The pharmacokinetic parameters were calculated using a
noncompartmental method from the mean concentration of six measurements
per time point.
19 Results were expressed per gram of
tissue. The terminal-phase elimination rate constant
(λ
z ) was determined by linear regression of
the natural logarithms of the concentrations against time for the
log-linear elimination phase as follows: λ
z =
ln
C t − ln
C 0/▵
t. The
terminal half-life (
t 1/2) was calculated
from the equation:
t 1/2 =
0.693/λ
z . The area under the
concentration–time curve from time 0 to the time
t (
AUC 0–t ) was calculated by the
trapezoidal rule and extrapolated to infinity according to the
following equation:
AUC 0–∞ =
AUC 0–t +
(
C t /λ
z ), in which
C t is the last drug concentration
available, taken at time
t (72 hours). The area under the
first moment concentration-time curve (
AUMC) was
calculated as
\[{{\sum}_{\mathit{t}_{\mathit{n}\mathrm{-1}}}^{\mathit{t}_{\mathit{n}}}}\mathit{\ }\ \frac{\mathit{(C}_{\mathit{n}\mathrm{-1}}\mathrm{\ {\cdot}\ }\mathit{t}_{\mathit{n}\mathrm{-1}}\mathrm{\ {+}\ }\mathit{C}_{\mathit{n}}\mathrm{\ {\cdot}\ }\mathit{t}_{\mathit{n}}\mathrm{)}}{\mathrm{2}}\mathrm{\ {\cdot}\ (}\mathit{t}_{\mathit{n}}\mathrm{\ -\ }\mathit{t}_{\mathit{n}\mathrm{-1}}\mathrm{)\ {+}\ }\ \frac{\mathit{tx}\mathrm{\ {\cdot}\ }\mathit{Cx}}{\mathrm{{\lambda}}_{\mathit{Z}}}\mathrm{\ {+}\ }\ \frac{\mathit{C}_{\mathit{t}}}{\mathrm{{\lambda}}_{\mathit{z}}^{\mathrm{2}}}\]
The mean residence time (
MRT) was calculated as
follows: MRT =
AUMC/
AUC 0–t . The total
clearance (
Cl) of the drug in vitreous was calculated as
follows:
Cl =
dose/
AUC 0–∞. The apparent
volume of distribution (
V area) was
calculated by the following equation:
V area =
Cl/λ
z . Drug flow in vitreous
(
J) was calculated as
J =
Cl ·
C m/
A, in which
C m is the mean drug concentration in
vitreous from 0 to 72 hours and
A is area of vitreous,
considering the eye as a complete sphere.
20 The
coefficient of diffusion for drugs in vitreous (
D) was
calculated as follows:
D =
J (▵
x/▵
C), where
x is the
diffusional space. The coefficient of permeability for both drugs in
vitreous humor (
K p) was calculated
from the following equation:
K p =
D ·
PC/ ▵
x, in which
PC is the drug octanol/water partition coefficient determined
experimentally (0.01 for ganciclovir and 0.436 for foscarnet). The mean
absorption time (
MAT; i.e., the mean residence time of a
molecule in absorption zone from vitreous to retina) was determined as
follows:
MAT =
MRT vitreous−
MRT retina).The penetration ratio was
defined as the ratio of the
AUC 0–72 for
retina to the
AUC 0–72 for vitreous humor.