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Its applicability for lower level control functionality as well is tested here in a mechanical system control context.
More broadly, to discover principles of passive and active nervous and mechanical system control (Nishikawa et al. 2007), as well as to understand energetic costs (Lejeune et al. 1998) in locomotion on and within realistic terrain, will require advances in theory and experimental characterization of complex media.
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Fractional differential equations are of interest in many areas of applications, such as economics, signal identification and image processing, optical systems, aerodynamics, biophysics, thermal system materials and mechanical systems, control theory (see [2 6]).
Recently, differential equations with piecewise constant arguments (EPCA) have received much attention from a number of investigators [1 5] in such various fields as population dynamics, physics, mechanical systems, control science and economics.
Recently, fractional differential equations have been proved to be significance tools in the fields of economics, science and engineering such as materials and mechanical systems, control and robotics, etc. (see [1 6] and the references therein).
Fractional differential equations have been of increasing importance in the past decades due to their diverse applications in science and engineering, such as the memory of a variety of materials, signal identification and image processing, optical systems, thermal system materials and mechanical systems, control system, etc., see [1, 2].
Fractional differential equations have been of increasing importance for the past decades due to their diverse applications in science and engineering such as the memory of a variety of materials, signal identification and image processing, optical systems, thermal system materials and mechanical systems, control system, etc.; see [1, 2].
3DP utilizes an electromechanical integration system consisting of mechanical technology, control technique, and computer technology, while the 3D printer is made up of an ejection nozzle, mechanical system, numerical control system, and layered software.
The motivation for studying switched systems comes partly from the fact that switched systems and switched multi-controller systems have numerous applications in control of mechanical systems, process control, automotive industry, power systems, aircraft and traffic control, and many other fields.
The motivation for studying switched systems comes partly from the fact that switched systems and switched multicontroller systems have numerous applications in control of mechanical systems, process control, automotive industry, power systems, aircraft and traffic control, and many other fields.
Semi-active friction devices are usually designed to dissipate the vibratory energy in a mechanical system by controlling a dry friction interface.
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