Faculty of Pharmaceutical Sciences, Toyama Medical and
Pharmaceutical University, Toyama, Japan
Plasma concentration and vasodilating effect after i.v. bolus injection
of stereoisomeric organic nitrates were evaluated. Pharmacokinetics of
mononitrates was analyzed with a linear one-compartment model. The
apparent volumes of distribution were almost identical, but systemic
clearances were different among stereoisomers. The concentration data
after dinitrate administration could be described based on a
two-compartment model with elimination only from the central
compartment via metabolism to mononitrate, and then
mononitrate-dependent metabolic clearance was estimated. In the
vasodilation by mononitrate administered intravenously, the maximum
effect was not observed. The reduction of mean arterial pressure from
baseline level was related to plasma concentration with a log-linear
model. The pharmacological effect following dinitrate dosing was
analyzed by a sigmoidal Emax model assuming a
simple additive effect of dinitrate and mononitrate. Although almost
the same Hill's constant and maximum effect
(Emax) values were estimated, the concentrations
required to produce 50% of Emax
(EC50) differed among stereoisomers. The clearance and
EC50 values of stereoisomers with nitrate group at the
exo position were generally higher than those with the same
group at the endo position. This suggests that the
stereostructure of organic nitrates controls the vasodilator potency
and duration of action.
 |
Introduction |
Isosorbide
dinitrate (ISDN) is widely used in various formulations and by
different routes of administration as a basic vasodilator for the
management of angina pectoris and congestive heart failure (Parker and Parker, 1998
). A number of reports on
disposition data of ISDN in human and animals have been published
(Bogaert, 1983
). There is substantial evidence
suggesting that the vasodilating effect of organic nitrates such as
ISDN requires a series of reactions, including cellular conversion to
nitric oxide, activation of guanylyl cyclase, and intercellular
accumulation of cyclic GMP (Ignarro et al., 1981
;
Kukovetz and Holxmann, 1990
). However, in spite of this
enormous quantity of knowledge, the relationship between plasma
concentration and pharmacological response is still poorly understood
(Thadani and Whitsett, 1988
).
A major factor complicating the pharmacokinetic
(PK)-pharmacodynamic (PD) relationship of ISDN may be the development
of vascular tolerance during long-term therapy (Thadani,
1997
). Another factor is the greater persistence of active
metabolites, isosorbide-2-mononitrate (2-ISMN) and
isosorbide-5-mononitrate (5-ISMN), making the interpretation of data
difficult even after the initial dosing. The change in pulse pressure
of rats following i.v. administration of 2-ISMN and 5-ISMN, which
produce no active metabolites, has been successfully related with the
plasma concentration (Tzeng and Fung, 1992a
). ISDN and
its active metabolites have the same mechanism of vasodilating action
(Ignarro et al., 1981
; Kukovetz and Holxmann,
1990
), so the pharmacological effect after a single dose of
ISDN can be described as a simple additive effect.
ISDN is a dinitrate having two pharmacologically active diastereomers,
isoiodide dinitrate (IIDN) and isomannide dinitrate (IMDN), and their
active metabolites, 2-ISMN, 5-ISMN, isoiodide mononitrate (IIMN), and
isomannide mononitrate (IMMN) are also isomeric mononitrates. They are
structurally different in a functional group, nitrate and hydroxy
groups, and in their exo and endo positions (Fig.
1). Some in vitro and in situ studies have suggested that the
vasodilating potency of different isomeric organic nitrates depends on
the positions of functional groups (Bogaert and Rosseel, 1972
; Noack, 1984
). The systemic and conjugation
clearances of mononitrates were also affected by their stereochemical
arrangements (Tzeng and Fung, 1993
). Unfortunately,
little is known about the influence of stereostructure on the in vivo
disposition and vasodilating action for dinitrates, because little
information is available on IIDN and IMDN.
The objectives of the present study were to establish the PK-PD
relationship of organic nitrates, especially dinitrates, and to
comprehensively reevaluate the influence of stereochemistry on the PK
and PD properties. Plasma nitrate concentration and blood pressure were
simultaneously measured in rats after a single i.v. bolus
administration of dinitrates and mononitrates. The PK model
incorporating PD was developed to characterize the vasodilating effect.
 |
Experimental Procedures |
Materials.
Organic nitrates (IIDN, IMDN, and ISDN) and
mononitrates (IIMN, IMMN, 2-ISMN, and 5-ISMN) were synthesized and
purified by Toshin Chemical Co. (Tokyo, Japan). Their purities were
more than 98%. Other chemicals and solvents were of reagent grade.
Animals.
Male Wistar rats (Japan SLC Inc., Hamamatsu,
Japan) aged 8 weeks were used. Rats were allowed free access to water
and laboratory rat chow and housed in a room with a 12 h
light/dark cycle for at least 1 week before the day of experiment. One
day prior to the experiment, the right jugular vein was cannulated for
nitrate administration and blood sampling, and the left carotid artery was for blood pressure measurement, according to Hatanaka et al. (1998a)
. After a one-night recovery period, each rat was
studied in a conscious and unrestrained state.
Dosing.
Twenty-one groups of rats (n = 3 in each group) received a single i.v. bolus dose of 50, 100, or 200 mg/kg of either a dinitrate or a mononitrate via jugular venous
cannula. N,N-Dimethylacetamide was as a solvent for
dinitrates due to their low aqueous solubilities, and only 0.2 ml of
the solution was administered to minimize the toxicity. Mononitrates
were dissolved in normal saline, making the injection volume less than
2 ml/kg. The dose was delivered over 5 s followed by a saline
flush of the cannula.
PK Study.
Blood samples (0.25 ml) were withdrawn from the
jugular vein just prior to nitrate administration and at appropriate
postdose times, which were predetermined based on the detection limit
for each nitrate. The blood samples were immediately transferred to heparinized micro test tubes and centrifuged at 12,000 rpm for 3 min.
The separated plasma samples were stored at
20°C until assay.
The plasma concentrations of organic nitrates were determined by
HPLC. The plasma samples after dinitrate dosing were divided into two
for dinitrate and mononitrate determinations. Two volumes of
acetonitrile containing an internal standard was added to the plasma
samples and vortexed. After centrifugation at 12,000 rpm for 3 min, 50 µl of the supernatant was injected into the HPLC system.
The system consisted of a pump (LC-10AD, Shimadzu, Kyoto, Japan),
a 4.6 × 150 mm stainless-steel column packed with Nucleosil 100-5C18 (Machery Nagel, Duren, Germany), an ultraviolet detector (SDP-10A, Shimadzu) and an integrator (C-R6A, Shimadzu). The mobile phases were acetonitrile/water (33:67 for dinitrates, 10:90 for IIMN,
7:93 for 2-ISMN and 5-ISMN, and 2:98 for IMMN). The flow rates were 1.5 and 1.2 ml/min for IMMN and other nitrates, and the internal standards
were ethyl p-hydroxybenzoic acid and phenol for dinitrates
and mononitrates. The detector wavelength was set at 240 nm. The lower
limit of quantitation was 50 ng for all nitrates.
PD Study.
Blood pressure of rats was measured with a
biophysiograph (180 system, San-ei Instrument Co., Tokyo) connected to
the carotid arterial cannula via a pressure transducer (MPU-0.5, Toyo
Baldwin Co., Tokyo) and digitized with an A/D converter (GP-IB, Shoei Densi Laboratories, Nagoya, Japan). Three direct hemodynamic
parameters, systolic blood pressure, diastolic blood pressure and heart
rate, and the mean arterial pressure calculated by direct parameters were recorded every minute on a personal computer (HP-85,
Hewlett-Packard, Corvallis, OR). After about a 30-min stabilization
period, the measurement was carried out for 15 min to obtain the
baseline level, and continued after nitrate administration until the
last blood sampling.
PK-PD Modeling.
To relate the vasodilating effect with
plasma concentration of organic nitrates, a PK-PD model was developed
as shown in Fig. 2. The following
assumptions were made: 1) dinitrates distribute into a central
compartment (compartment 1) and a peripheral compartment (compartment
2); 2) the elimination of dinitrates occurs only via metabolism to the
active metabolites; 3) the disposition of mononitrates is described by
a conventional one-compartment model (compartment 3 or 4); 4) the site
of action is in the central and metabolite compartments; and 5) both
dinitrates and mononitrates have an identical mechanism of action.

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Fig. 2.
PK-PD model for organic nitrates. C,
concentration; V, volume of distribution; D,
dose; k, first-order rate constant; subscripts 1 and 2, central and peripheral compartments of dinitrate; subscripts 3 and 4, compartments of mononitrate metabolites.
|
|
Plasma concentration data in each rat receiving an i.v. dose of
mononitrate were fitted to a monoexponential equation:
|
(1)
|
where Ci, Vi,
Di, and ki0 are the
concentration at time t, apparent volume of distribution,
dose and first-order elimination rate constant for compartment i
(i = 3 or 4). A nonlinear least squares regression
program (Hatanaka et al., 1998a
), which was run on a
personal computer (PC-9801DA, NEC, Tokyo), was used to estimate the
distribution volume and elimination rate constant. The systemic
clearance (CLi0) was obtained as the product of
both parameters.
When a dinitrate was administered, plasma concentrations of the nitrate
and its active metabolite, mononitrate, were expressed as:
|
(2)
|
|
(3)
|
where C1 is the dinitrate
concentration in the central compartment, V1 is
the volume of the compartment, k1i is the
first-order metabolic rate constant from dinitrate to mononitrate,
and
are the slopes, and A and B are the
intercepts. Each data set of dinitrate and mononitrate concentrations
was simultaneously fitted to eqs. 2 and 3 correcting the molecular
weights and using the nonlinear least squares method described above.
The elimination rate constant and distribution volume of mononitrate
were fixed on the mean values obtained in the corresponding mononitrate
administration study, and only hybrid parameters (A, B,
,
and
) were calculated. The volume of central compartment, metabolic
rate constant, metabolic clearance (CL1i) and
steady-state volume of distribution (VSS) were
estimated from the hybrid parameters by traditional methods
(Gibaldi and Perrier, 1982
). In the analysis of ISDN
dosing, k13 was also obtained by data-fitting
and used for estimation of k14 together with
hybrid parameters.
The difference in mean arterial pressure from the baseline level
(
MAP) was used as a measure of pharmacological effect of organic
nitrates and related to plasma concentration based on a sigmoidal
Emax model:
|
(4)
|
where Emax,
, and
EC50i are the maximum effect, Hill's constant and
concentration required to produce 50% of Emax.
In the mononitrate administration studies, however,
Emax was not observed even after the maximum
dose of 200 mg/kg. When the pharmacological effect is between 20 and
80% of Emax, the sigmoidal
Emax model can be approximated to a log-linear
model:
|
(5)
|
where m and bi are the slope
and intercept, which are related with the Emax,
, and EC50i as follows (Holford
and Sheiner, 1982
):
|
(6)
|
|
(7)
|
Thus, eq. 5 was used to describe the relationship
between plasma concentration and
MAP in each rat administered a
mononitrate, and two PD parameters were determined by the data-fitting.
If the vasodilating effect caused by administration of a
dinitrate is an additive effect of the nitrate and a metabolized mononitrate (IIDN and IIMN or IMDN and IMMN), which act via the same
mechanism of action, the PK-PD relationship is expressed as the
following equation (Koizumi et al., 1993
):
|
(8)
|
Similarly, the relationship following administration of ISDN,
which has two active metabolites, is:
|
(9)
|
From eqs. 6 and 7, Emax,
, and
EC504 can be expressed as follows:
|
(10)
|
|
(11)
|
|
(12)
|
Two PD parameters, EC501 and
EC503 were calculated for each rat by fitting the
MAP data after IIDN or IMDN dosing to eqs. 8, 10, and 11 and those
after ISDN dosing to eqs. 9 through 12 using the mean values of PD
parameters (m and bi) of the
corresponding mononitrate, and Emax,
, and
EC504 were generated as secondary parameters from eqs.
10 and 11.
Statistics.
Statistical significance of difference was
evaluated by one-way ANOVA, and then by Scheffe's multiple comparison
method. In all cases, P < 0.05 was considered to be significant.
 |
Results |
PK-PD of Dinitrates.
Figure 3
shows the typical time courses of plasma concentration and mean
arterial pressure in rats receiving a single i.v. dose of 100 mg/kg
IIDN, IMDN, or ISDN. In all cases, the plasma concentration of
dinitrate declined rapidly in a biphasic manner, whereas the
mononitrate concentration peaked soon after dosing and then reduced
slowly, maintaining higher levels than the dinitrate. The peak
concentrations and terminal slopes of mononitrate, and the slopes of
dinitrate decline differed among stereoisomers. The mean arterial
pressure decreased to a minimum at the earliest recording time (1 min)
after dosing and then recovered gradually to the baseline level. The
duration to recovery of blood pressure level varied depending on the
dinitrate administered.

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Fig. 3.
Typical time courses of plasma concentration and mean
arterial pressure in rats receiving a single i.v. dose of 100 mg/kg
IIDN, IMDN, or ISDN. The smooth solid lines represent nonlinear
least-squares fit of data to the PK-PD model shown in Fig. 2, and the
other smooth lines are the contribution of dinitrate and mononitrate to
total vasodilating effect, which was calculated based on the sigmoidal
Emax model.
|
|
PK of Organic Nitrates.
Plasma concentration profile after
i.v. injection of a mononitrate to a rat showed a monoexponential
decline. The average profiles are shown in Fig.
4. The slope of decline was independent of dose but clearly differed among mononitrate isomers. The PK parameters obtained by fitting the data for each rat to a linear one-compartment model are summarized in Table
1. Although the apparent volumes of
distribution are almost the same among stereoisomeric mononitrates
except for 5-ISMN, the elimination rate constant and systemic clearance
were highest for IIMN, followed by IMMN, 2-ISMN, and 5-ISMN.

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Fig. 4.
Average plasma concentration profiles after i.v.
administration of mononitrates to rats. Each point represents the
mean ± S.D. of three rats.
|
|
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TABLE 1
Pharmacokinetic parameters of organic mononitrates in rats
Each value represents the mean ± S.D. of nine rats administered
200, 100, or 50 mg/kg dose.
|
|
The pharmacokinetics of dinitrates was linear at the dose levels of 50 to 200 mg/kg, as shown in the plasma concentration profiles after ISDN
dosing (Fig. 5). The parameters
determined by the data-fitting to the PK model shown in Fig. 2 are
listed in Table 2, and the representative
fitting values are shown in Fig. 3 as solid curves. The differences in
the distribution volume of the central compartment and steady-state
volume of distribution were roughly 2-fold among dinitrate
stereoisomers, whereas metabolic rate constant and metabolic clearance
had about 7-fold variation between the maximum values of denitration
from IIDN to IIMN and the minimum from ISDN to 2-ISMN.

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Fig. 5.
Average plasma concentration profiles after i.v.
administration of ISDN to rats. Each point represents the mean ± S.D. of three rats.
|
|
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TABLE 2
Pharmacokinetic parameters of organic dinitrates in rats
Each value represents the mean ± S.D. of nine rats administered
200, 100, or 50 mg/kg dose.
|
|
PD of Organic Nitrates.
A rapid decrease immediately after
administration and then a slower increase to the baseline level in mean
arterial pressure were found for doses of mononitrates as true for
dinitrates. The hemodynamic effect after dosing of 100 mg/kg IMMN and
5-ISMN, and 50 mg/kg of all mononitrates, however, was too weak and
brief to analyze the PK-PD relationship. Figure
6 shows representative relationships
between plasma concentration and
MAP in rats from 200 mg/kg
mononitrate administration groups. Although no distinct maximum effect
was observed, there was a log-linear relationship in data below 10% of
mean arterial pressure at the baseline (above about 10 mm Hg of
MAP) for each diastereomer. The best-fit lines to the log-linear
model are shown in this figure and the estimated PD parameters are
summarized in Table 3.

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Fig. 6.
Relationships between plasma concentration and MAP
in representative rats from 200 mg/kg mononitrate administration
groups. The straight lines represent nonlinear least-squares fit of
data to a log-linear model.
|
|
The pharmacological data following i.v. injection of dinitrates were
analyzed assuming a simple additive effect of the dinitrate and
metabolized mononitrates. The estimated PD parameters are listed in
Table 4, and the typical time courses of
mean arterial pressure calculated from the best-fit values are drawn in
Fig. 3. The estimated Emax values were almost
identical and
values were about 1 for all dinitrates. On the other
hand, the EC50 values were 20 to 200 times higher for
dinitrates than mononitrates and varied about 3-fold among
stereoisomers. The contribution of dinitrates and mononitrates to the
total vasodilating effect was also calculated based on sigmoidal
Emax model (Fig. 3). Although the vasodilating effect was mainly attributed by dinitrates, the contribution of mononitrates increased at later recording times.
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TABLE 4
Pharmacodynamic parameters of organic dinitrates in rats
Each value represents the mean ± S.D. of nine rats administered a
200, 100, or 50 mg/kg dose.
|
|
 |
Discussion |
PK of mononitrates, particularly 5-ISMN, has been well
investigated in human and animals (Chasseand, 1987
;
Tzeng and Fung, 1993
). The PK properties obtained here
were essentially consistent with those reported previously. The volumes
of distribution of all mononitrates were of the same order of magnitude
as the volume (0.9 liters/kg) of total body water (Rothwell and
Stock, 1979
), although the value of 5-ISMN was significantly
higher than that of other isomers (Table 1). The systemic clearance was
highest for IIMN followed by IMMN, 2-ISMN, and 5-ISMN. No remarkable
nonlinear PK behavior was observed for any mononitrates in the dose
range tested (Fig. 4).
PK properties of ISDN have also been extensively studied
(Bogaert, 1983
). In the present study, a two-compartment
model with elimination only from the central compartment via metabolism
to mononitrates, as shown in Fig. 2, was used in the PK analysis of
ISDN based on the plasma concentration profiles (Fig. 5). It is already
known that ISDN distributes to various tissues (Reed et al.,
1977
) and eliminates mainly as denitrated metabolites and their
conjugates (Rosseel and Bogaert, 1973
). The steady-state volume of distribution calculated based on the model was comparable with the reported values, and the sum of metabolic clearances from ISDN
to 2-ISMN and 5-ISMN (109 ml min
1 kg
1) was
almost equal to the reported systemic clearance of ISDN (Table 2). The
PK of IIDN and IMDN could be described based on the same model as ISDN
except for a difference in the number of mononitrate metabolites (Fig.
3). This is not surprising because of their similarity to ISDN in
physicochemical properties (Hatanaka et al., 1998b
) and
renal excretion aspects (Rosseel and Bogaert, 1973
).
Difference in the estimated volumes of distribution was about 2-fold
among dinitrate isomers (Table 2). A possible explanation for the
difference is stereoselective plasma protein binding, which was
confirmed for many racemic drugs (Jamali et al., 1989
). The metabolic rate constants had the same order of magnitude as the
corresponding elimination constants of mononitrates except for 5-ISMN
(Tables 1 and 2). Therefore, the terminal slope in plasma concentration
profile of 5-ISMN after ISDN administration equaled its elimination
slope, whereas the terminal phase of other mononitrates was controlled
by both production and elimination rates (Fig. 3). The metabolic
clearances of all dinitrates (Table 2) exceeded hepatic plasma flow in
rat (Bischoff et al., 1971
). The extensive metabolism of
nitroglycerin and ISDN by extrahepatic tissues including blood vessels
has been confirmed in vitro (Fung et al., 1984
). The
clearances were always higher than systemic clearances of mononitrates
capable of being denitrated at the same position (Tables 1 and 2). The
faster denitration in dinitrates might be due to their larger
distribution volume and thus better access to enzymes catalyzing
denitration. Another explanation could be higher binding affinity, by
analogy with experimental results for nitroglycerin and the
corresponding dinitrates (Needleman and Hunter, 1965
).
Compared among dinitrate diastereomers, the metabolic clearance had
about 7-fold variation, and the values were significantly different
from one another (Table 2).
Organic nitrates introduced into systemic circulation partition into
vascular cells where they undergo transformation involving denitration
with the subsequent liberation of nitric oxide (Ignarro et al.,
1981
). Nitric oxide simulates guanylyl cyclase, which leads to
the conversion of GTP to cyclic GMP, which in turn causes vasodilation
(Kukovetz and Holxmann, 1990
). The series of reactions following generation of nitric oxide is very rapid (Keith et
al., 1982
; Kelm et al., 1988
). These facts allow
us to assume that the vasodilating effect after dinitrate
administration is a simple additive effect of both the nitrate and its
mononitrate metabolites with an identical mechanism of action. In the
vasodilation by mononitrates, the experimental
Emax was not obtained even at the maximum dose
of 200 mg/kg (Fig. 6), nor was Emax observed in
the reduction of rat pulse pressure (Tzeng and Fung,
1992a
) or relaxation of aortic ring (Tzeng and Fung,
1992b
). Although the hemodynamic and antianginal actions of
organic nitrates are mediated through vasodilation of veins and
arteries, the venodilation predominates and dilation of arteries and
arterioles occurs to a lesser extent (Imhof et al.,
1982
). A log-linear model was therefore used to describe the
PK-PD relationship of mononitrates (Fig. 6). In contrast, the
pharmacological effect after dinitrate dosing was so strong that it
could be analyzed by a sigmoidal Emax model
(Fig. 3).
Regardless of stereoisomers, the estimated Emax
and
values were about 50 mm Hg and 1 (Table 4). The slopes of
log-linear regression line for the vasodilation after mononitrate
dosing, which is a function of Emax and
(eq.
6), were identical among isomers (Table 3). These results support that
the vasodilating effect of all organic nitrates is caused by a common
mediator, cyclic GMP. The EC50 values of dinitrates were
remarkably lower than those of mononitrates (Table 4). The higher
vasodilator potency of dinitrates might be due to their higher
lipophilicity and thus greater partition into the vascular cells, as
pointed out in previous in situ and in vitro studies (Bogaert
and Rosseel, 1972
; Noack, 1984
). Although
EC50 showed a large interindividual difference, the
vasodilating potency also seemed to depend on the stereostructure of
organic nitrates.
Based on the PK and PD parameters obtained here, the influence of
stereochemistry on the PK and PD of organic nitrates is discussed. The
metabolic clearance from dinitrate to mononitrate showed that two
nitrate groups rather than just one at the exo position
rather than endo position are easily denitrated (Table 2).
The EC50 values of dinitrates had a tendency to decrease with increase in the number of exo nitrate groups, and thus
another advantage of exo position to denitration was found
(Table 4). The nitrate group at the endo position interacts
with the lone-pair electrons of the oxygen atom in the adjacent ring
and thus lends itself less easily to enzymatic attack than the same
group at the exo position (Hayward et al.,
1967
). Comparison of EC50 among mononitrate isomers
showed that exo hydroxy groups are helpful to denitration
(Table 4). This can be explained by the hypothesis that enzymes
metabolizing nitrates to nitric oxide contain two attachment sites that
can bind to the oxygen atoms and are separated by a distance of 5.8 Å (Tzeng and Fung, 1992c
). The effect of stereostructure
on the elimination of mononitrates is not simple, because the compounds
are cleared from the body via not only denitration but also
glucuronidation (Wood et al., 1984
). The urinary
conjugation clearances were around 10% except for 43% of IMMN
(Tzeng and Fung, 1993
). The hydroxy groups at the
endo position are also involved in intermolecular
interactions via hydrogen bonding to an oxygen atom in the same ring
(Anteunis and Verhegghe, 1971
), but the interaction is
favorable to glucuronidation, which requires a backside attack (the
so-called SN2 mechanism). The intermolecular interaction of
both nitrate and hydroxy groups might cause the exceptionally extensive
conjugation and then systemic elimination of IMMN (Table 1).
In conclusion, the PK-PD relationship of organic mononitrates and
dinitrates was established, and the stereoselective clearances and
vasodilating effects were demonstrated. Stereoisomers having exo nitrate groups generally showed high vasodilating
potency, but their duration of action was short due to high systemic
and metabolic clearances. It is understandable that ISDN and 5-ISMN, whose potency and clearance are in the middle among isomers, are used
clinically. However, the duration of action can be extended by
formulations and administration routes (e.g., transdermal patches), so
that other isomers can also be clinically useful vasodilators. The
vasodilating effect of organic nitrates is not always parallel to the
anti-ischemic effect and nitrate tolerance shifts the PK-PD relationship depending on time (Thadani, 1997
;
Parker and Parker, 1998
). Some information obtained here
may not be directly utilized in the improvement of nitrate treatment of
angina pectoris and congestive heart failure. However, the present
study is a thorough PK-PD study of several organic dinitrates and
mononitrates in conscious rats and thus a worthwhile step to establish
the clinical PK-PD relationship.
Accepted for publication April 10, 2001.
Received for publication October 6, 2000.
ISDN, isosorbide dinitrate;
PK, pharmacokinetic;
PD, pharmacodynamic;
2-ISMN, isosorbide-2-mononitrate;
5-ISMN, isosorbide-5-mononitrate;
IIDN, isoiodide dinitrate;
IMDN, isomannide dinitrate;
IIMN, isoiodide mononitrate;
IMMN, isomannide
mononitrate;
HPLC, high-performance liquid chromatography;
ANOVA, analysis of variance;
MAP, difference in mean arterial pressure from
baseline.