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Vol. 291, Issue 1, 199-203, October 1999

Pharmacokinetic-Pharmacodynamic Modeling of the Immunomodulating Agent Susalimod and Experimentally Induced Tumor Necrosis Factor-alpha Levels in the Mouse

Peter Gozzi, Ingrid Påhlman, Lena Palmér, Alvar Grönberg1 and and Stefan Persson1

Department of Drug Metabolism Research, Pharmacia & Upjohn AB, Stockholm, Sweden


    Abstract
Top
Abstract
Introduction
Materials and Methods
Results
Discussion
References

The main objective of this study was to explore the concentration-effect relationship between the immunomodulating agent susalimod and lipopolycaccharide (LPS)-induced elevated serum levels of the proinflammatory cytokine tumor necrosis factor-alpha (TNF-alpha ). Bacterial LPS (1 mg/kg) was given i.p. along with different doses of susalimod (0, 25, 50, 100, and 200 mg/kg) to female CD-1 mice. Blood samples were drawn at different time points (15-300 min), and serum was analyzed with respect to susalimod and TNF-alpha . The concentration-effect relationship was explored by modeling the data from all dose levels simultaneously using specially written program models, i.e., a three-compartment pharmacokinetic model, including biliary excretion, and an indirect mechanistically based pharmacodynamic model. The models, which were successfully fitted to the experimental data, showed that LPS induced the TNF-alpha synthesis during ~70 min and that during this time course, the synthesis rate was governed by the serum phamacokinetics of susalimod. Because the results supported the assumption that the maximum inhibitory effect was equal to full inhibition of the synthesis, the in vivo potency (IC50) of susalimod could be estimated to 293 µM. In conclusion, susalimod decreased the LPS-induced TNF-alpha mouse serum levels in a concentration-related manner. The compound is suggested to inhibit the synthesis of TNF-alpha . The integrated pharmacokinetic-pharmacodynamic model estimated the in vivo potency of susalimod in the mouse to be 293 µM.


    Introduction
Top
Abstract
Introduction
Materials and Methods
Results
Discussion
References

The current knowledge about the mechanism of action of disease-modifying antirheumatic drugs (DMARDs) involves inhibition of the production of proinflammatory cytokines (Bondeson, 1997). In particular, tumor necrosis factor-alpha (TNF-alpha ) has been demonstrated to be of pivotal importance in rheumatoid arthritis (RA). The pharmacological effect of anti-inflammatory and immunomodulating agents is commonly studied with bacterial lipopolysaccharide (LPS) (Remick et al., 1989; Shapira et al., 1996) because administration of LPS into experimental animals leads to a rapid induction of macrophage-monocyte TNF-alpha synthesis and develops similar pathophysiological changes to those of an inflammatory response. Hence, the effect of DMARDs on LPS-induced elevated TNF-alpha exposure serves as a useful pharmacodynamic (PD) model for these types of agents.

In this study, we investigated the pharmacological action of susalimod, a metabolically stable chemical analog of sulfasalazine designed within a drug development program for the treatment of RA. The pharmacokinetics (PK) of susalimod has been investigated in various animal species (Påhlman et al., 1998). Its PK profile is characterized by an extensive biliary excretion, mainly as unchanged parent drug. Furthermore, the compound is very highly bound to plasma albumin and has a small volume of distribution. In contrast to previously reported studies, which to our knowledge have only sought to describe a dose-response relationship, we have tried to establish a concentration-effect relationship between a compound (susalimod) and cytokine serum levels.

Integrated PK-PD modeling deals with the issue of correlating the time course of pharmacological effect intensity to the plasma pharmacokinetics of a drug. With its potential use in comparison of in vivo potency and in prediction of outcomes, PK-PD modeling is recognized to be of critical importance in the knowledge-gathering process of drug development (Yacobi et al., 1993; Breimer and Danhof, 1997). The possibility to perform relevant PK-PD modeling (i.e., in which adequate response variables are chosen and the rate-limiting steps are accurately identified) is very much dependent on the knowledge about the molecular biology of drug action. In the common case where the pharmacological mechanism of action has not been fully clarified, modeling may nevertheless be viewed as a useful tool in exploring these events (Sheiner et al., 1979; Holford and Sheiner, 1981; Boxtel et al., 1992; Dayneka et al., 1993; Jusko and Ko, 1994; Danhof and Mandema, 1995).

In this study, serum concentration-time data of the immunomodulating agent susalimod and cytokine TNF-alpha were explored following concomitant administration of LPS and four different doses of susalimod to mice. In addition to TNF-alpha , other cytokines that are known to play a role in the biological response to LPS, e.g., the proinflammatory cytokine interleukin (IL)-6 as well as the anti-inflammatory cytokine IL-10, were determined. The effect of susalimod on these cytokines was found to be most evident for TNF-alpha . The concentration-effect relationship between susalimod and TNF-alpha was described by a specially designed integrated PK-PD model, comprising a three-compartment PK model and a mechanistically based indirect PD model.

    Materials and Methods
Top
Abstract
Introduction
Materials and Methods
Results
Discussion
References

Chemicals

Bacterial LPS (Escherichia coli 0127:b8), batch 10692JE, was provided by Difco (Detroit, MI). LPS was used as a solution in 0.9% NaCl; 50 µg/ml. Susalimod, 2-hydroxy-5-[[4-[(3-methyl-2-pyridinylamino)sulfonyl]-phenyl]ethynyl]benzoic acid, mol wt 408 g/mol, was provided by Pharmacia & Upjohn (Uppsala, Sweden). Susalimod was used as a solution in 0.9% NaCl (adjusted to pH 8.0) at concentrations of 1.25, 2.5, 5, or 10 mg/ml. Other chemicals used (see below) were of analytical grade and were obtained commercially.

Experimental Design

Two hundred female CD-1 mice, provided by Charles River, Germany, were used. The experiment was approved (C330/95) by the Animal Ethics Committee of Uppsala, Sweden. The mice were ~10 weeks old and weighed 20 to 25 g. A sublethal endotoxin shock was induced in all mice by administration of LPS, 1 mg/kg. Four groups received susalimod (25, 50, 100, or 200 mg/kg) in connection with the LPS administration, and one control group was given saline to explore the induced cytokine exposure in the absence of susalimod. The test articles were administered i.p., 0.02 ml/g b.wt., and blood samples were drawn from orbital plexus under anesthesia (Metofane; Mallinckrodt Inc., St. Louis, MO) at 15, 30, 45, 60, 90, 120, 180, and 300 min after administration. Blood was collected from five mice at each time point. Each animal was sampled once and then sacrificed by neck dislocation. Serum was prepared and analyzed with respect to susalimod and TNF-alpha , IL-6, and IL-10.

Analyses

Susalimod was determined in serum by reversed-phase liquid chromatography and UV-absorbance detection. The serum samples were mixed in equal volumes with distilled water or phosphate buffer. The protein precipitation was performed with methanol by using the volume ratio 3:2 for methanol and sample, respectively. After centrifugation, the supernatant was diluted 1:1 with distilled water, and an aliquot (20 µl) of the solution was injected into the HPLC system (Varian 9010, Varian, Palo Alto, CA; LDC SpectroMonitor 4100, Thermoquest, San Jose, CA; and Laboratory Data System Nelson 2600, Perkin-Elmer, Norwalk, CT). Single determination of susalimod was performed for the study samples. Separation was performed on a Kromasil C8 column (5 µm, 150 mm × 4.6 mm i.d.) with a guard column Kromasil C8 (5 µm, 10 mm × 3.2 mm i.d.). The mobile phase was methanol/phosphate buffer (0.05 M, pH 7.0), with a methanol range of 50 to 60%. Quantification was performed with UV-absorbance detection at 320 nm with an external standard. The standard curve in serum was linear in the range from 0.62 to 150 µM susalimod. The accuracy and precision of the method were continuously examined during the study by analyzing duplicates of spiked quality control samples at concentrations of 0.62, 74, and 136 µM susalimod. The interassay accuracy for susalimod varied between 100 and 103%. The interassay variation (expressed as relative S.D.) was 14% at 0.62 µM (low limit of quantification of susalimod) and <2% at 74 and 136 µM susalimod.

The serum cytokine concentrations were analyzed with highly specific sandwich enzyme-linked immunosorbent assays (ELISAs). ELISA protocols supplied by PharMingen (San Diego, CA) were used with a few minor modifications. All incubations were performed on flat-bottom high-binding polystyrene microtiter plates (Nunc Immonoplate Maxisorp F-96; A/S Nunc, Roskilde, Denmark), with specific rat anti-mouse monoclonal antibodies against TNF-alpha (catalog no. 18121D), IL-10 (catatalog no. 18141D), and IL-6 (catalog no. 18071D). Recombinant mouse TNF-alpha , IL-10, and IL-6 proteins were used as standards. For detection of cytokines bound to the primary capture antibodies, biotinylate rat anti-mouse TNF-alpha , IL-10, and IL-6 antibodies were used. All antibodies (primary and secondary), as well as recombinant cytokines, were purchased from PharMingen (San Diego, CA). Visualization of the amount of cytokines in each well was performed by the addition of avidine complexed with biotinylated alkaline phosphatase (ABComplex/AP, DAKOPATTS, Älvsjö, Sweden) and the phosphatase chromogene p-nitrophenylphosphate (1 mg/ml; Sigma Chemical Co., St. Louis, MO) in diethanolamine buffer, pH 9.8. After incubation in darkness, absorbance (Emax) was measured at 405 nm in a microplate reader (Molecular Devices Corp., Menlo Park, CA). All measurements (standards, samples) were performed as duplicates. The detection limit was defined as the blank absorbance + 3 S.D. Detection limits of the TNF-alpha , IL-10, and IL-6 assay were estimated to be 0.010, 0.065, and 0.70 ng/ml, respectively.

PK-PD Modeling

PK Model. The absorption, distribution, metabolism, and excretion characteristics of susalimod have been thoroughly investigated in various animal species, especially rat, dog, and monkey, but also mouse, rabbit, and mini-pig (Påhlman et al., 1998). In these studies, it has been shown that susalimod is mainly cleared via the bile without prior biotransformation, that clearance decreases with increasing dose, that plasma protein binding is very high, and that its volume of distribution is small. Furthermore, it has been shown in rats that enterohepatic recirculation occurs. Plasma PK data obtained in previous studies indicate that enterohepatic recirculation of susalimod occurs also in mouse and other animal species (unpublished data).

A three-compartment model was designed to describe the pharmacokinetics of susalimod (Fig. 1). Three major assumptions were made. First, because no mass balance or bile excretion data were available in the mouse, it was assumed that the excretion characteristics of susalimod in this species were similar to that in rat and dog. Second, because it was decided not to model the rate of absorption of administered dose and the rate of absorption of drug reabsorped by enterohepatic recirculation as separate parameters, it was assumed that the rates of these processes were equal. Third, because the PK analysis was based on total plasma concentration of susalimod, it was assumed that the fraction unbound did not change in the concentration range investigated.


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Fig. 1.   Integrated PK-PD model, including a three-compartment PK model of susalimod and a PD model of TNF-alpha after LPS administration to female CD-1 mice.

The serum concentration versus time course of susalimod was described by the following set of differential equations:

Serum compartment
<FR><NU><UP>dC</UP></NU><DE><UP>dt</UP></DE></FR>=<FR><NU><UP>k<SUB>a</SUB> · Dose · e</UP><SUP><UP>−ka · t</UP></SUP></NU><DE><UP>V</UP><SUB><UP>c</UP></SUB></DE></FR>−<FR><NU><UP>CL<SUB>bile</SUB> · C</UP></NU><DE><UP>V</UP><SUB><UP>c</UP></SUB></DE></FR>+<FR><NU><UP>CL<SUB>t</SUB> · C</UP><SUB><UP>t</UP></SUB></NU><DE><UP>V</UP><SUB><UP>c</UP></SUB></DE></FR>−<FR><NU><UP>CL<SUB>t</SUB> · C</UP></NU><DE><UP>V</UP><SUB><UP>c</UP></SUB></DE></FR>+<FR><NU><UP>k<SUB>a</SUB> · A</UP><SUB><UP>gut</UP></SUB></NU><DE><UP>V</UP><SUB><UP>c</UP></SUB></DE></FR> (1)
Extravascular compartment
<FR><NU><UP>dC</UP><SUB><UP>t</UP></SUB></NU><DE><UP>dt</UP></DE></FR>=<FR><NU><UP>CL<SUB>t</SUB> · C</UP></NU><DE><UP>V</UP><SUB><UP>t</UP></SUB></DE></FR>−<FR><NU><UP>CL<SUB>t</SUB> · C</UP><SUB><UP>t</UP></SUB></NU><DE><UP>V</UP><SUB><UP>t</UP></SUB></DE></FR> (2)
Gut compartment
<FR><NU><UP>dA</UP><SUB><UP>gut</UP></SUB></NU><DE><UP>dt</UP></DE></FR>=<UP>CL<SUB>bile</SUB> · C</UP>−<UP>k<SUB>a</SUB> · A<SUB>gut</SUB></UP>−<UP>k · A<SUB>gut</SUB></UP> (3)
In eqs. 1 and 3, CLbile was expressed as Vmax /Km + C (Michaelis-Menten equation).

PD Model. The induction of TNF-alpha synthesis following LPS administration was described by an indirect PD model, including an intracellular compartment and a serum compartment. It was assumed that LPS induced the TNF-alpha synthesis during a limited time interval, tsynt. The synthesis rate was described by a zero-order rate constant, k0, whereas the release rate (or appearence rate in serum), kin, of the synthesized amount of TNF-alpha as well as the disappearance rate from serum, kout, were assumed to follow first-order kinetics. The distinct time lag between LPS administration and TNF-alpha appearance in serum was modeled by the parameter tlag.

The serum concentration time course of TNF-alpha was described by the following set of differential equations:

Intracellular (monocyte) compartment
<FR><NU><UP>dA</UP><SUB><UP>TNF-&agr;</UP></SUB></NU><DE><UP>dt</UP></DE></FR>=<UP>k<SUB>0</SUB> · Z<SUB>1</SUB></UP>−[<UP>k<SUB>in</SUB> · A</UP><SUB><UP>TNF-&agr;</UP></SUB>]<UP> · Z<SUB>2</SUB></UP> (4)
Serum compartment
<FR><NU><UP>dC</UP><SUB><UP>TNF-&agr;</UP></SUB></NU><DE><UP>dt</UP></DE></FR>=[<UP>k<SUB>in</SUB> · A</UP><SUB><UP>TNF-&agr;</UP></SUB>]<UP> · Z<SUB>2</SUB></UP>−<UP>k<SUB>out</SUB> · C<SUB>TNF-&agr;</SUB></UP> (5)
Z1 and Z2 were used as "dummy variables" so that Z1 was set to 1 if 0 <=  t <=  tsynt, else Z1 was set to 0. Similarly, Z2 was set to 1 if t >=  tlag, else Z2 was set to 0.

PK-PD Model. The relationship between the serum concentration of susalimod and the induced TNF-alpha serum levels was described by an indirect-response PK-PD model (Fig. 1). In the integrated model, the synthesis rate was multiplied by an inhibition function, I(t), governed by the serum concentration time course of susalimod:
<UP>I</UP>(<UP>t</UP>)=1−<FR><NU><UP>I<SUB>max</SUB> · C</UP><SUP><UP>n</UP></SUP></NU><DE><UP>IC</UP><SUB><UP>50</UP></SUB><SUP><UP>n</UP></SUP>+<UP>C</UP><SUP><UP>n</UP></SUP></DE></FR> (6)
The maximum inhibitory effect, Imax, was set to 1, i.e., the synthesis of TNF-alpha was assumed to be fully inhibited at high enough susalimod levels. IC50 denotes the potency of susalimod, i.e., the serum concentration that produces 50% of Imax. A slope factor, n, also was included in the Hill equation.

Modeling was performed by WinNonlin v 1.1 and the differential equations shown in eqs. 1 to 6. The PK model was first fit to the susalimod serum data and then the PK-PD model was fit to the TNF-alpha serum data with the estimated PK parameters used as constants. In both cases, a simultaneous fit to all individual data from all dose groups was performed. The duration of synthesis, tsynt was first included as a parameter and then used as a constant in a final run. Goodness-of-fit of the nonlinear regression analysis was judged by the precision of the obtained parameter estimates, by potential parameter correlations, and by indications of any systemic deviations in the residuals (Gabrielsson and Weiner, 1997).

Statistical Analysis

The maximum observed serum levels of TNF-alpha after LPS and susalimod administration were compared with the Cmax obtained in the control group using the one-sided t test (Microsoft Excel 7.0).

    Results
Top
Abstract
Introduction
Materials and Methods
Results
Discussion
References

Pharmacokinetics of Susalimod. The proposed three-compartment PK model was fitted to the observed serum data of susalimod (Table 1; Fig. 2). Maximum serum levels of susalimod were observed at 15 (first sampling time point) or 30 min after dose administration. The model showed an extensive biliary excretion with a maximum bile clearance of 76 ml/min · kg. Bile clearance appeared to be saturated already at relatively low susalimod concentrations (Km = 70 µM). Hence, during the first hour after the 25-mg/kg dose ~30% of the dose was estimated to reside in the gut, whereas the corresponding values after the 200-mg/kg dose was only between 6 and 7%. The estimated volume of distribution of the serum and tissue compartments was of the same magnitude, 0.26 and 0.37 l/kg, respectively. In the latter, slowly equilibrating compartment, peak concentrations of susalimod were estimated to be reached between 120 and 180 min.

                              
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TABLE 1
Dose-independent (25-200 mg/kg) estimated PK parameters of susalimod following i.p. administration of susalimod to female CD-1 mice



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Fig. 2.   Nonlinear regression fit (lines) of the PK model to observed serum concentration data of susalimod following different i.p. doses of susalimod (0, 25, 50, 100, and 200 mg/kg) to female CD-1 mice. A simultaneous fit to all individual data from all doses was performed.

Pharmacodynamics and PK-PD. Experimental data indicated that coadministration of susalimod and LPS leads to a dose-dependent reduction in the TNF-alpha exposure with respect to both Cmax and area under the serum concentration-time curve (AUC) (Table 2; Fig. 3). The interindividual variability in cytokine serum levels was very large with coefficient of variations generally in the order of 65% (in the treatment groups as well as the control group). A statistically significant decrease in Cmax of TNF-alpha relative to the control group was found at the 100- and 200-mg/kg dose level of susalimod.

                              
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TABLE 2
TNF-alpha serum exposure parameters following concomitant i.p. administration of LPS (mg/kg) and different doses of susalimod (0, 25, 50, 100, and 200 mg/kg) to female CD-1 mice



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Fig. 3.   Nonlinear regression fit (lines) of the PK-PD model to serum concentration data of TNF-alpha after concomitant i.p. administration of LPS and different doses of susalimod (0, 25, 50, 100, and 200 mg/kg). A simultaneous fit to all individual data from all doses was performed. Only mean observed TNF-alpha levels are shown.

In contrast, the levels of cytokine IL-6 induced by LPS did not seem to be correlated to either the dose or the serum concentration of susalimod (data not shown). Neither could a significant effect on the anti-inflammatory cytokine IL-10 be seen in the dose range from 25 to 50 mg/kg. Although a moderate induction was indicated at 100 mg/kg and a very substantial (10-fold) increase in IL-10 levels was observed at 200 mg/kg, these data were not sufficient for exploring any concentration-effect relationship between susalimod and IL-10.

The integrated PK-PD-model was successfully fitted to the serum-concentration-time data of susalimod and TNF-alpha (Fig. 3). In fact, the precision of the estimated parameters was surprisingly good (Table 3) considering the large variation in the observed PD data. The model indicated that TNF-alpha was synthesized during 72 min after LPS administration and that maximum TNF-alpha serum levels were reached at ~90 min. Because kin, kout, and tmax did not change on increasing dose of susalimod (when modeling data of each dose separately, data not shown), the serum concentration of susalimod appeared to be correlated to the TNF-alpha synthesis rate (and not the secretion or elimination rate). Furthermore, although a full inhibition of the synthesis was not observed even at the highest dose level, the experimental data supported the assumption that this effect could be produced at higher susalimod concentrations. The IC50 of susalimod in this animal effect model was estimated to 293 µM with a 95% confidence interval of 187 to 398 µM.

                              
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TABLE 3
Dose-independent (25-200 mg/kg) estimated PK-PD parameters of susalimod after concomitant i.p. administration of LPS (mg/kg) and different doses of susalimod (0, 25, 50, 100, and 200 mg/kg) to female CD-1 mice

    Discussion
Top
Abstract
Introduction
Materials and Methods
Results
Discussion
References

Administration of LPS to female CD-1 mice induced high serum levels of the proinflammatory cytokines TNF-alpha and IL-6. We found that coadministration of LPS and susalimod lead to a dose-dependent reduction in the TNF-alpha exposure, whereas almost no effect on IL-6 was seen. In addition, 200-mg/kg susalimod induced elevated serum levels of the anti-inflammatory cytokine IL-10. These findings are similar to the effect of the chemical analog sulfasalazine on circulating cytokines in RA patients (Danis et al., 1992). During 6 months of sulfasalazine treatment, a clear decrease in circulating IL-1 and TNF-alpha was demonstrated, whereas no effect on circulating IL-6 was seen. Hence, our results indicate that susalimod has a potential use as a pharmacologically active DMARD.

As previously mentioned, LPS administration in the mouse is known to very rapidly induce TNF-alpha synthesis in monocytes. This process has been described to occur by the following chain of events: 1) LPS binds to LPS-binding protein; 2) the LPS-binding protein complex interacts with CD14 on the cell surface; 3) following signal transduction, the TNF-alpha gene is transcribed to TNF-alpha mRNA; 4) mRNA is either degraded or translated into a precursor protein monomer of TNF-alpha ; and 5) precursor TNF-alpha is inserted into the cell membrane, modified by membrane enzymes (trimer formation), and released as mature TNF-alpha (Giroir, 1993; Remick, 1995; Su et al., 1995). The successful fit of the proposed PK-PD model to the experimental data indicated an inhibitory effect of susalimod on the synthesis rate of TNF-alpha , although the present study design did not allow a more specific identification of which step in the LPS-induced TNF-alpha synthesis that was affected. Theoretically, either of the following mechanisms is possible: inhibition of the transcription to TNF-alpha mRNA [as with glucocorticoids (DeForge et al., 1990) and pentoxyfylline (Strieter et al., 1988; DeForge et al., 1990)], inhibition of the translation of mRNA to precursor TNF-alpha [as with glucocorticoids (Han et al., 1990)], or induction of the mRNA degradation [as with thalidomide (Moreira et al., 1993)].

The biological relevance of the proposed PD model was supported by the estimated duration of the TNF-alpha synthesis (~70 min), which is in good agreement with a previous finding, indicating that the expression of TNF-alpha mRNA is very rapid but transient (Wollenberg et al., 1993). TNF-alpha mRNA levels have been reported to peak already at 15 min after LPS challenge and then to decrease to baseline at 1 h. Also, the predicted peak serum levels of TNF-alpha at ~90 min after LPS administration are in accordance with previous in vivo data in the mouse (Remick et al., 1989).

Apart from describing the concentration-effect relationship and, at least to some extent, having contributed to our understanding of the mechanism of action, this PK-PD model also may be used for prediction of outcomes because the study was designed so that dose-independent parameter estimates could be obtained. The doses used allowed an investigation of the PK of susalimod over a wide concentration range and also covered a large part of the pharmacological effect intensity interval. The nonlinear kinetics behavior of susalimod was modeled by a Michaelis-Menten elimination model. It was estimated that the maximum bile clearance was 76 ml/min · kg. Although previously reported clearance values in the mouse, calculated from AUC following i.v. dosing, are much lower (3.6 ml/min · kg at 50 mg/kg and 7.4 ml/min · kg at 25 mg/kg), clearance data obtained in the dog (1.6 ml/min · kg at 50 mg/kg while 15-fold higher, 20 ml/min · kg at 5 mg/kg) (Påhlman et al., 1998) support the conclusions from the present model that clearance may be very high at low susalimod concentrations (<< Km). However, the accuracy of the estimates of Vmax and Km may be questioned because they were found to be sensitive to the assumption of equal rates of absorption for the i.p. administered dose and the enterohepatically reabsorbed drug. A more complex model with the rate of reabsorbed drug modeled as a separate parameter was tested, but was rejected because of the goodness-of-fit criteria stated previously. It should be noted, however, that the more complex PK model generated almost identical PK-PD parameter estimates as the model presented herein (data not shown).

The fact that total concentration of susalimod was used in the PK data analysis and not the unbound concentration may have influenced the results because the possible saturation in binding to plasma albumin was not taken into account. As previously mentioned, susalimod is very highly bound in plasma (>99%) in both animals and humans. In vitro protein-binding studies in mouse plasma have shown that the fraction unbound increased from 0.78% at 25 µM to 0.91% at 250 µM, and one can anticipate a further decrease in binding as the susalimod concentration gets close to and exceeds the plasma albumin levels.

Nevertheless, one can conclude that the proposed PK-PD model accurately described the concentration-effect relationship between the immunomodulating agent susalimod and the experimentally induced elevation of proinflammatory cytokine TNF-alpha serum levels. The results suggest that susalimod inhibits the rate of TNF-alpha synthesis with an estimated IC50 of 293 µM in the mouse.

    Acknowledgments

We thank Lars Engblom (in vivo experiments and cytokine analysis) and Marina Edström (susalimod analysis).

    Footnotes

Accepted for publication June 14, 1999.

Received for publication October 6, 1998.

1 Department of Pharmacology, Pharmacia & Upjohn AB, SE-751 82, Uppsala, Sweden.

Send reprint requests to: Peter Gozzi, Pharmacia & Upjohn AB, SE-11287 Stockholm, Sweden. E-mail: peter.gozzi{at}eu.pnu.com

    Abbreviations

DMARD, disease-modifying antirheumatic drug; PK, pharmacokinetic; TNF-alpha , tumor necrosis factor-alpha ; RA, rheumatoid arthritis; LPS, lipopolysaccharide; PD, pharmacodynamic; IL, interleukin; ka, absorption rate (first-order) of drug; CLbile, bile clearance of drug; C, serum concentration of drug; CLt, distribution clearance of drug; Ct, extravascular concentration of drug; Vc, volume of distribution, serum compartment; Agut, amount of drug in the gut; ATNF-alpha , amount of TNF-alpha intracellularly; CTNF-alpha , serum concentration of TNF-alpha ; I, inhibitory effect intensity of drug; Vt, volume of distribution, extravascular compartment.

    References
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Abstract
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Materials and Methods
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References


0022-3565/99/2911-0199$03.00/0
THE JOURNAL OF PHARMACOLOGY AND EXPERIMENTAL THERAPEUTICS
Copyright © 1999 by The American Society for Pharmacology and Experimental Therapeutics



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