Syracuse University, Department of Chemistry, Syracuse, New York
(K.A.T., J.C.D., J.G.); and State University of New York, Upstate
Medical University, Departments of Pediatrics, Syracuse, New York
(A.-K.S.)
The kinetics of the reactions of glutathione (GSH) with
4-hydroperoxycyclophosphamide (4OOH-CP) and acrolein, a metabolite of
4OOH-CP, were investigated in a cell-free medium (pH ~7.5) and
peripheral blood mononuclear cells. The ability of the thiol drugs, sodium 2-mercaptoethane sulfonate (mesna) and
S-2-(3-aminopropylamino)ethanethiol (WR-1065), to affect
the reactions of cellular GSH with the alkyalting agents was also
studied. The amount of unreacted thiols in the various reactions was
determined by derivatization with monobromobimane, followed by
separation of fluorescent-labeled thioether adducts using high-pressure
liquid chromatography. The second-order rate constants
(k2) for reactions of GSH, mesna, and
WR-1065 with 4OOH-CP in solution were 38 ± 5, 25 ± 5, and
880 ± 50 M
1s
1, respectively. The
corresponding k2 for reactions of GSH,
mesna, and WR-1065 with acrolein were 490 ± 100, 700 ± 150, and >2000 M
1s
1, respectively. The apparent
rate constants for reactions of cellular GSH with acrolein and 4OOH-CP
were smaller than those obtained in solution. Assuming that the
k2 is the same inside and outside cells, we
estimate the first-order rate constant (k1)
for transfer of 4OOH-CP and acrolein across the cell membrane as
~0.01 and ~0.04 s
1, respectively. WR-1065 was more
effective than mesna in blocking depletion of cellular GSH (because it
passes into the cell more quickly and has higher reaction rates with
the alkylators than the latter compound). When WR-1065 and mesna were
used together, the protection against cellular depletion of GSH was
additive. Our results are relevant to the administration of thiol drugs with high-dose alkylating agents.
 |
Introduction |
Cyclophosphamide
[cis-(±)-2-(bis(2-chloroethyl)amino)tetrahydro-2-oxide-2H-1,3,2-oxazaphosphorine]
is a leading anticancer agent. Activation of the drug requires
hydroxylation by the hepatic microsomal cytochrome P-450 system in
vivo. The resulting 4-hydroxylated metabolite spontaneously degrades
via
-cleavage of its aldophosphamide tautomer to phosphoramide
mustard (an active anticancer component) and acrolein (a highly
electrophilic,
,
-unsaturated aldehyde) (Hohorst et al., 1976
;
Colvin, 1999
; Kehrer and Biswal, 2000
). Moreover, aldophosphamide is
oxidized by aldehyde dehydrogenase to the inactive metabolite
carboxyphosphamide (Bunting and Townsend, 1998
; Sladek, 1999
;
Giorgianni et al., 2000
). Other minor oxidations include
dechloroethylation of a chloroethyl side chain to dechloroethylated metabolite and chloroacetaldehyde (Ludeman, 1999
).
The reaction mechanism of phosphoramide mustard
[N,N-bis-2-(2-chloroethyl)phosphorodiamidic acid,
R-N(CH2-CH2-Cl)2]
involves generation of the intermediate phosphoramide aziridinium ion
through an intramolecular nucleophilic attack (cyclization reaction) of the nitrogen on the
-carbon of a chloroethyl chain (Ludeman, 1999
).
Cellular thiols (e.g.,
GSH1) and other
nucleophiles react rapidly with phosphoramide aziridinium ions,
producing thioether products (Gamcsik et al., 1999
). Moreover, reversible 4-(alkylthio)cyclophosphamide products have been observed (Hohorst et al., 1976
; Niemeyer et al., 1984
; Kwon et al., 1987
; Lee,
1991a
,b
).
Reactions of thiols with acrolein (CH2 = CH-CHO),
on the other hand, are via nucleophilic addition at the 
carbon
atom, forming stable thioether compounds (e.g., 3-oxopropyl
glutathione) (Ramu et al., 1995
, 1996
).
The 4-hydroxycyclophosphamide, aldophosphamide, and acrolein
metabolites can readily cross the cell membrane. In contrast, phosphoramide mustard bears a negative charge at physiologic pH (pKa ~4.8) and, thus, is relatively
membrane impermeable. Phosphoramide mustard is, therefore, primarily
generated intracellularly (Boyd et al., 1986
).
In vitro systems have employed 4OOH-CP as an activated congener of
cyclophosphamide, which spontaneously degrades to the reactive alkylating metabolites (Blomgren and Hallstrom, 1991
). The 4OOH-CP compound is used clinically to purge hematopoietic cells prior to
autologous bone marrow transplantation.
The sulfhydryl compounds, mesna
(HS-CH2-CH2SO3Na),
and WR-2721 [amifostine, S-2-(3-aminopropylamino)ethyl
phosphorothioic acid,
+H3N-(CH2)3-NH2+-(CH2)2-S-PO3H
]
are commonly used to ameliorate toxicities of cyclophosphamide and
platinum-based compounds (Brock et al., 1982
; Souid et al., 1999
;
Sadowitz et al., 2002
). The protective mechanism of mesna and WR-1065
[WR-2721 active metabolite,
+H3N-(CH2)3-NH2+-(CH2)2-SH]
involves the thiolate anions that participate in chemical reactions
similar to those of GSH (Danehy and Noel, 1960
). However, the reaction
of mesna with the chloroethyl moieties of phosphoramide mustard is
unfavorable (Seitz et al., 1989
).
The distribution of WR-1065 and mesna differs markedly. WR-1065
distributes equally between the extra- and intracellular compartments, whereas mesna distributes mostly in the extracellular compartment (Newton et al., 1996
; Souid et al., 2001
).
The aim of the present study is to investigate the kinetics of
reactions that are important for optimizing the clinical use of WR-1065
and mesna with high-dose alkylating agents. We estimated the rate
constants for reactions of the protective thiols and GSH with 4OOH-CP
and acrolein in a cell-free medium at physiologic pH (~7.5). We also
investigated the kinetics of depletion of GSH inside PBMC by 4OOH-CP
and acrolein in the presence and absence of mesna and WR-1065. The
protective capacity of WR-1065 is compared with that of mesna, to
provide a framework for drug thiol use during administration of
high-dose alkylating agents.
Materials and Methods
Chemicals.
4OOH-CP (D-18864, MW 293.1) was obtained from ASTA Medica
AG (Frankfurt, Germany); mesna (MW 164.18, purchased as 100 mg/ml solution) was obtained from Bristol-Myers Squibb Co. (Princeton, NJ);
WR-1065 · 2HCl (MW 207.16) was obtained from US Bioscience (West
Conshohocken, PA); Ficoll-Paque from Amersham Biosciences AB
(Uppsala, Sweden); methanesulfonic acid (MSA) and
tris(hydroxymethyl)-aminomethane (Tris) was purchased from Fluka
BioChemika (Ronkonkoma, NY); mBBr was purchased from Molecular Probes
Inc. (Eugene, OR); acrolein (90%, or ~15 M solution), GSH,
5,5'-dithio-bis(2-nitrobenzoic acid) (DTNB) and anhydrous
Na2HPO4 were obtained from
Sigma-Aldrich (St. Louis, MO); and RPMI 1640 medium (pH 7.15, without L-glutamine) were purchased from Mediatech
(Herndon, VA).
The study was approved by the institutional review board (State
University of New York, Upstate Medical University) for the protection
of human subjects.
Solutions.
Mesna and WR-1065 solutions were prepared in dH2O
and stored at
70°C in small aliquots; their concentrations were
determined by titration with DTNB immediately prior to each use (Souid
et al., 1998
). Solutions of 4OOH-CP and acrolein were made in
dH2O immediately prior to their use in various
experimental procedures and kept on ice. The mBBr (0.1 M in
acetonitrile) and 2 µM thiol-bimane standard solutions were prepared
and stored as described (Souid et al., 1998
).
Reactions of GSH, Mesna, and WR-1065 with 4OOH-CP and Acrolein.
Reactions were carried out at 22 ± 2°C in flat-bottom glass
vials with rapid stirring via a magnetic stirring bar in a total volume
of 200 µl containing 20 mM
Na2HPO4 and the thiol
(final pH, ~7.5). Reactions were started by adding the alkylating
agent (4OOH-CP or acrolein). At times indicated in the figures,
reactions with thiol were terminated by adding 0.8 ml of 5 mM (final
concentration) mBBr (diluted in 10 mM
Na2HPO4 immediately prior
to each addition), which reacts with the thiolate anion to form a
fluorescent thioether derivative. Dilution of the medium by the
addition of mBBr reduces the rate of reaction of thiol with alkylating
agent by ~5-fold. The samples were then incubated in the dark at room
temperature (RT) for 15 min. Twenty micro-liters of 5 M MSA were added,
mixed, and extracted with 1.0 ml H2O-saturated
CH2Cl2. Portions of the aqueous layers were loaded on high-pressure liquid chromatography (HPLC) and analyzed as described (Souid et al., 1999
). A linear calibration curve, from 0 to 100 pmol of mixed thiol standard was
generated with each analytical run (r > 0.99).
Peak identification was confirmed by retention time in comparison with
authentic standards. Quantification was based on peak area against the
appropriate reference standards.
Reaction of the thiolate ions with the alkylating metabolites are as
shown in eq. 1:
|
(1)
|
where RSH = GSH, mesna or WR-1065 and A = 4OOH-CP or
acrolein. Equation 1 is the ionization of the thiol, characterized by its pKa. If the kinetics to reach
equilibrium for eq. 1 are rapid, the concentration of
RS
is proportional to the concentration
of RSH, and the equilibrium can be ignored. The alkylation reaction
then becomes
|
(2)
|
These chemical reactions are illustrated in Schemes 1 and
2.
Reaction (eq. 2), with the effective rate constant
k2, is thus a mixed second-order
reaction, and the rate equation is easily integrated. The reaction of a
thiolate ion with mBBr to form the bimane (thioether) adduct
RS-B (Scheme 3) is also a mixed second-order reaction with the
rate constant
k2',
The kinetics of alkylation reactions were analyzed using the
second-order rate equation:
|
(3)
|
In eq. 3, [RSH]o and
[A]o are the initial concentrations of the
thiol and 4OOH-CP or acrolein, respectively. The concentration of
4OOH-CH or acrolein that has reacted with the thiol at time t, [RS-A], is calculated as the difference between
[RSH]o and [RSH] at time "t " as determined by quantitation of the bimane adduct using HPLC. This
assumes that the change in [RSH] due to other processes (e.g.,
disulfide formation) during the time course of the reaction is
negligible. The initial concentration of thiol, [RSH]o, was determined by titration using DTNB
(Souid et al., 1998
). The initial concentration of acrolein in water
was determined spectrophotometrically at 310 nm, using an extinction
coefficient of 11.8 M
1cm
1
(r > 0.99). The initial concentration of 4OOH-CP was
determined by weight. The value of k2
was determined by constructing linear plots (least-squares) of ln Q
versus time; k2 was the slope of the
line divided by [A]o
[RSH]o. The
t1/2 (s) for the alkylator was
calculated from the second-order rate equation:
|
(4)
|
The t1/2 (s) for
the thiol was calculated from
|
(5)
|
The pseudo-first-order rate equation (eq. 6) was used when the
concentration of alkylator was in large (>25-fold) excess, so [A]
always remained close to [A]o
|
(6)
|
The pseudo-first-order rate constant
(k1, s
1) in
this case is
|
(7)
|
The t1/2 (s) for depletion of
thiol for pseudo-first-order reactions is calculated as
|
(8)
|
The stability of acrolein in
Na2HPO4 at RT was
determined using HPLC (Beckman Coulter Inc., Fullerton, CA) as follows.
Acrolein was detected at 310 nm using a spectrophotometer equipped with a standard flow cell. The column, 4.6 × 250 mm Beckman Ultrasphere IP
(Beckman Coulter Inc.) was operated at RT at 1.0 ml/min. Separation was
carried out using a two solvent system. Solvent A was 0.1% (v/v)
trifluoroacetic acid-water and solvent B HPLC-grade methanol. The
chromatography employed one-step linear gradients of 5 to 50% solvent
B over 10 min. Acrolein peak was detected at ~9 min. The
t1/2 for acrolein decay in 20 mM
Na2HPO4 (pH, ~7.5) was
>4 h.
PBMC Collection.
Blood was freshly drawn from healthy volunteers into heparin containing
Vacutainer tubes (BD Biosciences, San Jose, CA). PBMC were
collected and counted as described (Souid et al., 2001
).
Incubation of PBMC with Drugs.
In all experiments, ~107 cells per condition
were incubated in RPMI medium in a final volume of 1.0 ml at 37°C for
60 min. A control sample with no addition was incubated along with the experimental conditions. Mixing was by rapid inversions. Cells were
preincubated with WR-1065 or mesna for 5 min before adding 4OOH-CP or
acrolein. At the end of the incubation period, the cells were collected
by centrifugation, suspended in 20 mM Tris-MSA (pH 8.0) and 5 mM mBBr
(final volume 0.5 ml), and incubated in the dark at RT for 15 min. The
amount of GSH in the cellular acid-soluble supernatants was determined
using HPLC as described (Souid et al., 1998
). Most experiments were
carried out in triplicates. Calculations were based on the amount of
GSH per reaction volume and dry cellular pellet weight; both methods
gave the same results. Similar results were obtained at pH 7.7.
The amount of WR-1065 labeled by mBBr is the same in cells and plasma
(Souid et al., 1999
, 2001
). Thus, the labeling efficiency in both
environments appears to be the same. In any event, only the relative
change in concentration was used to find the kinetic parameters in the cell.
 |
Results |
Kinetics of Thiol Reactions with 4OOH-CP and Acrolein in a
Cell-Free Solution.
We first explored the rates of reactions of mBBr (500 µM) with GSH,
mesna, and WR-1065 (100 µM) in 20 mM
Na2HPO4, pH 7.5 (final volume, 200 µl). The mixtures were incubated at RT for 15 to 120 s and quenched by lowering the pH with 5 µl of 5 M MSA. The results are given in Fig. 1, where the quantity
(see eq. 3) is plotted. The value of
k2' for the reaction of GSH with mBBr
was 7.3 ± 0.5 M
1s
1
(t1/2, 3.4 min), mesna 6.1 ± 0.3 M
1s
1
(t1/2, 4.0 min), and WR-1065 9.4 ± 0.9 M
1s
1
(t1/2, 2.6 min), Fig. 1
(r > 0.98 for all three).

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Fig. 1.
Kinetics of thiol reactions with mBBr.
The reactions contained 20 mM Na2HPO4 (pH 7.5),
either 100 µM GSH, 100 µM mesna or 100 µM WR-1065, and 500 µM
mBBr (final volume 200 µl). The mixtures were incubated at RT for
indicated time. At the end of the incubation periods, 5 µl of 5 M MSA
were added. The samples were then diluted to 1.0 ml with 10 mM MSA and
extracted with 1.0 ml H2O-saturated
CH2Cl2. The thiol-bimane derivatives were
quantitated on HPLC as described under Materials and
Methods. Spontaneous oxidation of the thiols during the 120-s
period was <1%. Shown are values of ln Q (see eq. 3) calculated from
experimental data for GSH (circles), mesna (squares), and WR-1065
(diamonds). Linear least-square fits to ln Q versus t
are shown (solid, long-dashed, and short-dashed lines, respectively);
k2 is determined from the slope in each
case.
|
|
We then explored the rates of reactions of 4OOH-CP and acrolein with
the thiols, using 5 mM mBBr to quench the reactions. With this large
excess of mBBr, the labeling reaction is pseudo-first-order, with
k1 between 0.03 and 0.05 s
1 and t1/2
between 15 and 23 s (calculated using eqs. 7 and 8, respectively).
Unfortunately, the k2 values for the
reactions of thiols with acrolein and 4OOH-CP (Table
1) are much larger than the
k2' values given above. Thus, even
though the mBBr concentration is much larger than those of acrolein and
4OOH-CP, the thiol-alkylation reaction competes with the thiol-labeling
reaction, and not all of the thiol is derivatized with mBBr. One should
really consider simultaneous second-order equations:
where A is acrolein or 4OOH-CP;
k2 is much larger than
k2', and the initial concentration of
mBBr is much larger than [A]0.
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|
TABLE 1
Rate constants for reactions of GSH, mesna, and WR-1065 with 4OOH-CP
and acrolein
The k2 values were calculated as described under
Materials and Methods and shown in Fig. 2 to 3.
|
|
Since there is no closed-form solution to these rate equations, we have
solved the problem numerically, using typical values for the
concentrations and rate constants. In analyzing our experiments, we
assume that the final values of [RS-B] are equal to the values of
[RSH] before addition of mBBr and calculate [A] from the values of
[RSH]. If the results for [RS-B] from numerical calculations are
treated in this way,
is not proportional to t, as it would be if the
labeling reactions were infinitely fast. The numerical calculations
show, however, that a good estimate for
k2 can be obtained from the initial
slope, (dQ/dt)t = 0. The results of the
experiments are plotted in Figs. 2
(reactions of thiols with 4OOH-CP) and 3 (reactions of thiols with acrolein).
Table 1 summarizes values of k2 for
the reactions shown in these figures. Since the scatter in the data
(Figs. 2-3) is too large for the curvature in the plots to be
determined, we have used the slope of each least-square linear fit to
determine k2.

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Fig. 2.
Kinetics of thiol reactions with 4OOH-CP.
The reactions were performed at 22 ± 2°C in 20 mM
Na2HPO4, pH 7.5 (final volume 200 µl). The
GSH reactions contained 100 µM GSH and 50 µM 4OOH-CP, the mesna
reactions 200 µM mesna and 100 µM 4OOH-CP, and the WR-1065
reactions 100 µM WR-1065 and 75 µM 4OOH-CP. At the end of the
incubation periods, 0.8 ml of mBBr was added (final mBBr concentration
5 mM), and the samples were incubated in the dark at RT for 5 min. Five
µl of 5 M MSA were then added, and the samples were diluted to 1.0 ml
with 10 mM MSA and extracted with 1.0 ml H2O-saturated
CH2Cl2. The supernatants were analyzed on HPLC
as described under Materials and Methods. Ln Q (eq. 3)
is calculated from the results for GSH (circles), mesna (squares), and
WR-1065 (triangles) and fitted to lines (solid, short-dashed, and
long-dashed, respectively). The k2 values
are derived from the slopes of the lines.
|
|

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Fig. 3.
Kinetics of thiol reactions with acrolein.
The reactions were performed at 22 ± 2°C in 20 mM
Na2HPO4, pH 7.5 (final volume 200 µl). The
GSH reactions contained 100 µM GSH and 50 µM acrolein, the mesna
reactions 200 µM mesna and 100 µM acrolein, and the WR-1065
reactions 100 µM WR-1065 and 50 µM acrolein. At the end of the
incubation periods, 0.8 ml mBBr was added (final mBBr concentration 5 mM), and the samples were incubated in the dark at RT for 5 min. Five
µl of 5 M MSA were then added, and the samples were diluted to 1.0 ml
with 10 mM MSA and extracted with 1.0 ml H2O-saturated
CH2Cl2. The supernatants were analyzed on HPLC
as described under Materials and Methods. Values of ln Q
(eq. 3) calculated from measurements are plotted (circles for GSH,
squares for mesna) and fitted to lines (solid and dashed, respectively)
to obtain k2 values. For WR-1065,
k2 was too large for measurement (data not
shown).
|
|
The GSH reaction with 4OOH-CP (Fig. 2, circles) contained 100 µM GSH
and 50 µM 4OOH-CP. Data were taken to t = 900 s
(not shown), but only results to t = 300 s (14 points) were used to obtain k2, giving
25 ± 5 M
1s
1
(r = 0.87) and t1/2
320 ± 60 s. The best-fit line is far from going through the
origin; if we impose a zero y-intercept, the best-fit line
(r = 0.57) gives k = 38 ± 5 M
1s
1. The mesna
reaction with 4-OOH-CP (Fig. 2, squares) contained 200 µM mesna and
100 µM 4OOH-CP. Eight data points were taken to t = 120 s; k2 was calculated as
25 ± 5 M
1s
1
(r = 0.91), giving
t1/2 = 164 ± 31 s. The
WR-1065 reaction with 4-OOH-CP (Fig. 2, triangles) contained 100 µM
WR-1065 and 75 µM 4OOH-CP. Ten data points were taken to
t = 60 s; k2 was
calculated as 880 ± 50 M
1s
1 (r = 0.98), giving t1/2 = 10.2 ± 0.6 s.
The GSH reaction with acrolein (Fig. 3, circles) contained 100 µM GSH
and 50 µM acrolein; k2 was 490 ± 100 M
1s
1, and
t1/2 was 16 ± 3 s. The
mesna reaction with acrolein (Fig. 3, squares) contained 200 µM mesna
and 100 µM acrolein; k2 was 700 ± 150 M
1s
1, and
t1/2 was 5.6 ± 1.2 s. The
WR-1065 reaction with acrolein was too fast for accurate measurement of
k2. From the data, it appears that it
is greater than 2000 M
1s
1.
Rates of the Reversed Chemical Reactions.
The rate for removal of thiolates from products formed in the reaction
of alkylating agents with thiols (that is, the reverse rate) was
investigated by adding 5 mM mBBr to reactions containing 100 to 200 µM thiol (GSH, mesna, or WR-1065) and 50 to 100 µM alkylating agent
(acrolein or 4OOH-CP). The mixtures were incubated for 1, 5, or 15 min
before the addition of MSA. For all incubation times, there was no
change in the amount of free thiol detected by mBBr, implying that,
during the longest time interval, the reaction product does not
decompose to give free thiol.
Depletion of Cellular GSH by 4OOH-CP and Acrolein.
The filled circles in Fig. 4 show
[S]/[S]0, the fraction of PBMC GSH as a
function of 4OOH-CP (left panel) and acrolein (right panel)
concentrations in the incubation medium. The incubation time was 60 min. Concentrations of 4OOH-CP
10 µM hardly affected cellular GSH.
Fitting the results in the left panel to an exponential (dashed curve),
we find that 50% cellular GSH depletion occurs for 39 µM 4OOH-CP,
90% for 123 µM, and 95% for 159 µM. Acrolein was more effective
than 4OOH-CP at depleting cellular GSH. Fitting the results in the
right panel to an exponential (dashed curve) shows that, with acrolein,
50% cellular GSH depletion occurs for 6 µM acrolein, 90% for 20 µM, and 95% for 25 µM. Exponential fits are appropriate if the
rate of transfer of alkylating agent across the cell membrane is much
faster than the rate of reaction.

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Fig. 4.
Cellular GSH depletion by 4OOH-CP and
acrolein.
PBMC (~107 cells per condition) were incubated with 0 to
150 µM 4OOH-CP or 0 to 20 µM acrolein at 37°C for 60 min. The
cells were then collected by centrifugation, suspended in 20 mM
Tris-MSA containing 5 mM mBBr, and incubated at RT for 15 min. The
amount of GSH in the cellular acid-soluble supernatants was determined
on HPLC. The GSH content in the control sample (cells incubated with no
addition) was set as 100%. Concentration of alkylating agent is
plotted versus measured fraction GSH recovered. The quantity
[S]/[S]0, is the fraction of GSH remaining. Dashed
curves are best exponential fits, assuming infinitely fast transfer
across cell membrane. Solid curves are fits to complete model, assuming
k2 equal to its value for homogeneous
solution and finding best value for transfer rate constant.
|
|
Kinetics of Cellular GSH Depletion by 4OOH-CP and Acrolein.
Figure 5, filled circles, shows PBMC GSH
depletion as a function of time with 100 µM 4OOH-CP (left panel) or
20 µM acrolein (right panel) in the incubation medium. If the rate of
transfer of alkylating agent across the cell membrane is much faster
than the rate of reaction inside the cell, the kinetics becomes
pseudo-first-order, and fitting the data to exponentials (dashed
curves) is justified. This gives, for 4OOH-CP, a pseudo-first-order
rate constant (k1) of 0.099 ± 0.009 min
1 and
t1/2 = 7.0 ± 0.6 min
(r = 0.98). Since [4OOH-CP] = 100 µM, the
k2 for reaction of 4OOH-CP with
cellular GSH is 16.5 M
1s
1 (calculated using
eq. 7). This is lower than the k2 for
reaction of 4OOH-CP with extracellular GSH, 38 M
1s
1 (Table 1).
Acrolein depletes cellular GSH much more quickly than 4OOH-CP; fitting
the data for acrolein to exponential decay gives 0.26 ± 0.10 min
1 for the
k1 and
t1/2 = 2.7 ± 1.0 min
(r = 0.79). The k2,
assuming [acrolein] = 20 µM, is 220 ± 80 M
1s
1, lower than the
value for extracellular GSH, 490 ± 100 M
1s
1 (Table 1).

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Fig. 5.
Kinetics of cellular GSH depletion by
4OOH-CP (left panel) and acrolein (right panel).
PBMC (~107 cells per condition) were incubated with 100 µM 4OOH-CP or 20 µM acrolein at 37°C for various times. At the
end of the incubation periods, the reactions were quenched by adding 5 mM mBBr. The cells were then collected by centrifugation, re-suspended
in 20 mM Tris-MSA and 5 mM mBBr, and incubated at RT for 15 min. The
amount of GSH in the cellular acid-soluble supernatants was determined
on HPLC. The GSH content in the control sample (cells incubated at
37°C with no addition) was set as 100%. Filled circles are
experimental results. Dashed curves are best exponential fits (assuming
very fast transfer of alkylating agents across cell membrane). Solid
curves are fits to complete model, assuming
k2 equals the value for bulk solution and
choosing transfer rate constant to obtain the best fit to the data. The
quantity [S]/[S]0 is the fraction of GSH remaining.
|
|
Estimation of Transport Rate Across Cell Membrane.
The reason that the k2 values for
reactions of 4OOH-CP and acrolein with cellular GSH are smaller than
the k2 values for their reactions with
GSH in solution (Table 1) may be that the transport of the alkylating
agents across the cell membrane is not extremely fast, or that
k2 is slower inside the cell than in
the cell-free medium. However, since the reactants are small molecules
that collide by diffusion through solvent, the overall rates leading to
product inside and outside the cell should be comparable. If one
assumes that k2 is the same inside and
outside the cell, one can estimate the transport rate coefficient.
Nevertheless, since the experimental conditions are not identical,
these coefficient values should be considered approximates.
Let [A] be the concentration of alkylating agent in the intracellular
space and Ae the concentration in the
extracellular medium. Assume that Ae is held
constant in time and that the rate of transport into the intracellular
space is proportional to Ae
[A]. Then
|
(9)
|
where [S] is the thiol concentration, and d[S]/dt =
k2[A][S]. If each of the two
processes is fast compared with d[A]/dt (steady-state assumption), we
can set d[A]/dt equal to 0 and find
Then
which integrates to
|
(10)
|
If k1
k2([S]
[S]0), so that [A] is always close to
Ae and the second-order reaction is the
rate-limiting step, this reduces to pseudo-first-order kinetics,
ln([S]/[S]0)
k2Aet. If, on the other
hand, k2([S]
[S]0)
k1,
the transport across the cell membrane is the rate-limiting step, and
[S]
[S]0
k1Aet. Plots of [S]/[S]0 versus
Ae with t fixed (Fig. 4), or versus
t with Ae fixed (Fig. 5), resemble
exponential decay more than linear decay, indicating that we are closer
to the first case (i.e., that the transport is faster than the reaction
with GSH).
Since Ae and t appear in eq. 10 only
as product, we use eq. 10 to fit the data for cellular GSH depletion as
a function of Ae (t fixed) and the
data for cellular GSH depletion as a function of t
(Ae fixed). We set
k2 for each alkylating agent equal to the value determined for cell-free solution and find
k1 by minimizing the sum, for all
[S], of the squared deviations of experimental Ae values from calculated
Ae. We assume [S]0 = 2 mM, an approximate concentration of cellular GSH. The precision of the
data does not justify varying all three parameters
(k1,
k2, and [S]0)
to obtain the best fits to eq. 10.
Treating the concentration-dependent data for 4OOH-CP and acrolein
(Fig. 4) in this way gives k1 = 0.006 s
1 for 4OOH-CP and 0.037 s
1 for acrolein. The resulting plots are shown
as solid curves in Fig. 4. The sum of the squared deviations of
Ae (fitted) from Ae
(measured) is 9 × 10
10
M2 for 4OOH-CP and 2.1 × 10
11 M2 for acrolein. The
dashed curves are the fits to ln
{[S]/[S]0} =
k2Aet,
with the best value of k2. The sum of
the squared deviations of Ae (fitted) from
Ae (measured) is 6 × 10
10 M2 for 4OOH-CP and
6 × 10
11 M2 for
acrolein. The model of eq. 10 is clearly superior for acrolein, and
both models are equally good for 4OOH-CP.
The time-dependent data of Fig. 5 is treated the same way. Assuming
[S]o = 2 mM and
k2 = cell-free solution value, we find the value of k1 that minimizes the sum
of the squared deviations of t (fitted) from t
(measured). The results are shown in Fig. 5 as solid curves, the sum of
the squared deviations being 60 min2 for 4OOH-CP,
for which k1 = 0.018 s
1. The best fits to the logarithmic functions
are shown as dashed curves. For 4OOH-CP, the sum of the squared
deviations is 157 min2, so the model of eq. 10 is
clearly superior.
For acrolein (right panel of Fig. 5), both models are equally good. The
best logarithmic fit gives k2 = 427 s
1 (sum of squared deviations = 13.6) and
the best fit to (10) gives k1 = 4.0 s
1 (sum of squared deviations = 14.2). The
data point for t = 1 min is clearly wrong, since
([S]/[S]o must be significantly larger for 1 min than for 2 min. Although this point makes both fits look poor, it
was left in and used in the fits because there was no specific reason
to eliminate it.
Cellular GSH Protection by Mesna and WR-1065.
Figure 6, left panel, shows PBMC GSH
protection by mesna (squares) and WR-1065 (circles) in the presence of
100 µM 4OOH-CP. Figure 6, right panel, shows PBMC GSH protection by
mesna (squares) and WR-1065 (circles) in the presence of 20 µM
acrolein. The protection (P) is calculated according to
|
(11)
|
Measurement of the quantity in the denominator was performed four
times, giving 378, 347, 450, and 387 pmol per 50 µl (volume injected
into HPLC), i.e., 390 ± 37.5 (mean and root mean square deviation
from the mean). If the same 9.6% uncertainty obtains for all
measurements of GSH recovered, the uncertainty in each value of P is
13.6%.

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|
Fig. 6.
Influences of WR-1065 and mesna on GSH
depletion by 4-OOH-CP and acrolein.
PBMC (~107 cells per condition) were incubated with
indicated concentrations of WR-1065 (circles) or mesna (squares) at
37°C for 5 min. Then 100 µM 4OOH-CP (left panel) or 20 µM
acrolein (right panel) was added and the incubation continued at 37°C
for 60 min. The cells were collected by centrifugation, suspended in 20 mM Tris-MSA containing 5 mM mBBr, and incubated at RT for 15 min. The
amount of GSH in the cellular acid-soluble supernatants was determined
on HPLC. The GSH content in the control sample (cells incubated with no
additions) was set as 100%. The curves are best fits to the
S-shaped function of eq. 12 (dashed for mesna, solid for
WR-1065).
|
|
Modeling the results of these experiments would require taking into
account the following processes: 1) extracellular reaction of
alkylating agent with drug thiol; 2) transport of the alkylating agent
and the drug thiol across the cell membrane; 3) reaction of the
alkylating agent with the drug thiol in the intracellular medium; and
4) intracellular reaction of the alkylating agent with GSH. In addition
to a rate constant associated with each of these processes, a value for
intracellular GSH would have to be assumed. It does not seem advisable
to try to fit the experimental results by adjusting so many parameters,
although values for some of these are obtainable from the experiments
discussed previously. We have performed numerical calculations,
integrating all the rate equations. The results show that a plot of
P versus drug thiol concentration [D] should be
S-shaped.
For the four sets of data in Fig. 6, we have fit
P-P0, where
P0 is the protection with no drug
thiol, as a function of c, concentration of drug thiol, to
the S-shaped two-parameter function
|
(12)
|
Here P0 is the measured
protection, as defined by eq. 11, for a drug thiol concentration of
zero, and B and C are fitting parameters. The
quantity, P0, would be zero if the
incubation time were infinite. The resulting plots are shown in Fig. 6,
solid for WR-1065 and dashed for mesna. Agreement between the fitting function and experiment is within the stated 13.6% of experimental error. The fit for mesna and 4OOH-CP is not shown, because it is
largely determined by a single point (P = 30%, [D] = 1 mM).
Clearly, WR-1065 gives greater protection than mesna against both 100 µM 4OOH-CP and 20 µM acrolein. For 4OOH-CP, P increased only slightly for WR-1065 concentrations less than 400 µM, but complete protection (P = 100) was observed at
concentrations
800 µM (Fig. 6, left panel, circles). In contrast,
P never exceeded 32% for mesna.
Table 2 shows the results of protection
experiments using 50 µM extracellular mesna, 50 µM extracellular
WR-1065, and both. The alkylating agent was acrolein, also
extracellular. It is clear that the combination of drug thiols gives
more cytoprotection than either separately. The PBMC GSH level is
reduced to 3% by the presence of 20 µM acrolein. With addition of 50 µM mesna, the PBMC GSH level is raised to 29%, with addition of 50 µM WR-1065 to 34%, and with addition of both thiols it becomes 48%.
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TABLE 2
Treatment of PBMC with various agents
PBMC (~107 cells per condition) were incubated with indicated
concentrations of mesna, WR-1065, or in combination at 37°C for 5 min. Acrolein was added to a final concentration of 20 µM, and the
incubation continued at 37°C for 60 min. The cells were then
collected by centrifugation, suspended in 20 mM Tris-MSA, pH 8.0, containing 5 mM mBBr, and incubated at RT for 15 min. The amount of GSH
in the cellular acid-soluble supernatants was determined on HPLC. The
GSH content in the control sample (cells incubated with no additions)
was set as 100%.
|
|
Cellular GSH Protection by Intracellular Mesna and WR-1065.
The contribution of intracellular drug thiols to cellular GSH
protection was also investigated. PBMC (~107
cells per condition) were first incubated (37°C for 30 min) in RPMI
medium without or with 300 µM mesna or WR-1065. Cells were then
collected by centrifugation, suspended in fresh medium without or with
20 µM acrolein, and re-incubated at 37°C for 60 min. At the end of
the incubation period, cells were collected, labeled with mBBr, and
analyzed for glutathione-bimane-bimane derivatives as described
under Materials and Methods. The percentage of GSH was
calculated as 100 times the ratio of amount of GSH found to amount of
GSH in the control sample (that is, cells incubated without any
addition). The percentage of GSH in the absence of drug thiols was
~6%, whereas the presence of either mesna or WR-1065 raised this to
~40%. Although the k2 values for
WR-1065 and mesna with acrolein are different (Table 1), the long
period of the reaction, 60 min, insures that all of the acrolein has
been consumed in the alkylation process.
 |
Discussion |
Rate constants were measured for reactions of thiols (GSH, mesna,
and WR-1065) with mBBr (Fig. 1). It was concluded that with 5 mM mBBr,
the rate of thiol reaction with mBBr is faster than the rate of thiol
reaction with 4OOH-CP and acrolein (at the concentrations used in most
of our experiments). This means that mBBr at this concentration can be
used to quench most thiol reactions with 4OOH-CP and acrolein. If the
reaction with mBBr is not fast enough, the term "ln Q" in eq. 3
will not be a linear function of time, as it should be for second-order
reactions. Numerical calculations (shown under Results)
explained how to treat experimental data when this is the case.
We then examined reactions of GSH, mesna, and WR-1065 with 4OOH-CP and
acrolein in Na2HPO4 buffer
at physiologic pH (~7.5) and 22 ± 2°C (Fig. 2-3). The rate
constants obtained from these measurements are given in Table 1. These
values are "effective rate constants" since they are calculated
using total thiol concentration, whereas thiols react mainly by
nucleophilic attack of thiolate anions on the reactive moieties of
4OOH-CP and acrolein. Assuming that thiol ionization is rapid enough so
the equilibrium in eq. 1 is maintained, the concentration of thiolate
is proportional to thiol concentration. Concentration of available
nucleophile is determined by the thiol's
pKa, which is ~8.7 for GSH, ~9.1 for mesna and ~7.7 for WR-1065 (Danehy and Noel, 1960
; Whitesides et
al., 1977
; Shaked et al., 1980
; Szajewski and Whitesides, 1980
; Newton
et al., 1992
). Calculating using the equation, pH = pKa + log
(RS
/RSH), we find that, at pH 7.5, thiolate
anion represents ~6% total GSH, ~2% total mesna, and ~39%
total WR-1065. Thus, at pH 7.5, the effective rate constant for WR-1065
is expected to be ~6.5 times greater than that for GSH and ~20
times greater than that for mesna. The results in Table 1 show that the
k2 for WR-1065 reaction with 4OOH-CP
is more than 20-fold higher than that for GSH with 4OOH-CP (880 M
1s
1 versus 38 M
1s
1) and about 35-fold
higher than that for mesna with 4OOH-CP (880 M
1s
1 versus 25 M
1s
1). The
k2 for WR-1065 reaction with acrolein
was too high to measure, but the k2
for GSH-acrolein (490 M
1s
1) is 0.7 times the
k2 for mesna-acrolein (700 M
1s
1) (Table 1),
whereas, from the percentage of thiolates calculated above, the ratio
should be 6:2. This implies that factors other than
pKa also determine relative rate constants.
Although the chemical reactions of thiols with alkylating agents are
reversible, the rates of the reverse reactions are so slow that they
have no effect on the measurements (see Results). This
observation (that is, a slow reverse rate) is in agreement with the
literature (Esterbauer et al., 1975
; Wlodek, 1988
; Ramu et al., 1995
,
1996
).
The alkylating agents are known to produce cellular GSH depletion in
vitro as well as in vivo (Gurtoo et al., 1981
; Crook et al., 1986
;
Souid et al., 2001
). In the present study, the rates of cellular GSH
depletion by acrolein and 4OOH-CP were measured, and the effective rate
constants were determined (Fig. 4-5). The measured
k2 for cellular GSH depletion by
acrolein was ~13 times larger than that by 4OOH-CP (~220
M
1s
1 versus ~16.5
M
1s
1, see
Results), about the same as the ratio of the
k2 for GSH reactions with acrolein and
4OOH-CP in solution (~490
M
1s
1 versus ~38
M
1s
1, Table 1). This
suggests that (a) the rate constants for intracellular reaction with
GSH are the same as for extracellular reaction and (b) the rate of
transport across the cell membrane is fast for both agents.
The concentration of acrolein that depletes cellular GSH by 50% is
~5-fold less than that of 4OOH-CP (~7 µM versus ~35 µM; Fig.
4, right and left panels, respectively). These results are in accord
with the previous report in Chinese hamster lung fibroblast cells,
showing a total cellular GSH depletion within 30 min incubation at
37°C with either 10 µM acrolein or 100 µM 4OOH-CP (Bunting and
Townsend, 1998
).
Assuming the rate constants for reactions of thiols with alkylating
agents were the same inside as outside cells, we were able to estimate
the rate constants (k1) for the
transport across the cell membrane from the data of Figs. 4 and 5.
Writing the rate of increase of the alkylating agent concentration
inside the cell, d[A]/dt, as
k1{[A]e
[A]}, we estimated that k1 for 4OOH-CP was ~0.01 s
1 and
k1 for acrolein was ~0.04
s
1. To completely neglect transport across the
cell membrane, the transport rate must be much higher than the reaction
rate. To compare these two rates, suppose [A]e
[A] = 100 µM and k1 = 0.02 s
1, so the rate of transport is 2 × 10
6 Ms
1. Then, if
k2 = 100 M
1s
1 and [A] = [thiol] =
[A]e = 50 µM, the rate of
reaction is 2.5 × 10
7
Ms
1, less than an order of magnitude slower
than the transport rate.
That GSH reacts faster with acrolein than with 4OOH-CP (Table 1 and
Fig. 5) is due partly to faster transport of acrolein across the cell
membrane and partly to larger k2. The
rapidity of the reaction explains the failure to obtain a complete
cellular GSH protection even with 25-fold molar excess (i.e., 500 µM)
of WR-1065 or mesna (Fig. 6, right panel), whereas a complete cellular GSH protection over 4OOH-CP is obtained with only a 10-fold molar excess of WR-1065 (i.e., 1 mM) (Fig. 6, left panel, circles). Mesna
(Fig. 6, left panel, squares) has a more limited cytoprotective capacity, since, in the presence of a 10-fold molar excess of mesna
(i.e., 1 mM), cellular GSH was below 50%.
The results in Fig. 6 (left panel) are in accord with the previous
study showing that mesna, GSH, and N-acetylcysteine protect Chinese hamster lung fibroblast cells from the toxic effects of 4-OOH-CP (Bunting and Townsend, 1998
). In another report, a 100-fold molar excess of mesna ameliorated <50% of the growth inhibitory activity of either 100 µM 4OOH-CP or 100 µM acrolein in various cell types (Blomgren and Hallstrom, 1991
). Moreover, binding of cyclophosphamide metabolites to intact cells or cellular components was
decreased by only ~50% in the presence of an equal molar
concentration of mesna or GSH (Wildenauer and Oehlmann, 1982
). The fact
that a complete cytoprotection requires significant molar excess of WR-1065 over the alkylating agent (Fig. 6, left panel, circles) may
account for the lack of cytoprotection by WR-2721 during very intensive
chemotherapy (Shapiro et al., 1998
).
Studies of cellular uptake of mesna and WR-1065 demonstrate that
significant uptake of mesna does occur but at a level much less than
that of WR-1065 (Souid et al., 2001
). For both agents, the predominant
intracellular form is the free thiol (Souid et al., 2001
). The present
study shows that cytoprotection by WR-1065 and mesna is additive (Table
2), supporting their clinical use in combination (Souid et al., 1999
,
2001
).
The cytoprotective capacity of a thiol drug is influenced by its
pKa, its rate of reaction with the
alkylating agent, and the rate of its uptake by the cell. The data show
a superior protection of cellular GSH by WR-1065. This observation is
interpreted in terms of the rate constants derived from kinetic
analysis of the measured depletion data. A kinetic model to interpret
the protection data is also possible but would require assumed values
for several parameters in addition to the measured rate constants.
We appreciate the technical support on the kinetics by professor Robert
C. Fahey.
Received January 31, 2002; accepted April 26, 2002.
This work was submitted in partial fulfillment of the
requirements for a Ph.D. degree for K. A. T. in the
Biochemistry, Structural Biology and Biophysics Program at Syracuse University.
Abbreviations used are:
GSH, glutathione;
4OOH-CP, 4-hydroperoxycyclophosphamide;
mesna, sodium
2-mercaptoethanesulfonate;
WR-2721, (amifostine),
S-2-(3-aminopropylamino)ethyl phosphorothioic acid;
WR-1065, S-2-(3-aminopropylamino)ethanethiol;
PBMC, peripheral blood mononuclear cells;
MSA, methanesulfonic acid;
mBBr, monobromobimane;
DTNB, 5,5'-dithio-bis(2-nitrobenzoic acid);
HPLC, high-pressure liquid chromatography;
RSH, (GSH, mesna, or WR-1065);
A, alkylator (4OOH-CP, acrolein, or mBBr);
k1, pseudo-first-order rate constant;
k2, second-order rate constant;
RT, room temperature.