← Back
Comparative equilibrium and structural studies of new pentamethylcyclopentadienyl rhodium complexes bearing (O,N) donor bidentate ligands
Comparative equilibrium and structural studies of new
pentamethylcyclopentadienyl rhodium complexes bearing
(O,N) donor bidentate ligands
Orsolya Dömötör $a,b, Carmen M. Hackl $c, Krisztina Bali a, Alexander Roller c, Michaela Hejl c,
Michael A. Jakupecc,d, Bernhard K. Keppler c,d, Wolfgang Kandioller c,d, and Éva A. Enyedy *a
a
Department of Inorganic and Analytical Chemistry, University of Szeged, Dóm tér 7,
H-6720 Szeged, Hungary, E-mail: enyedy@chem.u-szeged.hu
b
MTA-SZTE Bioinorganic Chemistry Research Group, University of Szeged,
Dóm tér 7, H-6720 Szeged, Hungary
c
Institute of Inorganic Chemistry, Faculty of Chemistry, University of Vienna,
Waehringer Str. 42, A-1090 Vienna, Austria
d
Research Platform Translational Cancer Therapy Research, University of Vienna,
Waehringer Str. 42, A-1090 Vienna, Austria
$
These authors contributed equally to this work.
Keywords: Stability Constants • Solid-state Structure • Speciation • Half-sandwich rhodium
complexes
* Corresponding Author
E-mail address: enyedy@chem.u-szeged.hu (É.A. Enyedy).
1
Abstract
Complex formation processes of the (O,N) donor ligands 6-methylpicolinic acid (6-Mepic),
quinoline-2-carboxylic acid (2-QA) and 3-isoquinolinecarboxylic acid (3-iQA) with the
organometallic moiety (η5-pentamethylcyclopentadienyl)rhodium(III) (RhCp*) were studied in
aqueous solution by the combined use of pH-potentiometry, 1H NMR spectroscopy and UVVis spectrophotometry. The solid phase structures of the [RhCp*(L)Cl] complexes bearing 6Mepic and 2-QA were characterized by single-crystal X-ray diffraction analysis. Studies
revealed the exclusive formation of mono complexes of the form [RhCp*(L)(H2O)]+
(L = deprotonated form of the ligands) and [RhCp*(L)(OH)]. The positively charged aqua
species predominate at physiological pH even in the micromolar concentration range. The
H2O/Cl− co-ligand exchange constants showed that all complexes preferably retain the
chlorido ligand at the third coordination site at chloride ion concentrations present in the
serum. In addition in vitro cytotoxicity of these [RhCp*(L)Cl] complexes was evaluated in
three human cancer cell lines (A549, SW480 and CH1/PA-1) where they showed minor
cytotoxic potency.
Introduction
The field of modern metal-based anticancer drug research was initiated in the late 1960s by
the discovery of cisplatin, which is still one of the leading agents in clinical use to treat
cancer. The application of cisplatin is often limited by the appearance of side-effects and
intrinsic or acquired resistance phenomena [1-3]. In this context, other metals of the platinum
group were chosen as a core for similar complexes, intended to convey desirable
pharmacological properties. In the early stages, research concentrated on Ru(III) complexes,
but later a wider range of metals attracted notice in the development of new anticancer
compounds. Prominent representatives of this compound class are KP1019 (indazolium
trans-[tetrachloridobis(1H-indazole)ruthenate(III)]) [4] as well as its sodium salt IT-139 (NKP1339)
[5]
and
NAMI-A
(imidazolium
trans-[tetrachlorido(1H-
imidazole)(dimethylsulfoxide)ruthenate(III)]) [6], all of which have been characterized in a
variety of studies especially with regard to their growth inhibitory effects on cancer cells. IT139 was selected as lead candidate for further clinical development due to its remarkable in
vivo activity accompanied by low general toxicity as demonstrated in a phase I/IIa clinical
study [5]. Investigations were undertaken to elucidate the mechanism of action of this Ru(III)
complex, resulting in the so-called “activation by reduction” hypothesis which indicates that
the complex with its metal center in the reduced form accounts for the activity of the
2
compound. Therefore, half-sandwich Ru(II)- as well as Os(II)-arene complexes are
extensively being investigated, and some of them are able to circumvent resistances of
cancer cells due to novel mechanisms of action by addressing different targets within the cell
[7,8].
To extend the scope of possible organometallic compounds with anticancer properties,
Rh(III)-based complexes have been developed. Rh(III)-cyclopentadienyl complexes are
isoelectric with Ru(II)-arene complexes and have some chemically attractive properties such
as increased aqueous solubility and faster ligand exchange kinetics [9,10]. Recently more
and more studies have focused on their antitumor activity [9,11-15]. Among the first reports
dealing with the anticancer properties of Rh(III) compounds were those investigating the salt
RhCl3 and its simple complexes, such as mer-[RhCl3(NH3)3] [16,17]. Promising
antiproliferative activities of organometallic Rh(III) complexes based on (N,N) donating
polypyridyl ligands, with IC50 values in the low micromolar concentration range, have been
reported by Sheldrick and co-workers [18-21]. Another very interesting concept involving
dirhodium(II,II) complexes that preferentially bind to the nucleobases of RNA and DNA,
thereby disrupting protein synthesis and cell proliferation, has been developed by Dunbar
and co-workers [22-24]. Their research showed that the exchange of photo-labile acetonitrile
ligands coordinated to the oxypyridine-bridged dirhodium core by aqua ligands could be
significantly accelerated upon light irradiation and was also accompanied by a 16-fold
increase in cytotoxicity. The oxygen-independent activation of those complexes is a clear
advantage over established sensitizers commonly used in photodynamic therapy [24].
Soldevila-Barreda et al. developed a compound class based on organorhodium Rh(η5pentamethylcyclopentadienyl) (RhCp*) complexes and their Ru(η6-p-cymene) analogues
equipped with redox active sulfonamido ethylenediamine ligands. Those complexes showed
significant catalytic activity in the conversion of NAD+ to NADH in cancer cells [25,26],
indicating that the redox modulation of living cells could be an innovative concept among the
new cancer treatment strategies.
Numerous studies on organometallic half-sandwich complexes have demonstrated that the
type of the mono- or bidentate co-ligand(s) has a pronounced effect on physico-chemical
and biological properties, such as their stability in aqueous solution and lipophilicity, which
can influence cellular uptake, pharmacokinetics, and ultimately the biological activity.
Therefore our research has focused on detailed analyses to illuminate correlations between
complex architectures and their most important characteristics. Recently, we have reported
on our investigations with RhCp* complexes of interesting (O–,O) donating 3-hydroxy-4pyrones (maltol, allomaltol) [27] and 1,2-dimethyl-3-hydroxy-pyridin-4(1H)-one (deferiprone,
dhp) [28]. These metal complexes have shown moderate cytotoxicity with IC50 values in the
3
range of 50–165 μM in human cancer cell lines (CH1/PA-1, SW480 and A549). A different
test series wherein RhCp* complexes formed with 2-picolinic acid (pic) [28] and the simple
bidentate alkylamino and aromatic N-donor ligands, namely ethylenediamine and 2,2ʹbipyridine (bpy), were examined and revealed negligible cytotoxicity [21].
Detailed solution equilibrium studies of RhCp* complex formation with various ligands are
fairly rare in the literature [29-31], especially such that provide stability constants. Our
previous studies indicated that mono complexes formed with maltol and allomaltol
predominate at physiological pH and decompose partially at micromolar concentrations [27].
While complexes of deferiprone, picolinic acid, ethylenediamine, bpy and 8-hydroxyquinoline
are sufficiently to outstandingly stable, no direct relationship can be established between
their activity and their stability in aqueous solution [28,32,33]. It is a reasonable hypothesis
that the increased chloride ion affinity of RhCp* complexes, just like in case of analogous
Ir(III)-Cp* and some Ru(II)-arene compounds [34-36], may correlate with the poor in vitro
anticancer activity. On the other hand several other physicochemical factors such as
lipophilicity, redox and kinetic properties etc. may influence the pharmacokinetic and
pharmacodynamic behavior of a metallodrug.
Herein we investigate the effect of 6-methylation or benzene conjugation of the (O–,N) donor
picolinic acid on the stability, lipophilicity and the biological activity of the respective RhCp*
complexes. For these studies 6-methylpicolinic acid (6-Mepic), quinoline-2-carboxylic acid
(quinaldic acid, 2-QA) and 3-isoquinolinecarboxylic acid (3-iQA) (see Chart 1) were chosen
as bidentate ligands. According to a recent study, 2-QA itself possesses antiproliferative
activity [37]. The Ru(II)(η6-p-cymene) complex of 3-iQA has also been reported to show
considerable
antiproliferative
potential,
whereas
the
complex
formed
with
6-methylpicolinic acid (6-Mepic) exerted only low efficacy [38]. Herein, we report data on
solution equilibria including complexation and chlorido/aqua co-ligand exchange processes
of RhCp* complexes of 6-Mepic (1), 2-QA (2) and 3-iQA (3) acquired by the combined use of
pH-potentiometry, 1H NMR spectroscopy, and UV–visible (UV-Vis) spectrophotometry. The
n-octanol/water distribution coefficients at physiological pH (D7.4) were determined for the
complexes at various chloride ion concentrations. Complexes 1–3 were characterized by
standard analytical methods, their biological activity was evaluated in three different human
cancer cell lines and two of the complexes (1·CH2Cl2 and 2) were suitable for X-ray
diffraction analysis.
4
(a)
ø
(O ,N) ligands:
6-Mepic
2-QA
H
H+
+
3-iQA
H
+
Chart 1. General chemical structures of the [RhCp*(L)Cl] complexes formed with 6-Mepic (1), 2-QA
(2) and 3-iQA (3) and the chemical formulae of ligands in their neutral forms.
Results and Discussion
Synthesis and characterization of organometallic Rh(III) complexes
The Rh(III) precursor [RhCp*(μ-Cl)Cl]2 was synthesized according to literature [39]. The
RhCp* complexes of 6-Mepic, 2-QA, and 3-iQA (Chart 1) were obtained following the
established procedure described by Abbott et al. [40] using sodium methoxide for the
deprotonation of the ligands followed by reaction with the dimeric Rh(III) precursor at room
temperature. Pure compounds were isolated after extraction with CH2Cl2, yielding 64% (1),
61% (2) and 53% (3), respectively.
The organometallic Rh(III) complexes were characterized by means of standard analytical
methods and their purity was verified by elemental analysis. The 1H NMR spectra of 1–3
confirm the coordination of the anionic ligand scaffolds to the organorhodium fragment,
manifesting itself in a slight downfield shift of the Cp* methyl groups and H5 of 6-Mepic.
Similar observations were made for the analogous Ru(II)(η6-p-cymene) complex of 6-Mepic
[38]. In the case of the 3-iQA-based complex 3, all ligand protons showed a more or less
pronounced upfield shift upon coordination to the metal center compared to the free ligand.
In general, signals representing protons next to the carboxylic group were shifted distinctly
upon coordination (Figures S1-S3).
Single crystals of complexes 1·CH2Cl2 and 2 were obtained by the slow diffusion method
from CH2Cl2/n-hexane and the results of the X-ray diffraction studies are shown in Figures 1
and 2, respectively. Crystallographic data are presented in Table S1, and selected bond
lengths and angles are listed in the legends of Figures 1 and 2 and in Table S2. In these
complexes, Rh(III) exhibits a pseudo-octahedral geometry, where the Cp* moiety occupies
three coordination sites, the (O–,N)-donor compound binds in a bidentate manner, and the
coordination sphere is completed by a chlorido ligand. Complex 1·CH2Cl2 crystallizes in the
5
monoclinic space group P21/c, with three molecules per asymmetric unit (Figure 1 shows
only the molecule A in the asymmetric unit for clarity; for the structures of molecules B and C
see Figure S4), while complex 2 is a representative of the space group P212121. The Rh to
ring centroid distance of 2 (1.7655(1) Å) as well as the Rh–Cl distance (2.3991(5) Å) are
similar to those calculated on average for complex 1·CH2Cl2 (1.767(1) Å and 2.405(8) Å,
respectively). The measured bond lengths and angles between the metal center and the
donor atoms were found in the same range as reported for the analogous picolinato complex
[40]. The metal ion to ring centroid distances (1·CH2Cl2: 1.767(1) Å; 2: 1.7655(1) Å) are
somewhat shorter than the reported values of the picolinato complex (1.775 Å) while the Rh–
N (2.1278(17) Å) and Rh–O (2.1314(15) Å) bond lengths are comparatively longer in
complex 1·CH2Cl2. In the picolinato complex, distances of 2.117(3) and 2.108(2) Å were
obtained for the Rh–N and Rh–O bonds, respectively and are in the same range as bond
lengths found in complex 2 (Rh–N: 2.1343(16) Å, Rh–O: 2.0991(13)Å) [40]. In complex
1·CH2Cl2 the ligand 6-Mepic forms a five-membered chelate ring (N1/C1/C6/O1/Rh1) which
adopts a Rh1-endo envelope conformation with an average deflection angle of = 20.9(7)°
measured between the planes defined by N1–C1–C6–O1 and N1–Rh1–O1 atoms (see
Figure S5). This phenomenon can be explained by the increased steric demand of the
methyl group which forces a turn out-of-plane of the chelate ring. For complex 2 a
significantly smaller angle was found ( = 9.77°). Compared to those values, the torsion outof-plane found for the comparable chelate ring in the picolinato complex is rather small ( =
3.37°) [40].
6
Figure 1. ORTEP view of complex 1·CH2Cl2 with 50% displacement ellipsoids. Solvent molecules and
two further independent molecules in the asymmetric unit are omitted for clarity. Selected bond
distances (Å) and angles (deg): Rh1–N1: 2.1278(17); Rh1–O1: 2.1314(15); Rh1–Cl1: 2.3960(5);
Rh1–ring centroid: 1.7664(1); N1–Rh1–O1: 76.98(6)°; N1–Rh1–Cl1: 90.39(5)°; O1-Rh1-Cl1:
90.97(4)°; structures and data for the two other molecules are listed in Figure S4 and Table S2.
Figure 2. ORTEP view of complex 2 with 50% displacement ellipsoids. Selected bond distances (Å)
and angles (deg): Rh1–N1: 2.1343(16); Rh1–O1: 2.0991(13); Rh1–Cl1: 2.3991(5); Rh1–ring centroid:
1.7655(1); N1–Rh1–O1: 77.29(6)°; N1–Rh1–Cl1: 85.33(4)°; O1–Rh1–Cl1: 91.55(4)°.
7
Proton dissociation processes of the studied ligands and hydrolysis of the
[RhCp*(H2O) 3]2+ organometallic cation
Proton dissociation constants of the ligands 6-Mepic, 2-QA and 3-iQA were determined by
pH-potentiometry and 1H NMR spectroscopy (Table 1), and are in reasonably good
agreement with data acquired under similar conditions reported in literature [41,42]. The
proton dissociation constant can be attributed to the deprotonation of the quinolinium (NH+)
group. The carboxylate remains completely deprotonated in the studied pH range (pH =
0.7‒11.5). 2-QA has a lower pKa than 3-iQA, a finding that follows the well-known trend for
the pKa values of the reference compounds: quinoline and isoquinoline [43,44].
Hydrolytic behavior of the aquated organometallic cation [RhCp*(H2O)3]2+ has been studied
previously [27,29], and the structure of the major hydrolysis product, [(RhCp*)2(μ-OH)3]+, was
characterized by single-crystal X-ray analysis [45]. Overall stability constants for the μhydroxido-bridged dinuclear species ([(RhCp*)2(μ-OH)3]+ and [(RhCp*)2(μ-OH)2]2+) measured
at various ionic strengths were reported in our previous work [27].
Complex formation equilibria of [RhCp*(H2O)3]2+ with 6-Mepic, 2-QA and 3-iQA
Complex formation with the three different ligands was investigated by the combined use of
pH-potentiometry, 1H NMR and UV-Vis spectroscopy. The stoichiometry of the formed
complexes and the equilibrium constants furnishing the best fits to the experimental data are
listed in Table 1. Stability data for the formerly studied analogous complex with picolinic acid
are shown here as well for comparison [28]. Notably, the complex formation under these
conditions was found to be fast and took place within 5-10 minutes for the studied
complexes.
Representative pH-potentiometric titration curves of the [RhCp*(H2O)3]2+ – 3-iQA system are
shown in Figure 3. The titration data revealed almost complete displacement of the
quinolinium proton by the metal ion due to complex formation already at pH 2; accordingly
the titration curve containing 1:1 ligand-to-metal ion has the shape of a strong acid–strong
base titration curvature up to pH ~7. Titration points at pH > 7 initiate various processes
parallel to the deprotonation of the coordinated water in [RhCp*(L)(H2O)]+ (L= deprotonated
form of the ligand) resulting in the formation of species of the form [RhCp*(L)(OH)] (see
Chart S1). Based on the obtained data decomposition of the complex might take place as
well, giving rise to the hydroxido-bridged compound [(RhCp*)2(μ-OH)3]+, a process that is
accompanied by ligand release [27].
8
10
pH
8
6
4
2
-2
-1
0
1
2
3
4
base equivalent / ((n(KOH)–n(HNO3)extra )/nlig)
Figure 3. Representative pH-potentiometric titration curves of the [RhCp*(H2O)3]2+ ‒ 3-iQA system in
aqueous solution at various metal-to-ligand ratios. Symbols: free ligand (+); 1:2 (○); 1:1.5 (∆) and 1:1
(□). {cligand = 1.0 mM; T = 25 ˚C; I = 0.20 M (KNO3)}.
UV-Vis spectra recorded at highly acidic conditions (pH ~ 0.7) showed no decomposition of
the complex 3 (0.1 m M) due to its high stability. Thus, the stability constant for this species
was determined by ligand competition measurements using spectrophotometry at pH 7.4.
Ethylenediamine was chosen as competitor since the stability constants for the RhCp* –
ethylenediamine complex were acquired under the same conditions as applied in this study
[32]. Upon addition of ethylenediamine to a sample containing [RhCp*(H2O)3]2+ and 3-iQA at
1:1 metal-to-ligand ratio, clear UV-Vis spectral changes were observed (Figure 4).
The stepwise displacement of the originally metal-bound 3-iQA by ethylenediamine results in
the formation of complex [RhCp*(en)(H2O)]+, thus unbound 3-iQA and excess amounts of
ethylenediamine (making no contribution to the measured absorbance) are present in the
sample. The stability constant of 3 could be calculated by deconvolution of the recorded
spectra using the computer program PSEQUAD [46]. Including this value as a fixed
constant, the pKa of the mono complex could be calculated from the pH-potentiometric
titration data (Table 1).
9
Table 1. Proton dissociation constants (pKa) of the studied ligands and overall stability constants (logβ), pKa, and
+
pM7.4 values of their [RhCp*(L)(H2O)] complexes in chloride-free aqueous solutions determined by various
‒
1
methods, H2O/Cl exchange constants (logK’) for the same complexes, and the H NMR chemical shifts of
CH3(Cp*) protons of the indicated complexes {T = 25 C; I = 0.2 M (KNO3)}.
[b]
method
pKa (HL)
[a]
6-Mepic
2-QA
3-iQA
1
2
3
L: pic
pH-metry
5.21
5.89(1)
4.83(1)
5.62(2)
1
H NMR
–
5.91(1)
4.79(1)
5.57(2)
logβ [RhCp*(L)(H2O)]
pH-metry
9.18
9.79(7)
9.49(4)
10.60(3)
+
pH-metry
9.32
9.49(10)
9.31(5)
9.26(1)
1
9.38
9.54(1)
9.42(1)
9.49(1)
5.35
5.76
5.57
6.29
2.20
2.10(1)
2.33(1)
2.05(1)
+
pKa [RhCp*(L)(H2O)]
H NMR
[d]
pM7.4
– [e]
[c]
logK’ (H2O/Cl )
UV-Vis
d CH3(Cp*) (ppm)
[RhCp*(L)(H2O)]
1.70
1.63
1.62
1.74
[RhCp*(L)(OH)]
1.65
1.57
1.56
1.68
+
[a] Standard deviations (SD) are in parenthesis. Hydrolysis products of the organometallic cation:
logβ [(RhCp*)2(µ-OH)2]
2+
+
= ‒8.53, logβ [(RhCp*)2(µ-OH)3] = ‒14.26 at I = 0.20 M (KNO3) taken from Ref. [27]. [b]
Taken from Ref. [28]. [c] Determined by UV-Vis spectrophotometry via competition studies measured at pH 7.40,
the competitor ligand was ethylenediamine see details in experimental section. [d] pM7.4 = –log[M], where [M] is
2+
the equilibrium concentration of the ligand-free, unbound metal ion in its different forms: [RhCp*(H2O)3] ,
[(RhCp*)2(µ-OH)i]
(4-i)+
+
−
(i = 2 or 3) {cM = 1 m M; M:L = 1:1, pH = 7.4}. [e] For the [RhCp*(L)(H2O)] + Cl ⇌
[RhCp*(L)Cl] + H2O equilibrium determined at various total chloride ion concentrations by UV-Vis.
10
Abs. at 334 nm
Absorbance
0.20
0.2
0.1
0
0
0.10
1
2
cen / c3-iQA
0.00
290
340
390
l / nm
440
490
Figure 4. UV–Vis spectra of the [RhCp*(H2O)3]2+ – 3-iQA – ethylenediamine system recorded at pH
7.40 at various ethylenediamine-to-3-iQA ratios (dashed spectrum is calculated as the sum of the
spectra of [RhCp*(ethylenediamine)(H2O)]
2+
and 3-iQA). Inset shows the measured (♦) and fitted
(solid line) absorbance values at 334 nm plotted against the ethylenediamine (en)-to-3-iQA ratios.
Spectra are background subtracted spectra. {cRhCp* = c3-iQA = 99 µ M; cethylenediamine = 0‒148 µ M; pH
= 7.40 (20 mM phosphate buffer); T = 25 ˚C; incubation time = 24 h; I = 0.20 M (KNO3) ℓ = 0.5 cm)
In order to investigate equilibrium processes, 1H NMR titrations were carried out. The NMR
spectra in Figure 5 show one set of peaks at pH values varying between 1.97 and 8.13
which confirm the predominant formation of complex 3 as neither unbound 3-iQA nor Rh(III)Cp* fragment can be detected in this pH range. At pH > 7.75, an equilibrium between the
aquated complex and the mixed hydroxido species [RhCp*(L)(OH)] is reached, with very
high exchange rates that cannot be resolved in the NMR time scale. These exchange
processes cause a high field shift of proton resonances, thereby providing a means of
calculation of the pKa value of the complex (Table 1).
pH
♥
11.51
♦ o ■ ▼▲
♥
10.75
● ●
♥
10.08
9.68
9.26
●
8.88
8.59
●
8.13
Rh Cl
O
7.75
N
O
6.39
♥
♦
1.97
o
▲
■
♥
9.5
▼
♦ o ■ ▼▲
9.0
8.5
8.0
d / (ppm)
11
●
// 1.8
1.6
1
Figure 5. H NMR spectra of the [RhCp*(H2O)3]
2+
– 3-iQA (1:1) system in aqueous solution recorded
at the indicated pH values; peak assignation is indicated in the figure for the complex bound (black
symbols) and unbound (grey symbols) species {cRhCp* = c3-iQA = 1 mM; T = 25 ˚C; I = 0.20 M (KNO3);
10% D2O}.
Furthermore, peaks of the hydroxido-bridged dimer [(RhCp*)2(μ-OH)3]+ as well as peaks
representing the deprotonated free ligand 3-iQA appear at pH > 9.26 (Figure 5). However,
fairly low peak integrals indicate the rather small extent to which the complexes decompose.
Concentration distribution curves were computed including the stability constants determined
by competition measurements and pH-potentiometric titrations. Acquired data are in good
agreement with the molar fractions calculated on the basis of NMR peak integrals along with
the chemical shift values of the Cp* methyl protons (Figure 6).
1.743
[RhCp*(3-iQA)(H2O)]+
0.8
1.723
0.6
0.4
[RhCp*(3-iQA)(OH)]
d / ppm
Molar fraction of RhCp*
1.0
1.703
0.2
[(RhCp*)2(m-OH)3 )]+
0.0
1.683
1
3
5
7
9
11
pH
Figure 6. Concentration distribution curves (solid lines) for the [RhCp*(H2O)3]
2+
– 3-iQA (1:1) system
in aqueous solution calculated on the basis of the stability constants determined and the 1H NMR
peak integrals for the Cp* methyl protons of [(RhCp*)2(µ-OH)3]+ (∆), and pH-dependent chemical shift
values (●) of the Cp* methyl protons. {cRhCp* = c3-iQA = 1 mM; T = 25 ˚C; I = 0.20 M (KNO3); 10% D2O}.
A similar solution speciation model was applied in the case of complexes 1 and 2. Stability
constants could be computed from the pH-potentiometric data directly and were found to be
somewhat lower than those obtained for 3 (Table 1). It can be concluded that the
deprotonation constants (pKa) of 1–3 are fairly high in all cases, and the aqua complex is the
predominant form (~99%) at physiological pH. Instead of the direct comparison of stability
constants, pM values were calculated at various pH values (see Table 1 and Figure S6).
The pM value, which is defined as the negative logarithm of the equilibrium concentrations of
the unbound metal ion under the given conditions (pH, analytical concentrations of the ligand
and metal ion), was introduced by Raymond et al. [47] to gauge the relative affinities of
12
ligands towards a metal ion. A higher pM value indicates a stronger metal ion binding ability.
In our case both the organometallic cation [RhCp*(H2O)3]2+ as well as the µ-hydroxido
dinuclear complexes ([(RhCp*)2(µ-OH)i](4-i)+ (i = 2 or 3)) have to be considered as unbound
species. In this way we take into account equilibria occurring simultaneously with the metalligand complex formation such as (de)protonation processes of the ligand, and hydrolysis of
the organometallic fragment. The calculations reveal the following stability trend at
physiological pH: pic < 2-QA < 6-Mepic << 3-iQA (Table 1). Thus, the extension of the
picolinic acid structure by 6-methylation or benzene conjugation increases the complex
stability of the respective RhCp* derivatives. The three investigated ligands form RhCp*
complexes of pronounced stability. Based on their stability constants, decomposition does
not occur even at low micromolar concentrations to a measurable extent. This assumption
was confirmed both in chloride free and 0.2 M KCl containing aqueous solution, using the
RhCp* – 3-iQA system in a 1:1 ratio: a dilution series (from 2 m M down to 4 µM) was
prepared at pH 7.40 and the recorded UV-Vis spectra, after normalization, were identical
under the applied conditions, which indicates that there is no complex decomposition in the
studied concentration range (see Figure S7).
With the help of pM values, we can directly compare the RhCp* binding abilities of the
studied ligands and previously studied (O–,O) donating ligand deferiprone and the (N,N)
donating 2,2´-bipyridine (Figure S6), thus the solution stabilities of the complexes become
comparable under the given conditions. The pM7.4 value of 2 is more than half an order of
magnitude higher compared to that of the RhCp* deferiprone complex with an (O–,O)
coordination mode (4.99 [28]), but more than two orders of magnitude lower than the pM7.4
value of the 2,2´-bipyridine complex (7.82 [32]).
Chloride ion affinity and lipophilicity of the [RhCp*(L)(H2O)]+ complexes
Beside metal complex stability, many other factors impact the pharmacological behavior.
Complete or partial displacement of the chloride ion by an aqua ligand (Chart S1) is
considered a crucial step in the activation process of half-sandwich complexes. The aquation
of the well-known anticancer drug cisplatin has been thoroughly studied and the aquated
form of the complex was identified as the active species. This hydrolysis is controlled both
kinetically and thermodynamically; the thermodynamic driving force is thought to be the
gradient in chloride ion concentration (chloride ion content in blood serum: 100 mM > cell
plasma: ~24 mM > cell nucleus: ~4 mM) [48]. A dependence of cytotoxic efficacy on chloride
ion affinity has been observed for several [Ru(II)(η6-arene)] complexes [49-51]. In the case
13
of the studied RhCp* complexes of the form [Rh(Cp*)(L)(H2O)]+ (similarly to previously
characterized complexes [27,28,32]) the chloride-water exchange process was found to be
fast and takes place within a few minutes. Figure S8 shows the spectral changes of 1 upon
the increase in chloride ion concentration. The logK’ (H2O/Cl−) constants (Table 1) were
calculated by the deconvolution of UV–Vis spectra and were found to be significantly high
(>2), thus they represent a strong affinity of these complexes towards the chloride ions. With
the aid of aqua/chlorido exchange constants, we can estimate the ratio of the aqua and the
chlorido complexes at chosen chloride ion concentrations. At a chloride concentration of
100 m M, 92% of 3 and 96% of 2 appear in the neutral chlorido form, while at chloride ion
concentrations comparable to those of the cell nucleus (4 m M), 69% and 54% of these
complexes are present as the more reactive aqua species.
One other notable consequence of the aqua/chlorido exchange equilibrium is the altered net
charge of the complexes (see Chart S1). Since the lipo/hydrophilic character of a compound
is strongly influenced by its charge, distribution coefficients at pH 7.4 (D7.4) were determined
for 1–3 (and additionally for the picolinate complex for comparison) at various chloride ion
concentrations.
Figure 7. Logarithm of distribution coefficients (log D7.4) of the RhCp* precursor, [RhCp*(pic)(H2O)]
+
and complexes 1–3 at pH 7.40 measured at various KCl concentrations (as indicated in the figure)
{ccompound = 200 µ M; T = 25 °C, in 20 mM phosphate buffer}. Log D7.4 values of the ligands measured at
0.1 M KCl content for comparison: 2-QA: –1.3(1), 3-iQA: –1.41(4) and pic: <–2.0 [52], 6-Mepic: <–2.0
[52].
Figure 7 (and Table S3) illustrates the log D7.4 values of the complexes and the RhCp*
precursor at varying KCl concentrations and those of the respective ligands. The ligands pic
and 6-Mepic definitely possess hydrophilic character owing to the deprotonated carboxylate
group, while 2-QA and 3-iQA are somewhat less hydrophilic due to the more extended
14
aromatic structure. The organorhodium fragment RhCp* itself displays a chloride ion
dependent lipo/hydrophilic character: less than 1% of RhCp* is detected in the n-octanol
phase in chloride ion free solution (log D7.4 < –2), while in the presence of 0.1 M KCl already
a significant amount (20%) is found in the organic phase (log D7.4 = –0.61(6)). The ratio
slightly increases at a concentration of 0.50 M KCl (26%, log D7.4 = -0.46(3)). Considering the
hydrolysis tendency of the organometallic cation [RhCp*(H2O)3]2+ at pH 7.4 not primarily the
water-chlorido but the hydroxido-chlorido exchange and consequently a dimer-monomer
redistribution is the predominant process. In our studies the lipophilic character of 1–3 was
found to increase in the following order (independent of absence or presence of chloride
ions): pic complex < 1 << 2 < 3, analogous to the lipophilicity of the free ligands. Moreover,
log D7.4 values obtained for the complexes in the presence of 0.10 M KCl, are distinctly
higher (0.6–0.7 orders of magnitude) than values acquired in samples without chloride ions.
It is noteworthy that the lipo/hydrophilic character of the complexes is not only affected by
the type of the ligands but also by their affinity for chloride ions and the chloride ion
concentration in solution. This feature may facilitate cell accumulation of the complexes via
passive transport since the chlorinated complex can pass easier across the cell membrane
compared to its charged, aquated form.
Cytotoxic activity in cancer cell lines
In our previous work, RhCp* complexes bearing the hydroxypyrone ligands maltol and
allomaltol,
the
hydroxypyridinone
derivative
deferiprone,
picolinic
acid
and
8-
hydroxyquinoline, were investigated with regard to their anticancer potential in various
human cancer cell lines [27,28,33]. These complexes were found to exhibit minor cytotoxicity
with the exception of the deferiprone and 8-hydroxyquinoline-based complexes. In general,
no correlation was observed between the IC50 values and the calculated pM values, implying
an independence of cytotoxicity from solution stability. The pKa values of the complexes are
rather high, hence the lack of cytotoxicity cannot be associated with the formation of the less
active mixed hydroxido species at pH 7.4 [50]. At the same time the analogous Ru(II)(η6-pcymene) picolinato complex resulted in IC50 values of 36–82 μM measured in human cancer
cell lines, such as cervix carcinoma (HeLa) and melanoma cells (FemX) [53]. Cytotoxicity
data for the related Ru(II)(η6-p-cymene) complexes of 6-Mepic and 3-iQA have been
acquired and published previously. The 3-iQA-based Ru(II) complex shows moderate activity
in HeLa (45.35 µM), FemX (18.48 µM) and A549 (25.76 µM) cells. Furthermore, a high IC50
value in normal cells (MRC-5, 84.18 µM) supports its tumor selective cytotoxic activity [38].
On the other hand the Ru(II)(η6-p-cymene) complex of 6-Mepic showed low activity in the
same cell lines (HeLa: 278 µM, FemX: 169 µM, A549: > 300 µM) [38]. The cytotoxic activity of
15
RhCp* complexes 1–3 and the corresponding free ligands have been evaluated by means of
the colorimetric MTT assay (MTT = 3-(4,5-dimethyl-2-thiazolyl)-2,5-diphenyl-2H-tetrazolium
bromide) in the human cancer cell lines A549 (non-small cell lung cancer), SW480 (colon
carcinoma) and CH1/PA-1 (ovarian teratocarcinoma). In general no considerable activity of
the complexes was found with the exception of complex 3 in CH1/PA-1 cells (Table 2).
Cytotoxic potency of the free ligands is poor to virtually non-existent, with only 3-iQA yielding
IC50 values in the tested range of up to 400 µM. One possible reason for poor anticancer
activities of compounds 1–3 could be an impeded aquation due to the exceptionally high
affinity of the complexes for chloride ions. This correlation has already been pointed out for
related Ru(II), Os(II) and Ir(III) complexes [34-36]. However, high chloride ion affinity may
hinder not only the aquation of the complexes but also possible monodentate coordination of
bio-ligands (such as proteins or DNA nucleobases). Additionally, other physico-chemical
properties such as lipophilicity or redox activity etc. can influence the cytotoxic activity.
Consequently, the increased lipophilicity and higher stability in solution found for complex 3
(vide supra) as well as a certain cytotoxic potency inherent in the 3-iQA ligand per se might
contribute to its higher cytotoxicity in CH1/PA-1 cells.
Table 2. In vitro cytotoxicity (IC50 values in μM in three human cancer cell lines) of the RhCp* complexes of 6Mepic (1), 2-QA (2) and 3-iQA (3) and pic as well as the corresponding free ligands for comparison.
A549
SW480
CH1/PA-1
1 (6-Mepic)
356 ± 36
319 ± 38
221 ± 19
2 (2-QA)
>200
>100
115 ± 36
3 (3-iQA)
174 ± 5
161 ± 7
10.2 ± 0.4
[b]
343 ± 24
283 ± 65
258 ± 6
6-Mepic
>400
>400
>400
2-QA
>400
>400
>400
3-iQA
288 ± 14
360 ± 35
85 ± 11
IC50 [µM]
[a]
RhCp* Complexes
pic
Ligands
[a] 96 h exposure. [b] Data taken from Ref. [28].
Conclusions
The evaluation of stability and speciation of organometallic compounds is of high value for
the assessment of their behavior under physiological conditions. Data presented within this
work were acquired by the application of a variety of methods, comprising 1H NMR and
UV-Vis spectroscopy, pH potentiometry, X-ray diffraction analysis and cytotoxicity tests. By
16
means of these methods we could demonstrate exclusive formation of the mono-ligand
complexes, such as [RhCp*(L)(H2O)]+ (L = deprotonated 6-Mepic, 2-QA or 3-iQA) and
[RhCp*(L)(OH)], depending on the pH. Formation of the hydroxido complexes could be
characterized by determination of relatively high pKa values (> 9.25), while complexes of the
form [RhCp*(L)(H2O)]+ predominate at physiological pH even in the micromolar
concentration range. The ligand 3-iQA forms complexes of the highest stability with RhCp* in
this series. In general, the stability of the complexes formed with all three ligands
significantly exceeds that of hydroxypyr(idin)ones, such as maltol or deferiprone, although it
stays below the stability of complexes with (N,N) donor ligands such as ethylenediamine or
2,2’-bipyridine.
Chloride ions acting as competitive ligands are able to suppress the aquation to some
extent. This process may play an important role in the mechanism of action of this type of
organometallic complexes. The extent of the chloride/water exchange was shown to depend
on the chloride concentrations in the medium as well as on the thermodynamic exchange
constant. H2O/Cl− co-ligand exchange constants for the complexes 1–3 were determined,
and all compounds are able to retain the chlorido ligand at the third coordination site to an
extent comparable to that of RhCp* complexes with picolinic acid, ethylenediamine or 2,2’bipyridine. Based on these constants it can be predicted that more than 90% of the
respective complexes exist as the chlorido complex at the chloride concentration
corresponding to those in human blood serum. As a consequence of the replacement of the
aqua ligand by a chlorido ligand, the net charge of the complexes changes from +1 to
neutral, thus the co-ligand exchange strongly influences their lipophilicity. It can therefore be
assumed that the higher chloride ion content results in a more lipophilic character. The fact
that minor cytotoxic effects were observed in in vitro tests performed with complexes 1–3
could be explained by the high affinity of complexes for chloride ions which might suppress
the activation of the investigated compounds.
Overall, the extension of the picolinic acid structure by 6-methylation or annellation of a
benzene ring results in increased stability and lipophilicity of the synthesized RhCp*
complexes, but the influence on the anticancer properties is only minor.
Experimental Section
Materials
All solvents were of analytical grade and used without further purification. 6-Mepic, 2-QA, 3iQA, KCl, KNO3, AgNO3, HCl, HNO3, KOH, 4,4-dimethyl-4-silapentane-1-sulfonic acid (DSS),
NaH2PO4, Na2HPO4 and ethylenediamine were purchased from Sigma-Aldrich in puriss
17
quality. RhCl3 was purchased from Johnson Matthey. Doubly distilled Milli-Q water was used
for
sample preparation.
The dimeric
rhodium
precursor
[rhodium(III)(η5-1,2,3,4,5-
pentamethylcyclopenta-dienyl)(µ-Cl)Cl]2 ([RhCp*(µ-Cl)Cl]2) was prepared according to
literature procedures [39]. The exact concentration of the ligand stock solutions together with
the proton dissociation constants were determined by pH-potentiometric titrations with the
use of the computer program HYPERQUAD [54]. The aqueous [RhCp*(H2O)3](NO3)2 stock
solution was obtained by dissolving an exact amount of [RhCp*(µ-Cl)Cl]2 in water followed by
the removal of chloride ions by addition of equivalent amounts of AgNO3. The exact
concentration of [RhCp*(H2O)3]2+ was determined by pH-potentiometric titrations employing
stability constants for [(RhCp*)2(µ-OH)i](4-i)+ (i = 2 or 3) complexes [27].
Synthesis of RhCp* complexes with 6-Mepic, 2-QA and 3-iQA
General procedure for the synthesis of complexes 1-3
The ligand (1 eq) and sodium methoxide (1.1 eq) were dissolved in dry methanol (10 mL)
and after stirring at room temperature for 15 min, [RhCp*(µ-Cl)Cl]2 (0.9 eq) was added. The
mixture was stirred under argon atmosphere and at room temperature for 24 h. The solvent
was subsequently removed under reduced pressure; the obtained residue was taken up in
CH2Cl2 and filtered to remove insoluble reaction by-products. The filtrate was concentrated
to a volume of 2 mL under reduced pressure. Precipitation with n-hexane afforded the
desired product in moderate to good yields (53–64%).
1
H NMR spectra were recorded at 25 °C and 500.10 MHz and 13C{H} NMR spectra at 25 °C
and 125.75 MHz using a Bruker FT-NMR spectrometer Avance III™ 500 MHz. For the
characterization with NMR spectroscopy CDCl3 was used as solvent. Elemental analyses
were carried out on a Perkin Elmer 2400 CHN Elemental Analyser at the Microanalytical
Laboratory (University of Vienna). If not stated otherwise, the substances were synthesized
and purified according to general procedures.
Chlorido[(6-methylpyridine-κN-2-carboxylato-κO)(η5-1,2,3,4,5pentamethylcyclopentadienyl)rhodium(III)] (1): The reaction was performed according to
the general procedure using 6-Mepic (74 mg, 0.54 mmol), sodium methoxide (32 mg, 0.594
mmol) and [RhCp*(µ-Cl)Cl]2 (150 mg, 0.243 mmol). The product was obtained as orange
crystals. Yield: 127 mg (64%); 1H NMR (500.10 MHz, CDCl3) δ 7.98 (d, 3J (H,H) = 8 Hz, 1H,
CH3); 7.80 (dd, 3J (H,H) = 8 Hz, 3J (H,H) = 8 Hz,1H, CH4); 7.47 (d, 3J (H,H) = 8 Hz, 1H,
CH5); 2.92 (s, 3H, CH3); 1.67 (s, 15H, CH3,Cp*) ppm. 13C NMR (125.75 MHz, CDCl3) δ 170.6
(C7); 159.4 (C6); 153.4 (C2); 139.0 (CH4); 128.3 (CH5); 124.6 (CH3); 94.1 (d, 1J(Rh,C) =
18
9 Hz, CCp*); 26.5 (CH3,6-Mepic); 9.3 (CH3,Cp*) ppm. Elemental analysis for C17H21ClNO2Rh·0.5
H2O calc. C 48.76, H 5.30, N 3.35; found C 48.41, H 5.31, N 3.40.
Chlorido[(2-quinoline-κN-carboxylato-κO)(η5-1,2,3,4,5pentamethylcyclopentadienyl)rhodium(III)] (2): The reaction was performed according to
the general procedure using 2-QA (94 mg, 0.54 mmol, 1 eq), sodium methoxide (32 mg,
0.594 mmol, 1.1 eq) and [RhCp*(µ-Cl)Cl]2 (150 mg, 0.243 mmol, 0.45 eq). The product was
obtained as orange crystals. Yield: 132 mg (61%); 1H NMR (500.10 MHz, CDCl3) δ 8.46 (d,
3
J (H,H) = 9 Hz, 1H, CH8); 8.38 (d, 3J (H,H) = 9 Hz, 1H, CH4); 8.22 (d, 3J (H,H) = 9 Hz, 1H,
CH3); 7.95 (d, 3J (H,H) = 9 Hz, 1H, CH5); 7.90 – 7.86 (m, 1H, CH6); 7.74 – 7.70 (m, 1H,
CH7); 1.65 (CH3,Cp*) ppm. 13C NMR (125.75 MHz, CDCl3) δ 170.5 (C9); 154.5 (C2); 145.2
(C8a); 139.9 (CH4); 131.2 (CH7); 131.1 (C4a); 129.4 (CH8); 129.1 (CH6); 128.9 (CH5);
123.3 (CH3); 94.3 (d, 1J(Rh,C) = 9 Hz, CCp*); 9.3 (CH3,Cp*) ppm. Elemental analysis for
C20H21ClNO2Rh calc. C 53.89, H 4.75, N 3.14; found C 53.61, H 4.66, N 3.26
Chlorido[(3-isoquinoline-κN-carboxylato-κO)(η5-1,2,3,4,5pentamethylcyclopentadienyl)rhodium(III)] (3): The reaction was performed according to
the general procedure using 3-iQA acid (94 mg, 0.54 mmol, 1 eq), sodium methoxide (32
mg, 0.594 mmol, 1.1 eq) and [RhCp*(µ-Cl)Cl]2 (150 mg, 0.243 mmol, 0.90 eq). The product
was obtained as orange crystals. Yield: 115 mg (53%); 1H NMR (500.10 MHz, CDCl3) δ 9.23
(s, 1H, CH1); 8.48 (s, 1H, CH4); 8.08 (d, 3J (H,H) = 8 Hz, 1H, CH8); 7.96 (d, 3J (H,H) = 8 Hz,
1H, CH5); 7.86 – 7.81 (m, 1H, CH6); 7.78 – 7.74 (m, 1H, CH7); 1.76 (s, 15H, CH3Cp*) ppm.
13
C NMR (125.75 MHz, CDCl3) δ 170.92 (C9); 152.9 (CH1); 145.3 (C3); 136.5 (C8a); 132.9
(CH6); 130.6 (C4a); 129.9 (CH7); 128.4 (CH5); 127.8 (CH8); 125.5 (CH4); 93.9 (d, 1J(Rh,C)
= 9 Hz, CCp*); 9.2 (CH3,Cp*) ppm. Elemental analysis for C20H21ClNO2Rh·0.5H2O calc. C
52.82, H 4.88, N 3.08; found C 52.99, H 4.67, N 3.11
19
Crystallographic structure determination: Single crystals of complexes [RhCp*(L)Cl]
formed with 6-Mepic (1·CH2Cl2) and 2-QA (2) were analyzed on a Bruker D8 Venture
diffractometer equipped with multilayer monochromator, Mo K/a INCOATEC micro focus
sealed tube and Kryoflex II cooling device at 100 K. The single crystals were positioned at
35 mm from the detector and 2461 or 2076 frames for 2.4 or 8 s exposure time over 0.4°
scan width were measured for complexes 1 and 2, respectively. The structures were solved
by direct methods and refined by full-matrix least-squares techniques. Non-hydrogen atoms
were refined with anisotropic displacement parameters. Hydrogen atoms were inserted at
calculated positions and refined with a riding model. The following computer programs were
used: frame integration, Bruker SAINT software package [55] using a narrow-frame
algorithm; absorption correction, SADABS [56]; structure solution, SHELXS-2013 [57];
refinement, SHELXL-2013 [57], OLEX2 [58], SHELXLE [59]; molecular diagrams, OLEX2
[58]. The crystallographic data files for the complexes have been deposited with the
Cambridge Crystallographic Database as CCDC 1508154 (1·CH2Cl2) and CCDC 1508153
(2). Crystal data and structure refinement details for complexes 1·CH2Cl2 and 2 are given in
Table S1.
pH-Potentiometric measurements: pH-potentiometric measurements determining proton
dissociation constants of ligands and overall stability constants for tested RhCp* complexes
were carried out in at 25.0 ± 0.1 °C in water and at a constant ionic strength of 0.20 M KNO3.
The titrations were performed in a carbonate-free KOH solution (0.20 M). The exact
concentrations of HNO3 and KOH solutions were determined by pH-potentiometric titrations.
An Orion 710A pH-meter equipped with a Metrohm “double junction” combined electrode
(type 6.0255.100) and a Metrohm 665 Dosimat burette were used for the pH-potentiometric
measurements. The electrode system was calibrated to the pH = −log[H+] scale by means of
blank titrations (strong acid vs. strong base: HNO3 vs. KOH), as suggested by Irving et al.
[60]. The average water ionization constant, pKw, was determined as 13.76 ± 0.01 at 25.0
°C, I = 0.20 M (KNO3), which is in accordance to literature [61]. The pH-potentiometric
titrations were performed in the pH range between 2.0 and 11.5. The initial volume of the
samples was 10.0 mL. The ligand concentration was 1.0 m M and was investigated at metal
ion-to-ligand ratios of 1:1, 1:1.5, and 1:2. The accepted fitting between the measured and
calculated titration data points regarding the volume of the titrant was < 10 µL. Samples
were degassed by bubbling purified argon through them for about 10 minutes prior to the
measurements and the inert gas was also passed over the solutions during the titrations.
20
Calculations were performed with the computer program PSEQUAD [46] in the same way as
in our previous works [27,28,32,33].
UV–Vis spectrophotometric, 1H NMR titrations and determination of distribution
coefficients: A Hewlett Packard 8452A diode array spectrophotometer was used to record
the UV-Vis spectra in the interval 200–800 nm. The path length (ℓ) was 0.1, 0.2, 0.5, 1, 2, or
4 cm. The overall stability constant of complex 3 (with 3-iQA) was determined
spectrophotometrically by competition titrations using the complex in the presence of
ethylenediamine at pH 7.40 (20 mM phosphate buffer) and at an ionic strength of 0.20 M
(KNO3). Samples contained 99 µM [RhCp*(H2O)3]2+ and 99 µM 3-iQA, while the
concentration of ethylenediamine was varied between 0–148 µM. Absorbance data were
recorded in a wavelength interval between 270 and 450 nm after 24 h of incubation. UV-Vis
spectra were used to investigate the H2O/Cl− exchange processes of complexes at 250 µM
(1, 2) or 100 µM (3) concentration, at pH 7.40 (20 mM phosphate buffer) as a function of
chloride concentrations (0–330 m M).
D7.4 values of the [RhCp*(L)(Z)] complexes 1–3 (where Z = H2O/Cl–) and the ligands as well
as the organorhodium RhCp* fragment were determined by the traditional shake-flask
method in n-octanol/buffered aqueous solution at pH 7.40 at various chloride concentrations
using UV-Vis photometry as described in our former work [33,52].
1
H NMR studies were carried out on a Bruker Ultrashield 500 Plus instrument. All 1H NMR
spectra were recorded with the WATERGATE water suppression pulse scheme using DSS
internal standard. Ligands 6-Mepic, 2-QA and 3-iQA were dissolved in a 10% (v/v) D2O/H2O
mixture to yield a concentration of 1 or 2 m M and were titrated at 25 °C, at I = 0.20 M (KNO3)
in absence or presence of [RhCp*(H2O)3]2+ at 1:1 metal-to-ligand ratio. Stability constants for
the complexes were calculated by the computer program PSEQUAD [46].
Cell lines, culture conditions and cytotoxicity tests in cancer cell lines
Cell lines and culture conditions: CH1/PA-1 cells (identified via STR profiling as PA-1
ovarian teratocarcinoma cells by Multiplexion, Heidelberg, Germany) were a gift from Lloyd
R. Kelland, CRC Center for Cancer Therapeutics, Institute of Cancer Research, Sutton, UK.
SW480 (human adenocarcinoma of the colon), and A549 (human non-small cell lung
cancer) cells were provided by Brigitte Marian (Institute of Cancer Research, Department of
Medicine I, Medical University of Vienna, Austria). All cell culture reagents were obtained
from Sigma-Aldrich and plasticware from Starlab (Germany). Cells were grown in 75 cm²
culture flasks as adherent monolayer cultures in minimum essential medium (MEM)
supplemented with 10% heat-inactivated fetal calf serum, 1 m M sodium pyruvate, 4 m M L21
glutamine, and 1% non-essential amino acids (from 100 × ready-to-use stock). Cultures
were maintained at 37 °C in humidified atmosphere composed of 95% air and 5% CO2.
MTT assay: Cytotoxic effects were determined by means of a colorimetric microculture
assay (MTT assay). For this purpose, cells were harvested from culture flasks by
trypsinization and seeded in 100 μL/well aliquots into 96-well microculture plates. Cell
densities of 1.0×103 cells/well (CH1/PA-1), 2.0×103 cells/well (SW480), and 3.0×103
cells/well (A549) were chosen in order to ensure exponential growth of untreated controls
throughout the experiment. Cells were allowed to settle and resume exponential growth in
drug-free complete culture medium for 24 h. Test compounds (1 and 2) were then dissolved
in DMSO first, diluted in complete culture medium and added to the plates where the final
DMSO content did not exceed 0.5%, whereas 3 was dissolved in pure complete culture
medium. After 96 h of exposure, all media were replaced with 100 μL/well of a 1:7
MTT/RPMI 1640 solution (six parts of RPMI1640 medium supplemented with 10% heatinactivated fetal bovine serum and 4 m M L-glutamine; one part of 5 mg/mL MTT reagent in
phosphate-buffered saline (PBS)). After incubation for 4 h, the supernatants were removed
and the formazan crystals formed by viable cells were dissolved in 150 μL DMSO per well.
Optical densities at 550 nm were measured with a microplate reader (BioTek ELx808) using
a reference wavelength of 690 nm to correct for unspecific absorption. The quantity of viable
cells was expressed as percentage of untreated controls, and 50% inhibitory concentrations
(IC50) were calculated from concentration-effect curves by interpolation. Evaluation is based
on means from three independent experiments, each comprising three replicates per
concentration level.
Acknowledgements
This work was supported by the Hungarian National Research, Development and Innovation
Office-NKFI through the projects PD103905, GINOP-2.3.2-15-2016-00038, the J. Bolyai
Research Scholarship of the Hungarian Academy of Sciences (E.A.E.) and AustrianHungarian Scientific & Technological Cooperation TÉT_15-1-2016-0024. The contribution of
Ms. Klaudia Cseh to cytotoxicity tests is gratefully acknowledged.
22
References
[1] Y. Jung, S.J. Lippard, Chem. Rev. 107 (2007) 1387-1407.
[2] G.N. Kaluderovic, R. Paschke, Curr. Med. Chem. 18 (2011) 4738-4752.
[3] M.A. Jakupec, M. Galanski, V.B. Arion, C.G. Hartinger, B.K. Keppler, Dalton Trans.
(2008) 183-194.
[4] C.G. Hartinger, M.A. Jakupec, S. Zorbas-Seifried, M. Groessl, A. Egger, W. Berger, H.
Zorbas, P.J. Dyson, B.K. Keppler, Chem. Biodivers. 5 (2008) 2140-2155.
[5] R. Trondl, P. Heffeter, C.R. Kowol, M.A. Jakupec, W. Bergerbd, B.K. Keppler, Chem.
Sci. 5 (2014) 2925-2932.
[6] A. Bergamo, G. Sava, Chem. Soc. Rev. 44 (2015) 8818-8835.
[7] A.A. Nazarov, C.G. Hartinger, P.J. Dyson, J. Organomet. Chem. 751 (2014) 251-260.
[8] A.F.A. Peacock, S. Parsons, P.J. Sadler, J. Am. Chem. Soc. 129 (2007) 3348-3357.
[9] Y. Geldmacher, M. Oleszak, W.S. Sheldrick, Inorg. Chim. Acta 393 (2012) 84-102.
[10] L. Dadci, H. Elias, U. Frey, A. Hörnig, U. Koelle, A.E. Merbach, H. Paulus, J.S.
Schneider, Inorg. Chem. 34 (1995) 306-315.
[11] C.H. Leung, H.J. Zhong, D.S.H. Chan, D.L. Ma, Coord. Chem. Rev. 257 (2013) 17641776.
[12] R. Pettinari, F. Marchetti, C. Pettinari, F. Condello, A. Petrini, R. Scopelliti, T. Riedel,
P.J. Dyson, Dalton Trans. 44 (2015) 20523-20531.
[13] A.J. Millett, A. Habtemariam, I. Romero-Canelón, G.J. Clarkson, P.J. Sadler,
Organometallics 34 (2015) 2683-2694.
[14] M.U. Raja, J. Tauchman, B. Therrien, G. Süss-Fink, T. Riedel, P.J. Dyson, Inorg. Chim.
Acta 409 (2014) 479-483.
[15] J. Markham, J. Liang, A. Levina, R. Mak, B. Johannessen, P. Kappen, C.J. Glover, B.
Lai, S. Vogt, P.A. Lay, Eur. J. Inorg. Chem. 2017 (2017) 1812-1823.
[16] A. Taylor, N. Carmichael, Cancer Stud. 2 (1953) 36-79.
[17] M.J. Cleare, P.C. Hydes, Met. Ions Biol. Syst. 11 (1980) 1-62.
[18] Y. Geldmacher, K. Splith, I. Kitanovic, H. Alborzinia, S. Can, R. Rubbiani, M. A. Nazif, P.
Wefelmeier, A. Prokop, I. Ott, S. Wölfl, I. Neundorf, W.S. Sheldrick, J. Biol. Inorg. Chem.
17 (2012) 631-646.
[19] Y. Geldmacher, R. Rubbiani, P. Wefelmeier, A. Prokop, I. Ott, W.S. Sheldrick, J.
Organomet. Chem. 696 (2011) 1023-1031.
[20] M.A. Nazif, R. Rubbiani, H. Alborzinia, I. Kitanovic, S. Wolfl, I. Ott, W.S. Sheldrick,
Dalton Trans. 41 (2012) 5587-5598.
[21] M.A. Scharwitz, I. Ott, Y. Geldmacher, R. Gust, W.S. Sheldrick, J. Organomet. Chem.
693 (2008) 2299-2309.
[22] A.M. Angeles-Boza, H.T. Chifotides, J.D. Aguirre, A. Chouai, P.K.L. Fu, K.R. Dunbar, C.
Turro, J. Med. Chem. 49 (2006) 6841-6847.
[23] M. Kang, A. Chouai, H.T. Chifotides, K.R. Dunbar, Angew. Chem. Int. Ed. 45 (2006)
6148-6151.
[24] Z. Li, A. David, B.A. Albani, J.P. Pellois, C. Turro, K.R. Dunbar, J. Am. Chem. Soc. 136
(2014) 17058-17070.
[25] J.J. Soldevila-Barreda, I. Romero-Canelón, A. Habtemariam, P.J. Sadler, Nat. Commun.
6 (2015) article number: 6582.
[26] J.J. Soldevila-Barreda, I. Romero-Canelón, A. Habtemariam, P.J. Sadler, J. Inorg.
Biochem. 153 (2015) 322-333.
[27] O. Dömötör, S. Aicher, M. Schmidlehner, M.S. Novak, A. Roller, M.A. Jakupec, W.
Kandioller, C.G. Hartinger, B. K. Keppler, É.A. Enyedy, J. Inorg. Biochem. 134 (2014)
57-65.
[28] É.A. Enyedy, O. Dömötör, C.M. Hackl, A. Roller, M.S. Novak, M.A. Jakupec, B.K.
Keppler, W. Kandioller, J. Coord. Chem.68 (2015) 1583-1601.
[29] M.S. Eisen, A. Haskel, H. Chen, M.M. Olmstead, D.P. Smith, M.F. Maestre, R.H. Fish,
Organometallics 14 (1995) 2806-2812.
23
[30] S. Ogo, H. Chen, M.M. Olmstead, R.H. Fish, Organometallics 15 (1996) 2009-2013.
[31] D.P. Smith, H. Chen, S. Ogo, A.I. Elduque, M. Eisenstein, M.M. Olmstead, R.H. Fish,
Organometallics 33 (2014) 2389-2404
[32] É.A. Enyedy, J.P. Mészáros, O. Dömötör, C.M. Hackl, A. Roller, B.K. Keppler, W.
Kandioller, J. Inorg. Biochem. 152 (2015) 93-103.
[33] O. Dömötör, V.F.S. Pape, N.V. May, G. Szakács, É.A. Enyedy, Dalton Trans. 46 (2017)
4382-4396.
[34] Z. Liu, A. Habtemariam, A.M. Pizarro, S.A. Fletcher, A. Kisova, O. Vrana, L. Salassa,
P.C.A. Bruijnincx, G.J. Clarkson, V. Brabec, P.J. Sadler, J. Med. Chem. 54 (2011) 30113026.
[35] A.F.A. Peacock, A. Habtemariam, S.A. Moggach, A. Prescimone, S. Parsons, P.J.
Sadler, Inorg. Chem. 46 (2007) 4049-4059.
[36] A. Habtemariam, M. Melchart, R. Fernandez, S. Parsons, I. D.H. Oswald, A. Parkin,
F.P.A. Fabbiani, J.E. Davidson, A. Dawson, R.E. Aird, D.I. Jodrell, P.J. Sadler, J. Med.
Chem. 49 (2006) 6858-6868.
[37] E. Langner, K. Walczak, W. Jeleniewicz, W.A. Turski, G. Rajtar, Eur. J. Pharmacol. 757
(2015) 21-27.
[38] I. Ivanovic, K.K. Jovanovic, N. Gligorijevic, S. Radulovic, V.B. Arion, K.S.A.M.
Sheweshein, Z. Lj. Tesic, S. Grguric-Sipka, J. Organomet. Chem. 749 (2014) 343-349.
[39] L. Booth, R.N. Haszeldine, M. Hill. J. Chem. Soc. A (1969) 1299-1303.
[40] A.P. Abbott, G. Capper, D.L. Davies, J. Fawcett, D.R.J. Russell, J. Chem. Soc. Dalton.
Trans. (1995) 3709-3713.
[41] É. Sija, C.G. Hartinger, B.K. Keppler, T. Kiss, É.A. Enyedy, Polyhedron 67 (2014) 51-58.
[42] E. Lodyga-Chruscinska, G. Micera, E. Garribba, Inorg. Chem. 50 (2011) 883-899.
[43] G. Anderegg, Helv. Chim. Acta 57 (1974) 1340-1346.
[44] X. He, L. Long, X. Le, X. Chen, L. Ji, Z. Zhou, Inorg. Chim. Acta 285 (1999) 326-331.
[45] A. Nutton, P.M. Baily, P.M. Maitlis, J. Chem. Soc. Dalton Trans. (1981) 1997-2002.
[46] L. Zékány, I. Nagypál, in Computational Methods for the Determination of Stability
Constants (Ed.: D.L. Leggett), Plenum Press, New York, 1985, pp. 291-353.
[47] K.N. Raymond, C.J. Carrano, Acc. Chem. Res. 12 (1979) 183-190.
[48] R.B. Martin, in Cisplatin: Chemistry and Biochemistry of a Leading Anticancer Drug (Ed.:
B. Lippert), VHCA & Wiley-VCH, Zürich, Switzerland, 1999, pp. 181-205.
[49] M. Melchart, A. Habtemariam, O. Novakova, S. A. Moggach, F.P.A. Fabbiani, S.
Parsons, V. Brabec, P.J. Sadler, Inorg. Chem. 46 (2007) 8950-8962.
[50] F. Wang, H. Chen, S. Parsons, I.D.H. Oswald, J.E. Davidson, P.J. Sadler, Chem. Eur. J.
9 (2003) 5810-5820.
[51] A.M. Pizarro, A. Habtemariam, P.J. Sadler, in Medicinal Organometallic Chemistry
(Topics in Organometallic Chemistry), 1st ed., vol. 32 (Eds.: G. Jaouen, N. MetzlerNolte), Springer-Verlag, Heidelberg, Germany, 2010, pp. 21-56.
[52] É.A. Enyedy, D. Hollender, T. Kiss, J. Pharm. Biomed. Anal. 54 (2011) 1073-1081.
[53] I. Ivanovic, S. Grguric-Sipka, N. Gligorijevic, S. Radulovic, A. Roller, Z.L. Tesic, B.K.
Keppler, J. Serb. Chem. Soc. 76 (2011) 53–61.
[54] P. Gans, A. Sabatini, A. Vacca, Talanta 43 (1996) 1739-1753.
[55] Bruker SAINT V8.32B Copyright © 2005-2015 Bruker AXS.
[56] G.M. Sheldrick, SADABS, University of Göttingen, Germany, 1996.
[57] G.M. Sheldrick, Acta Cryst. A64 (2008) 112-122.
[58] O.V. Dolomanov, L.J. Bourhis, R.J. Gildea, J.A.K. Howard, H. Puschmann, J. Appl.
Cryst. 42 (2009) 339-341.
[59] C.B. Hübschle, G.M. Sheldrick, B. Dittrich, J. Appl. Cryst. 44 (2011) 1281-1284.
[60] H.M. Irving, M.G. Miles, L.D. Pettit, Anal. Chim. Acta 38 (1967) 475-488.
[61] SCQuery, The IUPAC Stability Constants Database, Academic Software (Version 5.5),
Royal Society of Chemistry, 1993-2005.
24