| Literature DB >> 25333724 |
Artak Tovmasyan1, Sebastian Carballal, Robert Ghazaryan, Lida Melikyan, Tin Weitner, Clarissa G C Maia, Julio S Reboucas, Rafael Radi, Ivan Spasojevic, Ludmil Benov, Ines Batinic-Haberle.
Abstract
Our goal herein has been to gain further insight into the parameters which control porphyrin therapeutic potential.Entities:
Mesh:
Substances:
Year: 2014 PMID: 25333724 PMCID: PMC4220860 DOI: 10.1021/ic501329p
Source DB: PubMed Journal: Inorg Chem ISSN: 0020-1669 Impact factor: 5.165
Figure 1Structures of MnTBAP3-,[18−42] and ortho (2) and meta (3) isomers, MnTE-2(and 3)-PyP5+.[43−68] Also listed are their in vivo efficacy studies.
Figure 2Impact of structural features of MnTnOct-2-PyP5+ and three new Mn porphyrins (MnPs) on their in vitro and in vivo therapeutic potential. The figure illustrates which properties of MnPs were studied herein with a goal to (i) further our knowledge on their impact on the therapeutic potential of redox-active drugs, and in turn (ii) facilitate drug development. Metal-centered reduction potential, E1/2 of MnIIIP/MnIIP, controls the rate constant for the catalysis of O2•–, kcat(O2•–), rate constant for the peroxynitrite reduction, kred(ONOO–), as well as the ability of MnP to catalyze ascorbate oxidation to ascorbyl radical A•. The in vitro consequences of appropriate thermodynamics were also witnessed in the lipid peroxidation of rat brain homogenate. This is so because the reduction of highly reactive species, such as ONOO– and lipid reactive species, involves their binding to Mn site in the first step. Binding is controlled by electron-deficiency of porphyrin and its Mn site and could be best described by the protonation equilibria of porphyrin inner pyrrolic nitrogens[76] and axial waters,[4] which in turn control the E1/2 of MnIIIP/MnIIP. With E1/2 value beyond 0 mV vs NHE, the fair deficiency in electron density of the metal site is indicated which in turn suggests the high affinity of Mn toward binding of an electron-rich ligand, such as ONOO– or lipid reactive species. Ligand binding is followed by MnIIIP oxidation to O=MnIVP. Therefore, the E1/2 of MnIIIP/MnIIP redox couple correlates well with rates of reactions involving the O=MnIVP/MnIIIP redox couple. The E1/2 of O=MnIVP/MnIIIP redox couple is similar for a variety of different Mn and Fe porphyrins, implying that the ligand (such as ONOO−) binding is a rate-limiting step in metal oxidation and ligand reduction (see also Results and Discussion). The other major property that controls the therapeutic potential of MnP is its lipophilicity, and it was herein explored in aerobic growth of SOD-deficient yeast S. cerevisiae.
Figure 3Synthesis of new porphyrinic ligands, H2TPhE-2-PyPCl4 and H2TnHexOE-2-PyPCl4, and their Mn complexes, MnTPhE-2-PyPCl5 and MnTnHexOE-2-PyPCl5.
Figure 4Synthesis of new porphyrinic ligands, H2T-2-PyPhP and H2TE-2-PyPhPCl4, and a Mn complex, MnTE-2-PyPhPCl5.
Spectral Properties of Porphyrins and Their Mn Complexes
| (metallo)porphyrin | λmax nm (log
ε) |
|---|---|
| MnTBAP | 230.0 (4.93), 290.0 (4.49), 381.0 (4.84), 401.0 (4.84), 420.0 (sh, 4.70), 468.0 (5.04), 515.0 (3.92), 566.0 (4.16), 599.0 (4.07), 684.0 (sh, 3.23), 712.0 (sh, 3.20), 780.0 (3.24), 811.0 (sh, 3.17) |
| MnTE-2-PyPCl5 | 363.5 (4.68), 409.0 (4.32), 454.0 (5.14), 499.0 (3.75), 558.0 (4.08), 782.0 (3.26) |
| MnTE-3-PyPCl5 | 214.0 (4.77), 260.0 (4.60), 373.0 (4.74), 395.0 (4.78), 460.0 (5.19), 502.0 (3.85), 557.0 (4.16), 674.0 (3.25), 766.0 (3.37), 837.0 (2.40) |
| H2TnHexOE-2-PyPCl4 | 264.4 (4.38), 419.4 (5.35), 513.5 (4.27), 545.5 (3.64), 586.4 (3.86), 640 (3.43) |
| MnTnHexOE-2-PyPCl5 | 212.5 (4.72), 261.7 (4.56), 365.4 (4.74), 411.4 (4.39), 455.5 (5.26), 561.1 (4.16), 786.5 (3.38) |
| H2TPhE-2-PyPCl4 | 263.2 (4.41), 419.4 (5.34), 514.6 (4.24), 585.6 (3.85), 638.6 (3.26) |
| MnTPhE-2-PyPCl5 | 260.7 (4.60), 364.9 (4.72), 455.5 (5.27), 560.4 (4.17), 783.1 (3.41) |
| H2TE-2-PyPhPCl4 | 274.2 (4.62), 414.2 (5.77), 515.5 (4.29), 552.1 (3.95), 579.8 (3.88), 634.1 (3.64) |
| MnTE-2-PyPhPCl5 | 273.1 (4.71), 378.7 (4.82), 400 (4.83), 466.3 (5.06), 514 (3.90), 562.5 (4.15), 597.1 (4.01), 773.8 (3.27) |
| MnTnOct-2-PyPCl5 | 364.0 (4.72), 414.0 (4.44), 454.5 (5.24), 500.5 (3.84), 559.5 (4.14), 781.0 (3.25) |
Spectra were recorded in water at room temperature unless otherwise noted. Molar absorption coefficients (M–1 cm–1) were determined within 5% errors. λmax (nm) were determined with errors inside ±0.5 nm.
Data are taken from ref (79).
Electrospray Ionization Mass Spectrometry (ESI-MS) Data for New Porphyrins, H2P, and their Mn(III) Complexesa
| species | H2TnHexOE-2-PyP | MnTnHexOE-2-PyP5+ | H2TPhE-2-PyP4+ | MnTPhE-2-PyP5+ | H2TE-2-PyPhP4+ | MnTE-2-PyPhP5+ |
|---|---|---|---|---|---|---|
| [P | 449.4 (449.2) | 350.2 (350.2) | 417.8 (417.2) | 326.4 (326.1) | 417.4 (417.2) | 326.6 (326.1) |
| [P | 780.2 (780.4) | 537.7 (537.9) | 732.9 (732.2) | 505.6 (505.8) | 732.1 (732.2) | 506.2 (505.8) |
| [P | 913.0 (913.3) | 864.8 (865.2) | 865.8 (865.2) | |||
| [H2P]4+/4 | 283.6 (283.7) | 260.2 (259.6) | 259.9 (259.6) | |||
| [H | 378.1 (377.9) | 346.5 (345.8) | ||||
| [P | 488.9 (488.5) | |||||
| [P | 673.3 (673.4) | 625.9 (625.2) | ||||
| [P | 887.0 (887.3) | 840.3 (839.2) | ||||
∼1 μM solution of porphyrins and metalloporphyrins in 1/1 v/v acetonitrile/H2O [containing 0.01% v/v heptafluorobutyric acid (HFBA)] mixture, 20 V cone voltage; n = 4 or 5 corresponding to H2P or MnP accordingly.
Lipophilicity of MnPs Determined in Terms of TLC Retention Factor, Rf, and Partition Coefficient between n-Octanol and Water, log POW
| lipophilicity | ||
|---|---|---|
| Mn porphyrin | log | |
| MnTE-2-PyP5+ | 0.07 | –7.67 |
| MnTE-3-PyP5+ | 0.12 | –7.15 |
| MnTnHexOE-2-PyP5+ | 0.50(0.53) | –1.67 |
| MnTPhE-2-PyP5+ | 0.40(0.47) | –5.90 |
| MnTE-2-PyPhP5+ | 0.32(0.45) | –5.51 |
| MnTnOct-2-PyP5+ | 0.48 | –2.27 |
Lipophilicities of porphyrin ligands of the related Mn complexes are given in parentheses. The TLC was done on silica gel plates using acetonitrile/KNO3(sat)/water = 8/1/1 as a mobile phase.
Determined experimentally using n-butanol and water biphasic system and converted to log POW according to the equation log POW = 1.55 × log PBW – 0.54; PBW is the partition between n-butanol and water.[81,82]
Data obtained from R vs log POW relationships.[81,83]
Metal-Centered Reduction Potential, E1/2 vs NHE of MnIIIP/MnIIP Redox Couple, Proton Dissociation Constant of First Axial Water, pKa1, log kcat(O2•–) for the Catalysis of O2•– Dismutation, log kred(ONOO–) for the ONOO– Reduction, and Initial Rates for the Catalysis of Ascorbate HA– Oxidation with MnPs, v0(HA– Oxidation). Relative Molecular Masses, Mr are Listed Also
| compd | p | log | log | |||
|---|---|---|---|---|---|---|
| MnTBAP3– | 842.7 | 12.6[ | –194[ | 3.16[ | 5.02[ | 2.26 |
| MnTE-2-PyPhP5+ | 1269.5 | 12.0 | –65 | 5.55 | 5.93 | 18.24 |
| MnTE-3-PyP5+ | 965.1 | 11.5[ | 54[ | 6.65[ | 6.81 | 229.96 |
| MnTE-2-PyP5+ | 965.1 | 11.0[ | 228[ | 7.76[ | 7.53[ | 312.84 |
| MnTPhE-2-PyP5+ | 1269.5 | 10.8 | 259 | 7.66 | 7.14 | 147.21 |
| MnTnHexOE-2-PyP5+ | 1365.8 | 10.7 | 313 | 7.92 | 7.61 | 76.33 |
| MnTnOct-2-PyP5+ | 1301.8 | 10.5[ | 340 | 7.71[ | 7.15[ | 54.29 |
E1/2 of MnIIIP/MnIIP redox couple is determined in 0.05 M phosphate buffer (pH 7.8, 0.1 M NaCl).
kcat(O2•–) is determined by cytochrome c assay in 0.05 M potassium phosphate buffer [pH 7.8, at (25 ± 1) °C].
kred(ONOO–) is determined by stopped-flow technique in 0.05 M potassium phosphate buffer [pH 7.4, at (37 ± 0.1) °C].
v0, initial rate for HA– oxidation, was determined spectrophotometrically under aerobic conditions: 5 μM MnP, 0.15 mM sodium ascorbate, 5 mM EDTA, pH 7.4 maintained with 0.05 M Tris buffer and at (25 ± 1) °C. The mono-deprotonated HA– is the main ascorbate species at pH 7.8.
pKa1 values were estimated on the basis of the relationship pKa1 vs E1/2 of MnIIIP/MnIIP redox couple published in ref (4).
Figure 7MnP-catalyzed ascorbate oxidation. (A) Kinetic traces for different MnPs. (B) Initial rates of ascorbate oxidation/consumption expressed in nM s–1. (C) Regions where E1/2 Mn is stabilized in +2 and +3 oxidation states; MnTE-2-PyP5+ is the most optimized MnP in terms of H2O2 production. It has equally stabilized +2 and +3 oxidation states.[101] It gets readily reduced with ascorbate but also reoxidized back to MnIIIP with either O2•– or O2, whichever is in vivo in excess. Those MnPs with negative potentials do not favor reduction, while those with too positive potential do not favor reoxidation of MnIIP. (D) Redox cycling of MnP with ascorbate, which involves the reoxidation of MnIIP with O2 (preferred over O2•– due to its higher in vivo levels) to close the catalytic cycle. The conditions are 5 μM MnP, 0.15 mM sodium ascorbate at pH 7.4 maintained with 0.05 M Tris buffer with 5 mM EDTA, (25 ± 1) °C. The numerical assignments in part C are identical to those described in the Figure 6 caption.
Figure 5Lipophilicities of Mn(III) porphyrins expressed in terms of chromatographic retention factor, R (A), and partition coefficient between n-octanol and water, log POW (B). The R values are linearly related to log POW values.[81,93] The small differences in R values translate into large differences in log POW values.[81,93]
Figure 6Structure–activity relationships between the kinetic parameters, log kcat (O2•–) and log kred (ONOO–), and thermodynamic parameters, E1/2 for MnIIIP/MnIIP redox couple (mV vs NHE), and proton dissociation constant of first axial water, pKa1. (A) log kcat(O2•–) vs E1/2 for MnIIIP/MnIIP redox couple; (B) pKa1 vs E1/2 for MnIIIP/MnIIP redox couple; (C) log kred (ONOO–) vs pKa1; (D) log kred (ONOO–) vs E1/2 for MnIIIP/MnIIP redox couple; (E) log kred (ONOO–) vs pKa1 and log kcat(O2•–) vs E1/2 for MnIIIP/MnIIP redox couple; (F) log kcat(O2•–) vs log kred (ONOO–) . Numerical values and experimental conditions for kcat (O2•–), kred (ONOO–), pKa1, and E1/2 (mV vs NHE) are given in Table 4; empty squares in parts B, C, and E are estimated values: (1) MnTBAP3–, (2) MnTE-2-PyPhP5+, (3) MnTE-3-PyP5+, (4) MnTE-2-PyP5+, (5) MnTPhE-2-PyP5+, (6), MnTnHexOE-2-PyP5+, and (7) MnTnOct-2-PyP5+. The kinetics of MnIIIP oxidation to O=MnIVP, involved in reduction of ONOO– as well as reduction of lipid reactive species (see Figure 8), relates to the thermodynamics of MnIIIP/MnIIP redox couple. For explanation, see text; in brief, the electron transfer from Mn to ONOO– is preceded with ONOO– ligand binding which is dependent upon the electron-deficiency of Mn site. The latter is described by proton dissociation equilibrium of first axial water, pKa1, which parallels E1/2 of MnIIIP/MnIIP redox couple and is shown in part B.[4,76] There appears to be no difference between the E1/2 values for O=MnIVP/MnIIIP for various structurally diverse metalloporphyrins (Supporting Information Table S1).
Figure 8Attenuation of lipid peroxidation by various MnPs as a function of their of metal-centered reduction potentials. (A) The ability of MnPs to prevent lipid peroxidation of rat brain homogenates in terms of malondialdehyde, MDA, expressed as % of control (taken as 100% of lipid peroxidation) measured by HPLC method. Butylated hydroxytoluene (BHT) was used as positive control which prevented ∼90% of lipid peroxidation. The E1/2 of MnIIIP/MnIIP governs the ability of MnPs to attenuate lipid peroxidation. The possible reasons why the oxidation of MnIIIP with lipid reactive species relates to the E1/2 of MnIIIP/MnIIP have been discussed in Figure 6 and in text in the Structure–Activity Relationships section. The bulkiness of the molecule, i.e., the steric hindrance toward lipid reactive species plays a minimal role. The impact of E1/2 was better visualized in plot B where the percent of lipid peroxidation was plotted vs E1/2 at 5 μM MnP. At that concentration, no inhibition of lipid peroxidation was observed with MnTBAP3– (1) and MnTE-2-PyPhP5+ (2). As E1/2 increases from MnTBAP3– and MnTE-2-PyPhP5+ to MnTE-3-PyP5+, the inhibition of lipid peroxidation increases (3) and reaches maximum at ∼+300 mV vs NHE with MnTE-2-PyP5+ (4), MnTPhE-2-PyP5+ (5), and MnTnHexOE-2-PyP5+ (6). The somewhat lower inhibition with MnTnOct-2-PyP5+ (7) is likely due to the steric hindrance imposed by long N-pyridyl substituents toward the approach of lipid reactive species.
Figure 9Aerobic growth of the wild type SOD-proficient (EG 103) and SOD-deficient (EG118) S. cerevisiae in the presence and absence of MnPs. Yeast grew in a restricted medium where the impact of MnPs is enhanced. All samples were run in triplicate. Growth was followed turbidimetrically by measuring the absorbance at 600 nm using ELISA reader. Inset: The lipophilicity, R, and the SOD-like activity, described by log kcat(O2•–), are plotted to demonstrate their impact on the growth of SOD-deficient yeast. The plots show that compounds of high lipophilicity (bioavailability) and high log kcat(O2•–) are the most efficacious in protecting SOD-deficient yeast and in turn bear the highest therapeutic potential.
Figure 10Schematic representations of the dominant properties of MnPs which control their therapeutic potential: E1/2, log kcat(O2•), and log POW. MnPs could be divided into 3 groups: (1) lipophilic and SOD-inactive [(of negative E1/2 and log kcat(O2•–)], the latter being lower than 5.7, situated in the right part of the figure, (2) lipophilic and SOD-active, situated in the left part of the figure, and (3) hydrophilic and SOD-active situated in the middle, i.e., in the minimum of the lipophilicity plot (Figure 5). Those MnPs that are lipophilic, SOD-active, and of positive E1/2 are the most efficacious in in vivo S. cerevisiae assay and therefore bear the highest therapeutic potential.