Modelo matemático y herramienta de simulación de exoesqueleto activo de cinco segmentos
This paper presents a mathematical model and simulation tool for an individual wearing an exoskeleton on his lower limbs. The model presents five union segments (legs, thighs and torso) moved by electrical motors. The movement equations, presented in matrix form, are based on Lagrange-Euler and simu...
| Autor Principal: | Cruz Ardila, Juan Carlos |
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| Otros Autores: | Ramírez Escarpeta, José Miguel |
| Formato: | info:eu-repo/semantics/article |
| Idioma: | spa |
| Publicado: |
Universidad de San Buenaventura - Cali
2017
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| Materias: | |
| Acceso en línea: |
1794-192X |
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| Sumario: |
This paper presents a mathematical model and simulation tool for an individual wearing an exoskeleton on his lower limbs. The model presents five union segments (legs, thighs and torso) moved by electrical motors. The movement equations, presented in matrix form, are based on Lagrange-Euler and simulated on Matlab. The data obtained represents the joint torques according to preset trajectories. The trajectories are taken from a gait cycle and the results are matched against those found on the bibliography. The simulation built in Matlab, is a tool that allows a physiotherapist to evaluate behaviors from a subject, with motor disabilities on his lower limbs, who is wearing an exoskeleton. |
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