Computation of contact point trajectories and forces exchanged between two bodies in contact are relevant to several disciplines. The solutions proposed in the literature are often too complex to be implemented in real time simulations, especially if rolling effects are considered. In this chapter, an algorithm for fast simulation of softfinger contact model with rolling effects is proposed. The main idea is to use Euler angle decomposition algorithm to quantitatively describe the torque exchanged about the normal at the contact point and the motion of the contact point due to rolling. The proposed algorithm is validated with simulations and a preliminary application to point-contact haptic interface is proposed.
Salvietti, G., Malvezzi, M., Prattichizzo, D. (2014). Simulation of soft finger contact model with rolling effects in point-contact haptic interfaces. In HAPTICS: NEUROSCIENCE, DEVICES, MODELING, AND APPLICATIONS, PT II, Lecture Notes in Computer Science (pp.326-333). Springer Verlag [10.1007/978-3-662-44196-1_40].
Simulation of soft finger contact model with rolling effects in point-contact haptic interfaces
SALVIETTI, GIONATA;MALVEZZI, MONICA;PRATTICHIZZO, DOMENICO
2014-01-01
Abstract
Computation of contact point trajectories and forces exchanged between two bodies in contact are relevant to several disciplines. The solutions proposed in the literature are often too complex to be implemented in real time simulations, especially if rolling effects are considered. In this chapter, an algorithm for fast simulation of softfinger contact model with rolling effects is proposed. The main idea is to use Euler angle decomposition algorithm to quantitatively describe the torque exchanged about the normal at the contact point and the motion of the contact point due to rolling. The proposed algorithm is validated with simulations and a preliminary application to point-contact haptic interface is proposed.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
https://hdl.handle.net/11365/48675
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