людей продолжают тренироваться до полного отказа), хотя и это представление уже давно опровергнуто различным и исследованиями. Многие виды тренировок успешно стимулируют рост без ущерба, а сильное повреждение мышц может быть даже вредным для их роста. Также были идеи, что рост связан с гипоксией (низкий кровоток/ поступление кислорода), которые также уже давно были отклонены спортивным научным сообществом, хотя тренировки с ограничением кровотока (BFR) достаточно эффективны. Но это связано с тем, что гипоксия косвенно способствует росту, поскольку помогает организму включать больше мышечных волокон во время движений. Еще одна теория крутилась во круг пампа (заполнения мышц кровью) и это единственное, что может иметь хоть какой-то вес т.к. он позволяет увеличить количество саркоплазмы, что дает объем мышцам, но это не имеет прямого отношения к росту миофибрилл (кроме вспомогательного воздействия). Мы это обсудим подробнее чуть позже. Затем была теория гормонального ответа, что рост тестостерона и гормона роста после тренировки безумно важны. Хотя по факту эти маленькие и короткие всплески гормонов просто не имеют реального значения. В лучшем случае это играет очень незначительную роль, в худшем случае это не значит вообще ничего. Конечно, инъекции стероидов сверх физиологических уровней имеют значение, но подъем тестостерона или гормона роста на 15 минут после тренировки это не так много. Вся эта гормональная теория, как ключевого фактора в росте мышц, легко опровергается тем, что реакция роста на тренировки почти исключительно локальная. Если бы гормоны имели ключевую роль, то нам достаточно было бы тренировать только одну мышечную группу, а из-за скачка гормонов мы бы получали рост во всем теле, но это не так. Ближе всех к правде был Владимир Михайлович Зациорский. Он обратил внимание на то, что для каждого подхода с определенным весом необходимо задействовать определенное количество мышечных волокон для создания нужной силы для работы с этим весом. Но одного подхода самого по себе недостаточно, необходимо утомлять эти волокна для создания стресса и последующей адаптации. И, к сожалению, это тоже было не совсем правильно, пусть уже и достаточно близко к истине. Теорий много, в них легко поверить и запутаться. Неудивительно, что множество тренеров говорит «мы не знаем, что вызывает рост мышц».
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)
Напряжение.
Как оказалось, мысли о том, что «мы не знаем, что вызывает рост мышц», были неправильными с самого начала. Как бы это не было смешно, но еще в 1975 появились исследования, в которых было установлено, что основным инициирующим фактором роста скелетных мышц взрослого человека является воздействие на мышечные волокна высоких уровней напряжения, и ученые пришли к выводу: усиление напряжения (пассивного или активного) является критически важным событием в инициировании компенсаторного роста мышц. Напряжение можно генерировать по-разному: пассивно или активно. Растяжение