Percentage of preferred walking speed did not change significantly between the loops of the obstacle course [overall mean PPWS 51%;
F(3,72) = 0.311,
P = 0.818], and there was no interaction between the loop and device factors [
F(3,72) = 1.055,
P = 0.374] (
Fig. 4a). Similarly, total collisions (with and without the device) did not change significantly between the loops [overall median collisions = 3, interquartile range (IQR) = 9; Friedman χ
2 test (3) = 3.44,
P = 0.329] (
Fig. 4b).
Figure 5 shows the primary mobility outcomes of tunnel vision (TV) and HH subjects separately. Error bars show 95% confidence intervals after correcting for between-subject variances while preserving the within-subject differences.
33,34 Preferred percentage of walking speed did not change significantly for either subject group with and without the device [mean PPWS TV without device = 47% and 44% with the device,
F(1,12) = 1.648,
P = 0.224; HH without device = 58% and 54% with the device,
F(1,11) = 2.366,
P = 0.152] (
Fig. 5a). Homonymous hemianopia subjects walked a little faster than TV subjects, but the difference between the two groups only approached significance [mean PPWS TV = 46%; HH = 56%;
F(1,23) = 3.818,
P = 0.063]. The interaction between the device condition and patient groups was not significant [
F(1,23) = 0.075,
P = 0.787].
Collisions were reduced significantly with the device for both of the groups (TV median without device = 16 and a median of 9 with device,
P = 0.002; HH median without device = 2.75 and a median of 0.75 with the device,
P = 0.011) (
Fig. 5b). Overall, TV subjects had significantly more collisions than HH subjects (
P = 0.002).
Considering the high inter- and intragroup variability in the observed data, especially in the number of collisions, we examined the device's effect on each individual subject by using scatterplots (
Fig. 6). There was a strong correlation between collisions with and without the device (
rs = 0.946,
P < 0.001) when all subjects were included. This was also the case for PPWS (
r = 0.88,
P < 0.001). According to the slopes of the linear fitting lines, when the device was used, there were approximately 37% fewer collisions (slope = 0.63,
P < 0.001), and the PPWS barely changed (slope = 0.93,
P < 0.001). Statistically, collisions were significantly reduced with the device from a median value of 6 to 3 (
P < 0.001), and the average PPWS was reduced from 52% to 49% when walking with the device, which approached significance [
F(1,24) = 4.16,
P = 0.053]. There were no significant differences in collisions due to floor-level objects between the two conditions (mean 3.2 and 2.72 without and with device, respectively;
P = 0.553). For stationary obstacles only (not including floor-level objects), the average collisions dropped from 13 to 7.8 with the device. Only 8 of 25 subjects collided with the pedestrians at least once under either condition, and for those 8 subjects, average collisions with the pedestrians dropped from 1.38 to 0.38 with the device.
Collisions and PPWS were negatively correlated with (
rs = −0.507,
P = 0.01) and without (
rs = −0.48,
P = 0.015) the device (
Fig. 7a). There was no correlation between change in collisions and change in PPWS (
rs = −0.136,
P = 0.516) (
Fig. 7b).
Impact of the secondary task on the mobility of 12 normally sighted subjects in a pilot study was significant. Collisions increased by 25% (
P = 0.038), and PPWS decreased from 49 to 44 (
P = 0.046) when performing the secondary task. In the case of visually impaired subjects, the secondary task error rates were correlated with collisions both with (
rs = 0.646,
P = 0.002) and without (
rs = 0.645,
P = 0.002) the device. Secondary task error rates did not change significantly between device conditions, increasing slightly from a mean of 0.31 to 0.33 [
t(21) = −1.236,
P = 0.24, paired
t-test] with device (
Fig. 8a). Changes in the secondary task error rates were not correlated with changes in collisions (
rs = −0.23,
P = 0.31) (
Fig. 8b). A moderate correlation was seen between the change in secondary task error rate and change in PPWS (
rs = −0.45,
P = 0.04).
A multifactor linear regression analysis was performed to test the effects of age and visual functions including VF, VA, and CS on mobility. We found VF was consistently the most significant factor in predicting collisions (with the device, F = 20.07, P < 0.001, R2 = 0.476; without the device, F = 17.795, P < 0.001, R2 = 0.447), but VA and CS were not. Similarly, VF was a significant factor in predicting the device benefit, showing a reduction of collisions when subjects used the device [F(1,24) = 12.16, P = 0.002, R2 = 0.35].