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| DOE-HDBK-1184-2004
tAdrenals = 1
tUB = 2
tBS = 3
tBrain = 4
tBreasts = 5
tS = 6
tSI = 7
tULI = 8
tLLI = 9
tKidneys = 10
tLiver = 11
tET1bas = 12
tET2bas = 13
tLNet = 14
tBBbas = 15
tBBsec = 16
tbbsec = 17
tAI = 18
tLNth = 19
tMuscle = 20
tOvaries = 21
tPancreas = 22
tRM = 23
tSkin = 24
tSpleen = 25
tTestes = 26
tThymus = 27
tThyroid = 28
tUterus = 29
Once the transfer rate constants are defined, the total removal rate constants may be calculated
by summing across the rows of the rate matrix:
total( k, λ) =
K←k
for comp ∈ 1.. cols (k)
←0
K
comp , comp
for j ∈ 1.. cols (k)
←K
+k
if comp ≠ j
K
comp , comp
comp , comp
comp , j
(
)
←-K
+λ
K
comp , comp
comp , comp
K
The coefficients and rate constants for the retention functions are calculated by the eigensystem
method. This approach to solving systems of ODEs is described by G. G. Killough and K. F.
79
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