Objective: We are currently developing a new indicator dilution method
of measuring cardiac output using lithium chloride as the indicator,
The aim of the present study was to develop a simple and accurate meth
od of deriving the area under the primary indicator dilution curve: th
at is, the area which would have been inscribed had there been no reci
rculation of the indicator. Method: A model based upon the representat
ion of the mixing in the circulation as similar to that of the passage
of an impulse through a series of filter elements was studied. This w
as represented physically by a model which consisted of a series of mi
xing chambers. The model was analysed theoretically using Laplace tran
sforms and was used to test the new method of deriving the area of pri
mary indicator dilution curves. Results: Theoretical analysis showed t
hat such a filter model produces curves which closely approximate the
shape of a lognormal distribution over a range of skewness greater tha
n that of human indicator dilution curves. The single pass curves from
the physical model were shown to be similar in shape to lognormal dis
tributions, as were the curves obtained from patients to the point whe
n recirculation occurred. A method of estimating the area under the pr
imary curve based upon the lognormal distribution was developed and eq
uations derived. The use of these equations to calculate flows from li
thium dilution curves in the mixing chamber model was validated by com
paring the results with simultaneous timed collection. Conclusions: Th
eoretical justification for treating primary indicator dilution curves
as lognormal is presented. A simple method of deriving the integral o
f the primary indicator dilution curve is described. It uses the whole
of the curve up to a point short of recirculation, avoiding the probl
em which can occur with the classical Hamilton extrapolation method wh
en the cardiac output is low and recirculation distorts the primary cu
rve in the early part of the washout.