Cuando quienes ya peinamos canas éramos niños no encantaba ir a parques y lugares donde tuvieran camas elásticas. Era divertido y, aunque sin ser conscientes de ello, fomentaba el desarrollo de algunas capacidades físicas: reflejos, equilibrio, fuerza, destreza, agilidad.
Sí, las camas elásticas también han mostrado un potencial enorme desde el punto de vista preventivo y rehabilitador, en patologías del aparato locomotor y en ancianos con alteraciones de la movilidad funcional y el equilibrio.
Ya hemos comentado en otros artículos las particularidades de estas alteraciones en personas de edad avanzada. La pérdida o deterioro de elementos fisiológicos fundamentales para el correcto funcionamiento del aparato locomotor se incrementa con la edad. Si añadimos patologías también asociadas a ésta y al sexo, como la osteopenia o la osteoporosis, el terreno estará sembrado para encontrarnos con un incremento en la tasa de morbilidad producida por caídas y fracturas.
También hemos comentado que el ejercicio es fundamental en este grupo poblacional para reducir al mínimo posible las consecuencias de la inactividad y el sedentarismo, muy propios por otro lado en personas mayores. Sobre todo las que viven solas.
Hoy compartimos un ensayo clínico publicado en diciembre de 2019, en Clinical Interventions in Aging (Efectividad de un programa de entrenamiento con minitrampolines sobre el equilibrio y la movilidad funcional, el rendimiento de la marcha, la fuerza, el miedo a las caídas y la densidad mineral ósea en mujeres mayores con osteopenia), que muestra los beneficios de un programa de ejercicios llevados a cabo en mini trampolines o camas elásticas. Ejercicio y diversión. Suena 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)
El propósito de dicho estudio fue evaluar la efectividad de una intervención combinada de ejercicios de equilibrio, fuerza y ??salto en un mini trampolín, realizada por mujeres mayores con osteopenia, sobre el equilibrio estático y la movilidad funcional, la velocidad de la marcha, la fuerza de las extremidades superiores e inferiores, el miedo a caídas, así como para investigar su influencia en la densidad mineral ósea (DMO).
Se utilizó un diseño de estudio controlado aleatorio; los participantes (rango: 56-83 años) fueron asignados al grupo de intervención (IG; n = 20, edad media 69,6 ± 5,3 años) que realizaba una intervención específicamente adaptada en un mini-trampolín, o al grupo control (GC; n = 20, 67,4 ± 6,8 años), que no realizó ninguna intervención más allá del tratamiento regular de la osteopenia.
Se realizaron dos sesiones por semana durante 12 semanas; cada sesión duró entre 45 y 60 minutos, y consistió en ejercicios de equilibrio, fuerza y ??salto. El equilibrio estático y la movilidad funcional se midieron mediante la postura de una pierna (OLS) y la prueba cronometrada ?up and go? (TUG). La fuerza de las extremidades superiores e inferiores se evaluó mediante la prueba de flexión de brazos (ACT) y la prueba de pie en silla de 30? (CST), mientras que la velocidad de la marcha se midió mediante la prueba de marcha de 6? (WT).
El miedo a las caídas se midió mediante la Escala de eficacia de caídas - Internacional (FES-I). La DMO se midió en la columna lumbar y el cuello femoral utilizando absorciometría de rayos X de energía dual (DXA).
Los resultados mostraron interacciones significativas (grupo x tiempo) para todos los parámetros (p <0,001) excepto para la DMO, medida en la columna lumbar (p = 0,064) y el cuello femoral (p = 0,073). Todos los parámetros de las pruebas de equilibrio y movilidad funcional (OLS, TUG), pruebas de fuerza (ACT, CST), WT, FES-I y BMD (cuello femoral) mostraron una mejora significativa en el IG (p <0,05).
Con esto, los investigadores llegaron a la conclusión de que una intervención combinada de 12 semanas fue muy eficaz para mejorar el equilibrio y la movilidad funcional, la fuerza, el rendimiento de la marcha y el miedo a las caídas, en pacientes con osteopenia.
Cuando hablamos de programas de ejercicios siempre nos referimos a aquellos creados y supervisados por profesionales debidamente acreditados y experimentados, más aún cuando éstos se realizan con personas de edad avanzada.
El ámbito asistencial (residencias de ancianos, centros de día, ayuda a domicilio, etc.) resulta un marco seguro para la ejecución de estos programas, lo que no excluye que puedan realizarse en otro tipo de entorno. Son muchos los mayores que viven de forma independiente, lo que no es obstáculo para poder beneficiarse de este y otros tipos de programas. Al final la perspectiva de los mismos tiene una doble componente: la preventiva y la terapéutica. A veces una mezcla de ambas. Lo mejor es optar por la primera para evitar o minimizar la segunda.
Si te animas, ya sabes: busca un lugar adecuado, adquiere un pequeño trampolín elástico, asegúrate de no poner en riesgo tu integridad física, déjate aconsejar por un experto y comienza a divertirte a la vez que te cuidas.
Recuerda lo que decía King África en su canción: ?salta, salta, salta, salta, salta sin parar?? Pero con cuidado.
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Referencia:
Posch M, Schranz A, Lener M, et al. Effectiveness of a Mini-Trampoline Training Program on Balance and Functional Mobility, Gait Performance, Strength, Fear of Falling and Bone Mineral Density in Older Women with Osteopenia. Clin Interv Aging. 2019;14:2281-2293. Published 2019 Dec 20. doi:10.2147/CIA.S230008