В литературе для велосипедистов часто предлагается комплекс упражнений для зала, который во многих случаях оказывается неэффективным. Не подлежит сомнению, что общая физическая подготовка влияет на спортивные результаты любого велосипедиста, но все не так просто, как это часто представляют.
Проблема в том, что в универсальных тренировках, якобы подходящих для всех, игнорируются важные этапы, закладывающие основу физической подготовки спортсмена. Улучшение своей физической формы можно сравнить со строительством дома: без надежного фундамента все верхние этажи, какими бы прочными они ни были, обязательно рухнут. Подобная ошибка может привести к отсутствию прогресса, развитию дисбаланса и травмам. Да, если вы отправитесь в тренажерный зал и начнете выполнять такие упражнения, как становая тяга или приседания со штангой, как обычно рекомендуется во многих универсальных программах подготовки велосипедистов, вы наверняка получите явное увеличение силы, однако без должной основы, которая позволит вам выполнять эти движения безопасно и эффективно, увеличение силы будет неполноценным или даже опасным.
Строим устойчивую пирамиду
Физическую форму велосипедиста и физическую подготовку в целом можно представить в виде пирамиды. Эта пирамида будет устойчивой, если у нее широкое основание, причем специальная подготовка велосипедиста будет вершиной пирамиды. В основании (уровень 1) находятся общие физические качества, в том числе амплитуда движения (АД) и контроль в пределах этой амплитуды. Например, до какого уровня вы можете поднять прямую ногу, лежа на спине? Если этот угол меньше 75°, значит, у вас недостаточная амплитуда движения бицепса бедра и тазобедренного сустава. Теперь попробуйте опустить ногу. Сможете сделать это медленно, не отрывая поясницы от пола? Если нет, то у вас недостаточный контроль в пределах вашей амплитуды. Само по себе это может показаться несущественным, но такого рода ограничения серьезно сказываются на способности преодолевать подъемы на трассе и даже выполнять разнообразные движения в повседневной жизни.
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Плохая физическая форма, продемонстрированная в этих приседаниях, означает, что увеличение силы в результате будет неполноценным или даже опасным
Далее (уровень 2) идут физические качества, связанные с ездой на велосипеде, но не обязательно те, которые она непосредственно развивает. К ним относятся максимальная сила, которую можно увеличить с помощью тренировок в зале, и амплитуда движения, позволяющая, например, придерживаться агрессивного стиля в гонке на время.
Максимальная сила, транслируемая в спортивные результаты, может быть увеличена тренировками в зале
Наконец, мы подходим к вершине пирамиды (уровень 3) и специальной физической подготовке, которая достигается тренировками в седле. К сожалению, многие велосипедисты, в том числе до относительно недавнего времени входящие в мировую элиту, фокусируются преимущественно на вершине, не уделяя должного внимания нижним уровням. Если вы пропустите этапы подготовки, которые формируют фундамент, или отнесетесь к ним небрежно, то независимо от вашей скорости в седле пирамида будет неустойчивой и рано или поздно рухнет.
Ситуацию также можно описать в терминах модераторы и медиаторы. Модерирующие факторы, такие как достаточная сила, оптимальная амплитуда движений и высокий уровень адаптации, формируют прочное и устойчивое основание пирамиды. К медиаторам относятся факторы, которые могут привести к травмам, неудачам и плохой адаптации. Предыдущие травмы или специализированные тренировки – все это тоже может относиться к медиаторам.
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Взаимодействие между модераторами и медиаторами определяет реакцию спортсмена на данный тренировочный стимул или курс тренировок. Традиционный подход к тому, как можно эту реакцию предсказать, носил исключительно редукционистский характер, но и исследования, и работа со спортсменами выявили его несостоятельность. Например, раньше считалось, что жесткость мышц задней поверхности бедра увеличивает вероятность травм. К сожалению, эти два фактора не коррелируют между собой, и можно иметь чрезвычайно жесткие и одновременно очень сильные мышцы задней поверхности бедра. Причина несостоятельности редукционистского подхода состоит в том, что человеческий организм – очень сложная система. Имея в своем распоряжении огромное количество данных и самые мощные суперкомпьютеры, мы можем прогнозировать погоду не больше чем на два дня. Если так, то стоит ли пытаться делать универсальные, подходящие всем прогнозы для не менее сложного человеческого тела? Результат любого вмешательства зависит от огромного количества взаимодействующих друг с другом модераторов и медиаторов.
Все люди разные, но обычно мы делим велосипедистов на две категории, «микронастройщиков» и «макроприспособленцев». Микронастройщики чрезвычайно чувствительны к изменениям, могут быстро переходить в состояние плохой адаптации, и у них повышен риск травм. Ярким примером этого типа спортсменов может служить Бен Свифт: он замечает малейшие изменения в настройке велосипеда и должен уделять повышенное внимание общефизической подготовке для укрепления устойчивости к внешним воздействиям. Типичный макроприспособленец – это Герайнт Томас. На тренировке вы можете повесить ему на спину кухонную раковину, и он приспособится. Посадите его на чужой велосипед на одном из этапов гранд-тура – он этого почти не заметит, даже если настройки велосипеда будут существенно отличаться. Наверное, у каждого из нас был одноклассник – возможно, вам повезло, и это были вы, – у которого все получалось само собой. Это и есть макроприспособленец.
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Примеры медиации и модерации, а также их возможное влияние на тренировки. Адаптировано на материале Gabbett et al. 2017
То, что подходит другому спортсмену, не обязательно подойдет и вам: все зависит от вашей реакции на тренировки, от предрасположенности к травмам и общего состояния здоровья. Превосходный пример – Эд Клэнси, восстанавливавшийся после травмы спины. Мы поместили его в барокамеру, чтобы уменьшить нагрузку на спину во время тренировки, одновременно нагружая сердце и легкие. Все исследования и предшествующий опыт свидетельствовали об эффективности этого метода, но у нас ничего не вышло. Результаты становились все хуже и хуже, и нам пришлось – хотя это казалось нелогичным – искать для него новый подход. Точно так же известный своими высокими нагрузками высокогорный тренировочный лагерь на Тейде позволил сэру Брэдли Уиггинсу и Крису Фруму достичь пика формы для победы на «Тур де Франс». Но в том же лагере другие велосипедисты просто не выдерживали нагрузок. Универсального рецепта не существует, и, хотя мы можем делать разумные и основанные на фактах предсказания результатов, наш подход должен быть гибким и целостным.