Abstract
a surface recognition algorithm capable of determining contact surfaces types by means of tactile sensor fusion is proposed. The authors present a recognition processes for 3-dimensional deformations in a 2-dimensional parametric domain. Tactile information is extracted by physical contact with a grasped object through a sensing medium. Information is obtained directly at the interface between the object and the sensing device and relates to three-dimensional position and orientation of the object in the presence of noise. The technique called “eigenvalue trajectory analysis”, is introduced and adopted for specifying the margin of classification and classification thresholds. The authors demonstrate mathematically that this approach, which complements existing work, offers significant computational advantages when applied to challenging contact scenarios such as dynamic recognition of contact deformations.
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Reference
Dehn E (1930) Algebraic Equations: An Introduction to the Theories of Lagrange and Galois. Columbia University Press New York.
Hanzon B, Jibetean D (2003) Global Minimization of a Multivariate Polynomial using Matrix Methods. Journal of Global Optimization, 27(1):1–23.
Ibrayev R, Jia Y-B (2004) Tactile recognition of algebraic shapes using differential invariants. In: Proc. IEEE International Conference on Robotics and Automation, pp 1548–1553.
Ibrayev R, Jia Y-B (2005) Semi-Differential Invariants for Tactile Recognition of Algebraic Curves. In: Proc. International Journal of Robotics Research, 24(11):951–969.
Jibetean D, Laurent M (2005) Semidefinite approximations for global unconstrained polynomial optimization. The SIAM Journal on Optimization, 16(2):490–514.
Lynch MR, Rayner PJ (1989) Optical Character Recognition Using a New Connectionist Model. In: Proc. IEE 3rd International Conference on Image Processing And Its Application, UK.
Ng E (1989) Robot Arm World Visualisation By Tactile Exploration. Project Report, E&E Engineering, Auckland University, New Zealand.
Ng EWK et al. (1991) Tactile robot shape recognition using geometrical angle/length sequences. In: Proc. IEEE International Joint Conference on Neural Networks, 1:307–312.
Petchartee S, Monkman G (2007) 3D-Shape Recognition based Tactile Sensor. In: Proc. International Conference on Sensing Technology, New Zealand.
Temple G (1928) The Theory of Rayleigh’s Principle as Applied to Continuous Systems. In: Proc. the Royal Society of London. Series A, 119(782):276–293.
Temple G, Bickley W (1933) Rayleigh’s Principle and Its Applications to Engineering. Oxford University Press, Oxford.
Yan H (1990) Closed Boundary Recognition using a Multi-layer Neural Network. In: Proc. the 1st Australian Conference on Neural Networks, Sydney University Electrical Engineering, Australia.
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Petchartee, S., Monkman, G., Suebsomran, A. (2008). 3D-Shape Recognition Based Tactile Sensor. In: Mukhopadhyay, S.C., Gupta, G.S. (eds) Smart Sensors and Sensing Technology. Lecture Notes Electrical Engineering, vol 20. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-540-79590-2_21
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DOI: https://doi.org/10.1007/978-3-540-79590-2_21
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