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J Neurophysiol 94: 1443-1458, 2005. First published April 13, 2005; doi:10.1152/jn.00684.2004
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Dynamic Model of the Octopus Arm. I. Biomechanics of the Octopus Reaching Movement

Yoram Yekutieli1,2,*, Roni Sagiv-Zohar1,*, Ranit Aharonov2, Yaakov Engel2, Binyamin Hochner1,2 and Tamar Flash3

1Department of Neurobiology and 2Interdisciplinary Center for Neural Computation, Hebrew University, Jerusalem; and 3Department of Computer Science and Applied Mathematics, Weizmann Institute of Science, Rehovot, Israel

Submitted 6 July 2004; accepted in final form 2 March 2005

The octopus arm requires special motor control schemes because it consists almost entirely of muscles and lacks a rigid skeletal support. Here we present a 2D dynamic model of the octopus arm to explore possible strategies of movement control in this muscular hydrostat. The arm is modeled as a multisegment structure, each segment containing longitudinal and transverse muscles and maintaining a constant volume, a prominent feature of muscular hydrostats. The input to the model is the degree of activation of each of its muscles. The model includes the external forces of gravity, buoyancy, and water drag forces (experimentally estimated here). It also includes the internal forces generated by the arm muscles and the forces responsible for maintaining a constant volume. Using this dynamic model to investigate the octopus reaching movement and to explore the mechanisms of bend propagation that characterize this movement, we found the following. 1) A simple command producing a wave of muscle activation moving at a constant velocity is sufficient to replicate the natural reaching movements with similar kinematic features. 2) The biomechanical mechanism that produces the reaching movement is a stiffening wave of muscle contraction that pushes a bend forward along the arm. 3) The perpendicular drag coefficient for an octopus arm is nearly 50 times larger than the tangential drag coefficient. During a reaching movement, only a small portion of the arm is oriented perpendicular to the direction of movement, thus minimizing the drag force.


Address for reprint requests and other correspondence: T. Flash, The Faculty of Mathematics and Computer Science, The Weizmann Institute of Science, POB 26, Rehovot 76100, Israel (E-mail tamar.flash{at}weizmann.ac.il)




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