PUNTOS CLAVE
- Durante el ejercicio prolongado, el tracto gastrointestinal (GI) tiene un papel crítico en el suministro de carbohidratos y líquidos hacia la sangre. Por lo tanto, el GI puede ser un factor determinante en el rendimiento.
- Los problemas GI son frecuentes en los atletas de resistencia y pueden prevenirse adaptando al intestino durante el entrenamiento a las condiciones específicas a las que será expuesto durante las competencias.
- El “entrenamiento del intestino” puede mejorar la comodidad estomacal y reducir los síntomas de malestar GI.
- Existe una cantidad considerable de evidencias que respaldan el hecho de que el tracto GI es altamente adaptable.
- El tracto GI, y las proteínas transportadoras en él, se ajustan a los cambios en la alimentación y específicamente a los nutrientes.
- El llamado “entrenamiento nutricional” puede incrementar el vaciamiento gástrico, la absorción, y posiblemente reducir la posibilidad de problemas GI severos, mejorando así el rendimiento de resistencia y creando una mejor experiencia para el atleta.
INTRODUCCIÓN
El funcionamiento del tracto gastrointestinal (GI) puede tener un efecto importante en el rendimiento de resistencia por dos razones principales, 1) el tracto GI es el responsable del suministro de carbohidratos y líquidos hacia la sangre durante el ejercicio prolongado, y se ha demostrado que el aporte de ambos puede retardar la fatiga y aumentar el rendimiento de resistencia, 2) existe una alta incidencia de problemas GI en atletas que participan en deportes de resistencia, sugiriendo que la función del sistema GI puede comprometerse en algunos atletas bajo estas condiciones.
Con frecuencia los atletas subestiman la importancia del tracto GI. Invierten mucho tiempo pensando en cómo preparar sus músculos para la competencia, pero no piensan, o lo hacen muy poco, acerca del acondicionamiento del tracto GI. El suministro de líquidos y carbohidratos de fuentes exógenas puede ser crítico para el rendimiento, especialmente durante el ejercicio prolongado (Jeukendrup, 2011). Además, los síntomas GI como llenura abdominal, calambres, diarreas y vómitos son comunes en muchos deportes, especialmente en los de resistencia (de Oliveira et al., 2014). Sin un adecuado funcionamiento del sistema GI, el suministro de nutrientes puede comprometerse y producirse un rango amplio de síntomas GI.
Está claro que el tracto intestinal es un órgano altamente adaptable y se ha propuesto que un entrenamiento enfocado en él puede mejorar el aporte de nutrientes durante el ejercicio y a la vez aliviar algunos (o todos) los síntomas de malestar GI (Jeukendrup & McLaughlin, 2011). A este proceso algunas veces se le denomina como “entrenamiento del intestino” y ha recibido relativamente poca atención en las publicaciones científicas. Este artículo de Sports Science Exchange aportará un breve resumen de las evidencias que sugieren que el sistema GI se adapta al entrenamiento nutricional y discutirá cómo este conocimiento puede usarse en la práctica.
VACIAMIENTO GÁSTRICO
La principal barrera del aporte de carbohidratos y líquidos exógenos hacia la sangre y finalmente a los músculos en contracción es el estómago. El estómago es el portero del intestino y el vaciamiento gástrico determinará el suministro de nutrientes y líquidos hacia el intestino. Anecdóticamente, los atletas se quejan de la acumulación de bebidas en el estómago y de sentirse llenos, especialmente durante el ejercicio de alta intensidad o el ejercicio prolongado en condiciones de calor (Neufer et al., 1989). La deshidratación puede contribuir a este fenómeno y hacer que los síntomas empeoren (Neufer et al., 1989; Rehrer et al., 1990). También existe evidencia anecdótica de que el estómago puede adaptarse a la ingesta de grandes volúmenes de líquidos, sólidos o sus combinaciones. Por ejemplo, se sabe que los concursantes serios en las competencias de comida “entrenan” su estómago para soportar, con menos malestar, grandes volúmenes de alimentos en un período de tiempo corto. A través de un entrenamiento regular son capaces de consumir volúmenes de comida que resultan impensables para una persona desentrenada promedio. El récord actual de todos los tiempos es de 69 hot dogs (con pan) en 10 minutos. Para alcanzar esto, los competidores entrenan usando varios métodos: masticando grandes pedazos de goma de mascar por periodos de tiempo prolongados, la extensión del estómago a través de la ingesta de líquidos o por el consumo de los alimentos de la competencia. Los volúmenes se incrementan progresivamente y toma varias semanas alcanzar el nivel donde estos comedores pueden ser competitivos. Esto demuestra la adaptabilidad del estómago. Realizar este “entrenamiento estomacal” tiene principalmente dos efectos, 1) expandir el estómago para contener más alimentos, y 2) un estómago lleno puede tolerarse mejor ya que no se percibe como lleno. Ambos aspectos son relevantes ante una situación de ejercicio.
Las recomendaciones actuales de ingesta de líquidos durante el ejercicio sugieren prevenir la pérdida de 2% de la masa corporal (deshidratación moderada). Especialmente en atletas entrenados en condiciones de calor, cuando las tasas de sudoración son elevadas, las recomendaciones de ingesta de líquidos son altas. Tales consumos pueden producir malestar estomacal y en algunos casos problemas GI. Por lo tanto, los atletas generalmente manejan el confort GI por un lado y la administración de líquidos y carbohidratos por otro. Nosotros hemos recomendado entrenar con ingestas elevadas para que haya menos malestar y menos posibilidad de malestar GI (Jeukendrup, 2013; 2014; Jeukendrup & McLaughlin, 2011). Sin embargo, hay muy pocos estudios que hayan investigado directamente los efectos del “entrenamiento nutricional del estómago”.
Lambert et al. (2008) pidieron a un grupo de corredores correr 5 veces mientras consumían una solución de carbohidratos y electrolitos a un volumen similar a su tasa de sudoración durante 90 min a 65% de su VO2máx en un ambiente de ~25oC y 30% de humedad relativa (HR). Este volumen de líquidos fue elevado y produjo un gran malestar durante la primera carrera. De manera interesante, ellos observaron que el confort estomacal mejoraba significativamente con el paso del tiempo tras la práctica de estas ingestas elevadas, y en la cuarta y quinta carrera, los corredores fueron capaces de tolerar estos grandes volúmenes.
Debe señalarse que la mejora del confort ocurrió sin cambios medibles en la tasa de vaciamiento gástrico (Lambert et al., 2008). Posiblemente, el estómago se adaptó extendiendo sus paredes permitiendo un mayor espacio para los líquidos. Esto probablemente reduciría las sensaciones de malestar estomacal y el estímulo de un vaciamiento gástrico más rápido. Especialmente en aquellos atletas que experimentan malestares GI, incluso con volúmenes relativamente pequeños de líquidos, entrenar la ingesta de volúmenes mayores puede ser una estrategia efectiva para evitar estos problemas en las carreras.
Los estudios también han demostrado que el vaciamiento gástrico de carbohidratos puede acelerarse incrementando su ingesta. Cunningham et al. (1991) suplementaron la alimentación de dos grupos de voluntarios con 400 g de glucosa al día durante tres días. El tiempo para vaciar la mitad de la glucosa en la comida de prueba fue significativamente más rápido después que la alimentación usual fue suplementada con glucosa comparada con sólo la dieta estándar (promedios [rangos] 20.7 [4.6-36.8] vs. 29.1 [19.8-38.4] min). Es interesante que el vaciamiento gástrico de una bebida con proteínas no se modificó (promedio [rangos] 18.0 [12.5-23.6] vs. 16.1 [9.6-22.7] min). Los autores concluyeron que puede ocurrir una adaptación rápida y específica de los mecanismos regulatorios del intestino delgado sobre el vaciamiento gástrico de soluciones de nutrientes en respuesta a los incrementos de la carga alimentaria. Otro estudio demostró que la suplementación de la alimentación usual con 440 g de glucosa al día durante cuatro a siete días acelera el vaciamiento gástrico tanto de la glucosa como de la fructosa (tiempo medio de 82 ± 8 vs.106 ± 10 min para glucosa y 73 ± 9 vs. 106 ± 9 min para fructosa), (Horowitz et al., 1996). Un tercer y más reciente estudio mostró que la ingesta de 120 g de fructosa durante tres días aceleró el vaciamiento gástrico de la fructosa pero no de la glucosa (Yau et al., 2014). En estos estudios parece que una manipulación alimentaria de una duración relativamente corta (tres días) fue suficiente para producir adaptaciones en el vaciamiento gástrico.
En resumen, desafíos nutricionales específicos producen adaptaciones del vaciamiento gástrico específicas, y se observan efectos sólo después de tres días de manipulaciones alimentarias. A pesar de que muy pocos estudios han entrenado particularmente al intestino para mejorar su tolerancia y el vaciamiento gástrico durante el ejercicio, en aquellos que se han realizado, los resultados lucen generalmente prometedores.
TRANSPORTE INTESTINAL DE AZÚCAR
Una vez vaciados del estómago, la mayor absorción de los líquidos y el azúcar ocurre en el duodeno y el yeyuno. Los líquidos siguen el gradiente osmótico, pero los azúcares necesitan ser transportados a través de la membrana epitelial del intestino. Los monosacáridos glucosa y galactosa son transportados a través de la membrana luminal de los enterocitos por el transportador de glucosa SGLT1 dependiente de sodio (Figura 1). La absorción de glucosa (y galactosa) está acoplada al trasportador de sodio y al gradiente electroquímico asociado. La Na/K+ ATP-asa, localizada en la membrana basolateral es responsable de mantener el gradiente electroquímico.
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)
La absorción del monosacárido fructosa ocurre a través de un transportador diferente (GLUT5) que no es dependiente de sodio y es altamente específico a la fructosa. Desde el enterocito hasta la circulación sistémica, los azúcares necesitan pasar a través de la membrana basolateral. Para lograr esto, los tres monosacáridos usan el transportador bidireccional GLUT2 el cual también es independiente de sodio. Se cree que la capacidad del GLUT2 para transportar glucosa a través del gradiente de concentración es muy grande (Kellett et al., 2008). Por lo tanto, la SGLT1 y la GLUT5 son los transportadores más importantes en relación a la absorción de carbohidratos. Su abundancia y actividad determinarán las tasas de absorción de los monosacáridos.
TRANSPORTADORES DE CARBOHIDRATOS Y TRANSPORTE DE GLUCOSA DURANTE EL EJERCICIO
En condiciones de reposo, la regulación de las proteínas transportadoras es esencial para el suministro de glucosa al cuerpo. Igualmente durante el ejercicio, cuando el aporte de carbohidratos es importante para el rendimiento, los transportadores son responsables del suministro de glucosa a los músculos en movimiento. Los estudios en ejercicio han aportado evidencias indirectas pero fuertes de que el suministro de carbohidratos está limitado por la capacidad de transporte del SGLT1 (para profundizar revise Jeukendrup, 2011; 2013; 2014; Jeukendrup & McLaughlin, 2011).
Con tasas de ingesta entre 60 a 70 g de carbohidratos/hora (glucosa, sacarosa, maltosa, maltodextrina, almidones) la oxidación de carbohidratos exógenos alcanza un pico a los ~60 g/hora (Jeukendrup, 2011; 2013; 2014; Jeukendrup & McLaughlin, 2011). Se piensa que esto es debido a que los transportadores SGLT1 se saturan. Debido a que la fructosa usa diferentes mecanismos transportadores, la ingesta combinada de fructosa y glucosa produce una tasa de oxidación exógena mucho mayor (Jentjens et al., 2004). También parece haber una relación dosis respuesta entre la ingesta de carbohidratos y el rendimiento (Smith et al., 2010; 2013; Vandenbogaerde & Hopkins, 2011). Esto unido a la probabilidad de que la relativa baja capacidad del intestino para absorber carbohidratos, en combinación con una alta ingesta, pueda producir malestar GI (de Oliveira et al., 2014). La búsqueda de maneras para incrementar la absorción de los carbohidratos continúa. Se ha propuesto entrenar al intestino como un método para aumentar el número o la actividad de los transportadores SGLT1, pero la evidencia en humanos, hasta ahora, es limitada (Jeukendrup, 2013).
REGULACIÓN INTESTINAL DEL TRANSPORTE DE GLUCOSA
Para poder desarrollar recomendaciones prácticas es importante entender la regulación intestinal del transporte de glucosa. Se ha demostrado que la regulación de la absorción de glucosa está directamente relacionada a la expresión de la proteína SGLT1. En el año 1960, el Dr. Bob Crane propuso la existencia del co-transportador Na+/glucosa en el simposio sobre “Metabolismo y transporte de membrana”realizado en Praga (Kleinzeller, 1961). Pero el transportador actual no fue identificado sino hasta el inicio de los años 80 (Hosang et al., 1981). Los estudios de los años 60 también observaron que la ingesta de carbohidratos a través de la alimentación puede influir sobre la capacidad de absorber glucosa (Ginsburg & Heggeness, 1968). En 1983, se demostró que los transportadores intestinales se ajustaban dependiendo de la composición de la alimentación (Karasov et al., 1983). Los trabajos con roedores sugieren que los cambios en la alimentación no tienen que ser extremos para producir efectos sobre la absorción, que estos efectos se presentan tanto para azúcares como para aminoácidos y que los incrementos en la absorción se observaron en tan solo 0-5 días (Karasov et al., 1983).
En los años 80, cuando se identificaron los transportadores de azúcar en el intestino, los estudios comenzaron a medir los cambios en el contenido y la actividad de la SGLT1 en respuesta a la alimentación. En diferentes modelos de roedores se ha demostrado que tanto la actividad como la abundancia de la SGLT1 son reguladas por la ingesta de carbohidratos a través de la dieta (Dyer et al., 2009). Está claro que las proteínas SGLT1 responden a las concentraciones de glucosa en la luz del intestino. Sin embargo, cuando se emplearon análogos de glucosa impermeables a la membrana, la SGLT1 se estimuló en la misma proporción (Dyer et al., 2009). Esto sugiere que los sensores de glucosa también detectan a sus análogos iniciando la regulación de los transportadores SGLT1.
TIEMPO DE ADAPTACIÓN DE LOS TRANSPORTADORES
En ratones, la proteína intestinal SGLT1 en vesículas de la membrana con borde en cepillo del intestino delgado medio aumentó 1-9 veces después de dos semanas con una alimentación alta en carbohidratos (Margolskee et al., 2007). En un estudio en caballos, en los cuales se cree que se adaptan lentamente a los aumentos de la ingesta de carbohidratos, se encontró que la expresión de la proteína SGLT1 de las biopsias intestinales aumentó después de sólo una semana de alimentación alta en carbohidratos y que su presencia aumento aún más después de uno o dos meses con la misma dieta (Dyer et al., 2009). En cerdos que recibieron una alimentación alta en carbohidratos durante tres días, se demostró un aumento tanto de la proteína SGLT1 como de la absorción de glucosa (Moran et al., 2010).
A pesar de que no existen estudios directos en humanos, un gran número de estudios animales sugieren que los cambios en la expresión de la SGLT1 son relativamente rápidos. Varios estudios han observado cambios significativos después de sólo pocos días de cambios en la alimentación. Por lo tanto, parece razonable sugerir que varios días de una ingesta de carbohidratos alta puede aumentar el contenido de la SGLT1 y la capacidad para absorber glucosa, pero una exposición más prolongada a esta alimentación puede producir adaptaciones mayores.
REGULACIÓN DE LA ABSORCIÓN DE CARBOHIDRATOS EN ATLETAS
La gran mayoría de la evidencia presentada hasta el momento proviene de estudios en animales. Sin embargo, en humanos también hay cierta evidencia convincente. Un estudio elegante de Cox et al. (2010) nos ofreció las pautas más importantes de que la manipulación de la alimentación puede aumentar el suministro de carbohidratos durante el ejercicio. Dieciséis ciclistas de fondo entrenados fueron divididos en dos grupos, uno alto en carbohidratos y otro control. Durante 28 días todos entrenaron (16 h/semana) y en consecuencia, su rendimiento mejoró. Durante este tiempo, ambos grupos recibieron una alimentación con un contenido moderado en carbohidratos (5 g/kg/día). El grupo alto en carbohidratos fue suplementado diariamente con 1,5 g/kg por cada hora de ejercicio realizado. Este suplemento de carbohidratos fue principalmente una bebida de glucosa. Además, recibieron alimentos ricos en carbohidratos para cubrir las demandas del ejercicio. El grupo control también recibió un suplemento nutricional, pero este estaba compuesto de alimentos ricos en grasas y proteínas con un contenido limitado de carbohidratos. Los sujetos del grupo alto en carbohidratos consumieron los suplementos antes, durante e inmediatamente después del ejercicio. En promedio, el grupo suplementado con carbohidratos tuvo una ingesta diaria de 8,5 g/kg, mientras el grupo control consumió 5,3 g/kg/día.
Antes y después del período de 28 días de entrenamiento todos los sujetos realizaron unas pruebas de ejercicio a la misma intensidad en la cual recibieron una solución al 10% de carbohidratos (Cox et al., 2010). Se emplearon marcadores de isótopos para medir la oxidación de los carbohidratos exógenos. Se observó que la oxidación de los carbohidratos exógenos aumentó después de la dieta suplementada con carbohidratos. La explicación más probable es un incremento en la habilidad para absorber carbohidratos como resultado de la regulación positiva de los transportadores SGLT1. Se concluyó que para los atletas que compiten en eventos de resistencia, en los cuales los carbohidratos exógenos son una fuente importante de energía y donde existe una amplia oportunidad para ingerir carbohidratos, este consumo elevado de carbohidratos puede ser beneficioso (Cox et al., 2010; Jeukendrup, 2013; 2014).
Queda claro que el incremento en la ingesta alimentaria de carbohidratos aumenta la cantidad y la actividad de los transportadores SGLT1 intestinales y que esto origina un incremento en la capacidad para absorber carbohidratos. Lo opuesto también es cierto. Con la restricción de carbohidratos a través de la limitación de su ingesta con dietas altas en grasa e incluso cetogénicas, o reduciendo la ingesta total de energía, la ingesta diaria de carbohidratos puede ser muy baja, lo cual puede tener efectos atenuantes en el vaciamiento gástrico y la absorción intestinal.
PROBLEMAS GASTROINTESTINALES
Los problemas gastrointestinales son muy comunes en los atletas y entre 30 a 50% los experimentan regularmente (de Oliveira et al., 2014). Las causas aún son bastante desconocidas, pero parecen ser genéticamente determinadas y muy individuales. Los mecanismos parecen diferir entre los problemas gastrointestinales altos o bajos. También es más probable que los síntomas ocurran y sean exacerbados por condiciones ambientales calurosas y la deshidratación (de Oliveira et al., 2014). A pesar de que no siempre se relacionan a la ingesta nutricional, se ha encontrado que ciertas prácticas se vinculan a la incidencia de problemas GI, la ingesta de fibra, la ingesta de grasas y la de soluciones altamente concentradas en carbohidratos aumentan la prevalencia de problemas GI.
Diferentes tipos de problemas GI pueden tener causas diferentes pero generalmente se considera que, 1) la sensación de llenura está relacionada con la reducción del vaciamiento gástrico durante el ejercicio prolongado, 2) la diarrea es el resultado de grandes cambios osmóticos, y 3) muchos problemas GI pueden estar relacionados a la redistribución del flujo sanguíneo, donde la sangre es desviada lejos del intestino hacia los músculos y la piel. Se piensa que “entrenar el intestino”puede aliviar o alterar esta fisiología y reducir algunos de los síntomas asociados. Posiblemente mejorando el vaciamiento gástrico, la sensación de llenura (reduciendo la inflamación), aumentando la tolerancia a volúmenes mayores y una absorción más rápida, produciendo menos volumen residual y cambios osmóticos más pequeños.
CONCLUSIONES Y RECOMENDACIONES PRÁCTICAS
En la Figura 2 se despliega un resumen de las aplicaciones prácticas. Fue necesario hacer algunas extrapolaciones de los estudios en animales, pero es muy probable que las adaptaciones en el intestino humano sean tan rápidas como aquellas vistas en otros mamíferos. Esto significa que varios días y ciertamente dos semanas de una alimentación alta en carbohidratos pueden producir un incremento significativo en el contenido de SGLT1 en la luz intestinal. Basados en datos de estudios con animales, un incremento en la ingesta de carbohidratos de 40 a 70% podría originar la duplicación de los transportadores SGLT1 en un período de dos semanas. No necesariamente recomendaríamos tener una ingesta alta de carbohidratos todos los días, por lo que los períodos de adaptación podrían ser más largos. Hasta que tengamos datos más confiables, se sugiere que el entrenamiento con una ingesta elevada de carbohidratos una vez a la semana pueda aumentar la tolerancia entre 6 a 10 semanas.
Además del aumento en la capacidad de absorción, es esencial asegurarse que una mayor ingesta de carbohidratos pueda ser tolerada y a la vez vaciada del estómago. A pesar de que es generalmente aceptado que el vaciamiento gástrico no es un factor limitante, es probable que cuando una combinación de factores coincide (por ejemplo el calor, una alta ingesta de carbohidratos y una elevada intensidad del ejercicio), el vaciamiento gástrico se comprometa. Por lo tanto, es importante practicar las estrategias nutricionales de las carreras en los entrenamientos y acostumbrarse a beber volúmenes mayores o a consumir más carbohidratos.
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)
Cuando los atletas tienen una restricción de carbohidratos porque siguen una dieta alta en grasas, dietas cetogénicas o disminuyen su ingesta de energía con el fin de perder peso, la reducción en la ingesta total de carbohidratos puede reducir la capacidad de absorberlos durante la competencia. Esta puede ser una razón por la cual anecdóticamente ellos reportan más problemas GI. A estos atletas también se les debe recomendar incluir algunos días de alimentación alta en carbohidratos.
Las pautas actuales, para un ejercicio que dure hasta 2 horas, recomiendan la ingesta de carbohidratos hasta 60 g/h. Cuando el ejercicio es de más de 2 h, se recomiendan cantidades ligeramente mayores de carbohidratos (90 g/h). Estos carbohidratos deben estar formados por una mezcla de carbohidratos de transporte múltiple (ej. glucosa:fructosa o maltodextrina:fructosa). Para obtener una ingesta de carbohidratos de 90 g/h el atleta puede combinar y mezclar diferentes productos para satisfacer sus preferencias personales y considerar su tolerancia (Jeukendrup, 2013; 2014).
Debido a que el intestino es altamente adaptable, parece inteligente ingerir carbohidratos regularmente durante el ejercicio (al menos una vez a la semana) y simular las estrategias de alimentación que serán empleadas en la competencia. El intestino puede ser “entrenado” a absorber más carbohidratos, produciendo unas tasas mayores de oxidación de carbohidratos exógenos, menor estrés GI y muy posiblemente un mejor rendimiento.
REFERENCIAS
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TRADUCCIÓN
Este artículo ha sido traducido y adaptado de: Asker Jeukendrup. Training the Gut for Athletes. Sports Science Exchange (2017) Vol. 28, No. 178, 1-5. por Pedro Reinaldo García M.Sc.
Sports Science Exchange (2017) Vol. 28, No. 178, 1-5.