Благодаря крови, циркулирующей по организму, он снабжается кислородом и питательными веществами, освобождается от продуктов обмена. Движение крови обеспечивает сердечно-сосудистая система, которую образуют сердце и кровеносные сосуды (еще одна транспортная система организма – лимфатическая, но сеть ее сосудов не замкнута, в ней нет двигателя, как в кровеносной системе, функция состоит в производстве лимфоцитов и их доставке в кровеносную систему, в совокупности с которой она образует иммунную систему человека; но это отдельная тема).
Поскольку система кровообращения является замкнутой, кровь течет по сосудам благодаря прежде всего функционированию сердца, а также работающим мышцам. Чтобы понять, как именно это происходит и каким образом возникает артериальное давление, сначала поговорим немного об анатомии.
Итак, сердце (рис. 1) – это полый мышечный орган размером примерно с кулак, находящийся в центре (с небольшим смещением в левую сторону) грудной клетки на уровне III ребра.
Сердце взрослого человека имеет приблизительно такие параметры: длина – 12–15 см, ширина – 9—11 см. Стенка кардиальной (сердечной) мышцы состоит из трех слоев – внутреннего (эндокарда), мышечного (миокарда) и наружного (эпикарда), а само сердце помещено в перикард – тканевую оболочку, в которой имеется небольшое количество серозной жидкости (30–40 мл), устраняющей трение между его листками.
Сердце условно делится на правую и левую стороны (профессионалы даже говорят «левое сердце», «правое сердце»), каждая из которых состоит из предсердия и желудочка – соответственно левых и правых, за которыми закреплена строго определенная функция. Левая половина перекачивает артериальную кровь, обогащенную кислородом, на периферию (по всему телу), а правая пропускает венозную кровь, насыщенную углекислым газом, через легкие. При этом у здорового человека правая и левая половины сердца не сообщаются между собой (их отделяют друг от друга перегородки – межпредсердная и межжелудочковая), а венозная и артериальная кровь никогда не смешиваются (исключение составляет период внутриутробного развития плода, но это имеет физиологическое объяснение).
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)
Рис. 1. Строение сердца: 1 – верхняя полая вена; 2, 10 – полулунный клапан; 3 – правое предсердие; 4 – трехстворчатый клапан; 5 – правый желудочек; 6 – сухожильные нити; 7 – сосочковые мышцы; 8 – левый желудочек; 9 – двустворчатый клапан; 11 – левое предсердие
Каждая из обеих половин сердца поделена на две камеры – предсердие и желудочек (соответственно правые и левые), отверстия между которыми снабжены специальными клапанами (своеобразными занавесками из прочной соединительной ткани), которые называются атриовентрикулярными (сухожильными нитями они прикрепляются с одной стороны к свободному краю клапана, а с другой – к вершинам сосочковых мышц). Они открываются только в одну сторону, благодаря чему не допускается обратный ток крови, а также обеспечивают согласованную работу всех полостей сердца. Левое предсердие отделяет от левого желудочка двустворчатый клапан (митральный). И клапан, и отверстие, которое он прикрывает, называются аортальными, так как через них кровь выталкивается в аорту. Между правым предсердием и правым желудочком находится трехстворчатый клапан. Он, как и отверстие, оснащенное им, называется легочным, поскольку кровь из правого желудочка выбрасывается в легочную артерию.
Также в клапанную систему сердца входят полулунные клапаны. Они находятся там, где желудочки трансформируются в крупные сосуды (такие же клапаны имеются, например, в сосудах ног, благодаря чему кровь под действием силы тяжести не стекает вниз, а равномерно распределяется по кровеносной системе), а своим названием клапаны обязаны особой форме, напоминающей полулунные карманы. Между предсердиями и выходящими из них сосудами клапанов нет, поскольку физиологическая необходимость в них отсутствует.
Полости сердца различаются своими размерами: желудочки больше предсердий и имеют более выраженный миокард (мышечный слой), что с точки зрения физиологии совершенно естественно, ведь именно желудочки выполняют главную функцию сердца – насосную. При этом левый желудочек массивнее правого, его стенка составляет примерно 1–1,5 см. И это тоже имеет свое объяснение: работа левого желудочка более тяжелая, поскольку он должен перекачивать обогащенную кислородом кровь, чтобы насытить все органы и ткани организма, то есть совершать большой круг кровообращения. От левого желудочка отходит и аорта – самый крупный кровеносный сосуд.