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正常功能状态及实验性胆汁淤积时胆管树的立体测量常数

Stereomatic constants of the biliary tree in normal functional state and during experimental cholestasis.

作者信息

Olkhomiak A A, Khimich S D, Konoplitsky V S, Yakimenko A G

机构信息

Vinnitsa Medical University, Ukraine.

出版信息

Acta Chir Hung. 1997;36(1-4):264-5.

PMID:9408369
Abstract

It has been found from the study of cholangiograms and laboratory specimens of biliary systems of human beings and dog's that the decrease in average diameters of biliary ducts during their passage from the hepatic portals to the periphery, is in accordance with the equation D = e-kz+b (z--sequence no of the duct, D--diameter of the duct, k--rate of change in the diameter, b--logarithm of diameter when z = 0). It has been established that parameter (b) defines size of the liver, and parameter (k) does not depend upon hepatic dimensions and changes during pathological processes. The use of (k) is recommended as an aid in defining the general character of dynamics of the duration of a given pathology.

摘要

通过对人类和狗的胆管系统造影照片及实验室标本的研究发现,胆管从肝门向周边走行过程中,其平均直径的减小符合方程D = e - kz + b(z为胆管序号,D为胆管直径,k为直径变化率,b为z = 0时直径的对数)。已确定参数(b)决定肝脏大小,参数(k)不取决于肝脏尺寸且在病理过程中会发生变化。建议使用(k)来辅助确定特定病理持续时间的动态变化总体特征。

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