Физиология мышечного сокращения
Нервные импульсы приводят к сокращению мышечных волокон. Соединение между мышечным волокном и двигательным нервом известно как нейромышечное соединение, и именно здесь осуществляется взаимодействие между нервом и мышцей. Нервный импульс передается на нервные окончания, называемые синаптическим окончанием аксона, рядом с сарколеммой. В таких окончаниях содержатся тысячи пузырьков, наполненных нейромедиатором ацетилхолином (АХ). Когда нервный импульс достигает синаптического окончания аксона, сотни этих пузырьков высвобождают свой АХ, также и АХ открывает каналы, в которых происходит рассеивание ионов натрия (Na+). Потенциал покоя неактивного мышечного волокна составляет примерно –95 мВ. Инфлюкс ионов натрия уменьшает заряд, создавая потенциал концевой пластинки. Если потенциал концевой пластинки достигает порогового значения потенциала (примерно –50 мВ), ионы натрия попадают в поток, вследствие чего внутри волокна создается потенциал действия.
![](data:image/jpeg;base64,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)
Рис. 1.6. Нервный импульс, представляющий собой триггер потенциала действия или сокращения мышцы
В мышечном волокне не происходит видимых перемен во время (и сразу после) потенциала действия. Этот период, называемый латентным, длится от 3 до 10 мс. Перед окончанием латентного периода фермент ацетилхолинэстераза (АХЭ) расщепляет АХ в нейромышечном соединении, натриевые каналы закрываются, и поле очищается в ожидании следующего нервного импульса. Потенциал покоя волокна восстанавливается путем оттока ионов калия из возбужденной клетки. Короткий период, требуемый для восстановления потенциала покоя, называется рефрактерным периодом.
Так каким же образом укорачивается мышечное волокно? Этот механизм можно лучше всего объяснить при помощи теории скользящих нитей (Huxley & Hanson, 1954), согласно которой мышечные волокна получают нервный импульс (см. выше), что приводит к выделению ионов кальция, сосредоточенных в саркоплазматическом ретикулуме (СР). Чтобы мышцы работали эффективно, нужна энергия, которая создается в результате распада аденозинтрифосфата (АТФ). Такая энергия позволяет ионам кальция связываться с филаментами актина и миозина для формирования магнитной связи, в результате чего волокна укорачиваются, вызывая сокращение мышц. Мышечное действие продолжается вплоть до истощения запасов кальция, после чего кальций начинает возвращаться в СР, где он будет храниться до следующего нервного импульса.
В скелетных мышцах содержатся специальные сенсорные единицы, восприимчивые к удлинению (укорачиванию) мышцы. Такие сенсорные единицы называются мышечным веретеном и нервно-сухожильным веретеном (сухожильным органом Гольджи), они важны для обнаружения изменений в длине мышцы, реагирования на такие изменения и для их регулирования.