Morphometrical analysis on topographical difference in size distribution, number and volume of islets in the human pancreas.
- 1 January 1978
- journal article
- research article
- Published by Tohoku University Medical Press in The Tohoku Journal of Experimental Medicine
- Vol. 124 (2) , 177-186
- https://doi.org/10.1620/tjem.124.177
Abstract
The pancreas from 7 nondiabetic autopsy cases were submitted to morphometrical analysis of the islets of Langerhans as a preliminary investigation of the diabetic pancreas. The pancreatic islets were approximately simulated by spheres of different sizes randomly dispersed in the 3-dimensional space. The parameters of Weibull function assumed for the distribution of islet radii were estimated stereologically from chord length measurements on histologic sections taken from different portions of the pancreas. By means of the estimated parameters topographical comparison of the number, volume, mean radius and size distribution of islets in a unit volume was performed. The islet distribution appeared to change the pattern gradually according to the position from the pancreatic head to the tail. The head was characterized by abundance of small islets that corresponded to a slightly higher islet population, the tail was characterized by a moderate increase of larger islets that caused a steep increase of islet volume. To estimate parameters for the whole pancreas, a histologic section from a range between the midposition of the pancreas and the one-fourth position from the splenic end was regarded to be fairly well representative.This publication has 4 references indexed in Scilit:
- Morphometrical Method to Estimate the Parameters of Distribution Functions Assumed for Spherical Bodies from Measurements on a Random SectionThe Tohoku Journal of Experimental Medicine, 1976
- The Geometric Properties of Microscopic Configurations. II. Incidence and Volume of Islands of Langerhans in the Pancreas of a MonkeyBiometrika, 1932
- THE GEOMETRIC PROPERTIES OF MICROSCOPIC CONFIGURATIONS. I. GENERAL ASPECTS OF PROJECTOMETRYBiometrika, 1932
- THE CORPUSCLE PROBLEM. SECOND MEMOIR CASE OF ELLIPSOIDAL CORPUSCLESBiometrika, 1926