School of Computing

Review of Designs for Haptic Data Visualization

Sabrina Paneels and Jonathan C. Roberts

IEEE Transactions on Haptics, 3(2):182-196, April 2010 [doi].

Abstract

There are many different uses for haptics, such as training medical practitioners, teleoperation or navigation of virtual environments. This review focuses on haptic methods that display data. The hypothesis is that, haptic devices can be used to present information, and consequently the user gains quantitative, qualitative or holistic knowledge about the presented data. Not only is this useful for users who are blind or partially sighted (who can feel line graphs, for instance), but the haptic modality can be used alongside other modalities, to increase the amount of variables being presented, or to duplicate some variables to reinforce the presentation. Over the last twenty years a significant amount of research has been done in haptic data presentation; e.g. researchers have developed force-feedback line-graphs, bar-charts and other forms of haptic representations. However, previous research is published in different conferences and journals, with different application emphases. This article gathers and collates these various designs to provide a comprehensive review of designs for haptic data visualization. The designs are classified by their representation: Charts, Maps, Signs, Networks, Diagrams, Images and Tables. This review provides a comprehensive reference for researchers and learners, and highlights areas for further research.

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Bibtex Record

@article{2955,
author = {Sabrina Paneels and Jonathan C. Roberts},
title = {{Review of Designs for Haptic Data Visualization}},
month = {April},
year = {2010},
pages = {182-196},
keywords = {determinacy analysis, Craig interpolants},
note = {},
doi = {10.1109/TOH.2009.44},
url = {http://www.cs.kent.ac.uk/pubs/2010/2955},
    publication_type = {article},
    submission_id = {10180_1254760426},
    journal = {IEEE Transactions on Haptics},
    publisher = {IEEE Computer Society},
    volume = {3},
    number = {2},
}

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