50 lines
3.2 KiB
TeX
50 lines
3.2 KiB
TeX
\subsection{Push Task}
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\label{push}
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\paragraph{Completion Time}
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On the time to complete a trial,
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a \LMM \ANOVA with by-participant random intercepts indicated two statistically significant effects:
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\factor{Positioning} (\anova{4}{2341}{3.6}, \p{0.007}, see \figref{results/Push-CompletionTime-Location-Overall-Means})
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and \factor{Target} (\anova{1}{1990}{3.9}, \p{0.05}).
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\level{Fingertips} was slower than \level{Proximal} (\percent{+11}, \p{0.01}) or \level{Opposite} (\percent{+12}, \p{0.03}).
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There was no evidence of an advantage of \level{Proximal} or \level{Opposite} on \level{Nowhere}, nor a disadvantage of \level{Fingertips} on \level{Nowhere}.
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Yet, there was a tendency of faster trials with \level{Proximal} and \level{Opposite}.
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The \level{LB} target volume was also faster than the \level{LF} (\p{0.05}).
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\paragraph{Contacts}
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On the number of contacts,
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a \LMM \ANOVA with by-participant random intercepts indicated one statistically significant effect of
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\factor{Positioning} (\anova{4}{1990}{2.4}, \p{0.05}, see \figref{results/Push-Contacts-Location-Overall-Means}).
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More contacts were made with \level{Fingertips} than with \level{Opposite} (\percent{+12}, \p{0.03}).
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This could indicate more difficulties to adjust the virtual cube inside the target volume.
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\paragraph{Time per Contact}
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On the mean time spent on each contact,
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a \LMM \ANOVA with by-participant random intercepts indicated two statistically significant effects of
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\factor{Positioning} (\anova{4}{1990}{11.5}, \pinf{0.001}, see \figref{results/Push-TimePerContact-Location-Overall-Means})
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and of \factor{Hand} (\anova{1}{1990}{16.1}, \pinf{0.001}, see \figref{results/Push-TimePerContact-Hand-Overall-Means})
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but not of the \factor{Positioning} \x \factor{Hand} interaction.
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It was shorter with \level{Fingertips} than with \level{Wrist} (\percent{-15}, \pinf{0.001}), \level{Opposite} (\percent{-11}, \p{0.01}), or \level{Nowhere} (\percent{-15}, \pinf{0.001});
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and shorter with \level{Proximal} than with \level{Wrist} (\percent{-16}, \pinf{0.001}), \level{Opposite} (\percent{-12}, \p{0.005}), or \level{Nowhere} (\percent{-16}, \pinf{0.001}).
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This showed different strategies to adjust the cube inside the target volume, with faster repeated pushes with the \level{Fingertips} and \level{Proximal} positionings.
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It was also shorter with \level{None} than with \level{Skeleton} (\percent{-9}, \pinf{0.001}).
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This indicates, as for the \chapref{visual_hand}, more confidence with a visual hand augmentation.
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\begin{subfigs}{push_results}{Results of the push task performance metrics.}[
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Geometric means with bootstrap \percent{95} \CI for each vibrotactile positioning (a, b and c) or visual hand augmentation (d)
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and Tukey's \HSD pairwise comparisons: *** is \pinf{0.001}, ** is \pinf{0.01}, and * is \pinf{0.05}.
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][
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\item Time to complete a trial.
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\item Number of contacts with the cube.
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\item Mean time spent on each contact.
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\item Mean time spent on each contact.
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]
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\subfig[0.24]{results/Push-CompletionTime-Location-Overall-Means}
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\subfig[0.24]{results/Push-Contacts-Location-Overall-Means}
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\subfig[0.24]{results/Push-TimePerContact-Location-Overall-Means}
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\subfig[0.175]{results/Push-TimePerContact-Hand-Overall-Means}
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\end{subfigs}
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