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T F Otero

T F Otero

Technical University of Cartagena, Spain

Title: Mechanical, chemical, thermal and electrical awareness from faradaic polymeric motors

Biography

Biography: T F Otero

Abstract

Designers and engineers have been dreaming for decades with motors sensing, by themselves, working and surrounding conditions, as biological muscles do originating proprioception. Evolution of the working potential, or that of the consumed electrical energy, of electrochemical artificial muscles based on electroactive materials (intrinsically conducting polymers, redox polymers, carbon nanotubes, fullerene derivatives, grapheme derivatives, porphyrines, phtalocyanines, among others) while driven by constant currents senses, while working, any variation of the mechanical (trailed mass, obstacles, pressure, strain or stress) thermal or chemical conditions of work. They are linear faradaic polymeric motors: currents control movement rates and charges control displacements and muscle position. One motor and several sensors work simultaneously driving by the same reaction in a uniform device. Actuating (current and charge) and sensing (potential and energy) magnitudes are present, simultaneously, in the only two connecting wires and can be read by the computer at any time. From basic polymeric, mechanical and electrochemical principles a basic equation is attained. It includes either the motor characteristics (rate of the muscle movement and muscle position) and the working variables (temperature, electrolyte concentration and mechanical conditions). By changing working conditions experimental results overlap theoretical predictions. The ensemble computer-generator-muscle-theoretical equation constitutes and describes artificial mechanical, thermal and chemical awareness. Proprioceptive tools and zoomorphic or anthropomorphic soft robots can be envisaged. If proprioception a, up to now, considered psychological mechanisme can be described by a physical-chemical equation, could brain other brain functions be described by similar equations? Some working lines will be presented.