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A new method for calculating shunt ratio by the single dye-dilution curve Takehiko Ikegami 1 1Department of Surgery, Tokyo National Chest Hospital pp.753-760
Published Date 1988/7/15
DOI https://doi.org/10.11477/mf.1404205289
  • Abstract
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The dye-dilution curves always showed exponen-tial decrease in the case with left-to-right shunt. When the total area of the first circulation and the successive all shunts which were calcucated by Lilienfield & Kovach's method are desigened as S, and the area of first circulation calculated by Hetzel's method as SI, the shunt ratio is expressed by the folumura:

r =1-S1/S

The shunt ratio of 17 patients with ASD and 12 patients with VSD were calculated by this met-hod. The correlation coefficient of the results bet-ween Fick's direct method and this method was 0.900 (p<0.001). This method showed also a good correlation in theoritical structure with semi-quan-titative folumura presented by Yokota et al under the same consideration.

If shunts influence the ascending limb of the first circulation, the area calculated by Hetzel's method is always greater than the true value. This pheno-menum must be explicated by means of simulation. The simulation was achieved as following. Healthy adult man's dye-dilution curve was used as the pro-totype. 2 assumptions were employed. 1) Time fac-tor is proportional to the transitional time from the injection site to the ear. 2) Peak-to-peak time of first circulation is equal to that of the successive shunts. The results were, 1) When the increase of lung blood volume excessed 50% to shunt volume, simulation showed good correlation with this me-thod, 2) the increase of lung blood volume was less than 25%, this method showed far little value as the true shunt ratio was exceeding 50%.

This study presents a theoritical basis to apply this method to the thermo-dilution. But in thermo-dilution, Hetzel's factor must be altered. Because heat takes up spaces not only lung vascular blood but also extra lung water. In dog, this factor was settled, but in man, is not yet settled.


Copyright © 1988, Igaku-Shoin Ltd. All rights reserved.

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電子版ISSN 1882-1200 印刷版ISSN 0452-3458 医学書院

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