapping tasks, such as data or numeric entry.
The evaluation of hit response variability in discrete target phase revealed that for 9.6 mm targets (optimal size suggested by the results on error rate) the minimum sized box that would be expected to enclose 95% of hits at any screen location was 9.1 x 8.9 mm. Along with the subjective ratings for the smallest comfortable target size for discrete tasks (mean size ≤ 7.7 mm in all regions), we could expect to reach the optimal performance and preference for discrete tasks with 9.2 mm target size without decreasing speed substantially. In addition, since the results of the hit distribution evaluation showed a surprising right-leaning trend for targets on the rightmost column, we recommend that targets on the right side of the screen for right-handed users (and left for left-handed people) should extend all the way to the edge.
In our study the participants performed the tasks standing. It would also be useful to investigate appropriate target sizes for one-handed thumb-use of touchscreen handhelds while users are on the move, similarly to the study for stylus input carried out by Mizobuchi et al. . Furthermore, the touchscreen-equipped handheld used in this study was a PDA. The results might be different for touchscreen devices whose forms require a different grip than the one used in this study.
In an effort to determine optimal target sizes for one-handed use of touchscreen-based handhelds, we designed and conducted a two-part study that looked in detail at the interaction between target size and task performance in single- and multi-target tasks. Based on our findings, we recommend that target sizes should be at least 9.2 mm for single-target tasks and 9.6 mm for multi-target tasks in order to keep the dimensions of the targets as small as possible without decreasing performance and preference.
This work was supported in part by Microsoft Research.
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[*] This work was done while the first author was visiting UMD as an intern during Fall 2005.