2011
DOI: 10.1016/s1697-7912(11)70025-5
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Síntesis Genética de Mecanismos para Aplicaciones en Prótesis de Miembro Inferior

Abstract: Resumen: La síntesis de mecanismos planos representa un problema atractivo para ser resuelto mediante técnicas de computación evolutiva, ya que plantea un sistema indeterminado de ecuaciones no lineales cuyo tamaño es directamente dependiente del número de puntos de precisión definidos para describir la trayectoria deseada del acoplador. Este artículo presenta la optimización en el proceso de síntesis de mecanismos basado en algoritmos genéticos (AG) para el caso de un mecanismo plano de seis barras tipo Watt … Show more

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Cited by 7 publications
(4 citation statements)
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References 19 publications
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“…Quintero et al [18] study the synthesis of path generation and body guide using four and six-bar linkage mechanisms. Genetic algorithms are also used in other kind of study; for example in the design of spherical parallel manipulators [24] in the design of crowned cylindrical roller bearings [13] estimation in-situ rock elastic constants by acoustic reflection records [16], deposition of thin copper films on flat surfaces of polypropylene polymer, [7], calculation of reconfiguration patterns for Photovoltaic Arrays [4], analysis of the requirements of an assembly line and paint shop to determinate the scheduling order of vehicles in a production day [10], in the design of the prosthesis of a lower limb [15], in the design of displacement law of noncircular gear [19]. In this article, a redesign of the door opening and closing mechanism present in public transport bus is proposed, with the goal of solving a real engineering problem.…”
Section: Figure 1 Opening and Closing Mechanismmentioning
confidence: 99%
“…Quintero et al [18] study the synthesis of path generation and body guide using four and six-bar linkage mechanisms. Genetic algorithms are also used in other kind of study; for example in the design of spherical parallel manipulators [24] in the design of crowned cylindrical roller bearings [13] estimation in-situ rock elastic constants by acoustic reflection records [16], deposition of thin copper films on flat surfaces of polypropylene polymer, [7], calculation of reconfiguration patterns for Photovoltaic Arrays [4], analysis of the requirements of an assembly line and paint shop to determinate the scheduling order of vehicles in a production day [10], in the design of the prosthesis of a lower limb [15], in the design of displacement law of noncircular gear [19]. In this article, a redesign of the door opening and closing mechanism present in public transport bus is proposed, with the goal of solving a real engineering problem.…”
Section: Figure 1 Opening and Closing Mechanismmentioning
confidence: 99%
“…Pfeifer et al [17] optimized a four-bar joint, where a ball screw was placed behind the knee joint from which the power profile of an acted knee prosthesis was investigated, the profile depends on the angle of the joint and the joint speed, and normal gait requirements depend on the selected data such as appropriate components and geometry optimization. In 2011, Merchan-Cruz et al [18] studied the case of the optimization of the genetic algorithm of a mechanism with six bars, and Zohoor et al in 2012 [19] also presented an optimization procedure for the synthesis of a six-bar mechanism. In 2018, Eqra et al [20] used an optimal synthesis to generate trajectories using particle swarm optimization (PSO).…”
Section: Introductionmentioning
confidence: 99%
“…Quintero et al [21] extended the scope of the method to the synthesis of a six-bar mechanism, Chen and Chou [4] applied genetic algorithms to the optimization of a six-bar mechanism required for a metal molding industry, taking consideration of workspace and collision avoidance restrictions. Merchan et al [17] applied an optimization process for the synthesis of a polycentric knee prosthesis based on Watt's six-bar linkage planar mechanism. Zhang and Nelson [30] implemented a multi-objective kinematical optimization process in the design of a serial spherical mechanism using genetic algorithms.…”
Section: Introductionmentioning
confidence: 99%