Диафрагма –куполообразная мышечно-сухожильная мембрана, разделяющая грудную и брюшную полость. Отверстия: foramen venae cavae, hiatus esophageus, hiatus aorticus. Части: грудинная часть,pars sternalis, и реберная часть, pars costalis. Последняя имеет две ножки, правую и левую, crus dextrum et sinistrum. Между грудинной и реберной частями диафрагмы образуются треугольники (trigenum sternocostale) (правый Морганьи, левый Лоррея), через эти треугольники проникают грудная вена, грудная артерия. Между поясничной и реберной частями – trigenum lumbocostale – треугольники Бохдалека. Слабые места диафрагмы (места образования грыж) - треугольники и отверстия диафрагмы.
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)
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Диафрагма. Отверстия, части, треугольники, слабые места.
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