Martin M.
Kimani
a,
David
Watts
a,
Leigh A.
Graham
b,
Daniel
Rabinovich
b,
Glenn P. A.
Yap
c and
Julia L.
Brumaghim
*a
aDepartment of Chemistry, Clemson University, Clemson, SC 29634-0973, USA. E-mail: brumagh@clemson.edu
bDepartment of Chemistry, The University of North Carolina at Charlotte, 9201 University City Boulevard, Charlotte, NC 28223, USA
cDepartment of Chemistry and Biochemistry, The University of Delaware, Newark, DE 19716, USA
First published on 18th August 2015
The synthesis, characterization, and structures of a series of homoleptic and heteroleptic copper(I) complexes supported by N-heterocyclic chalcogenone ligands is reported herein. The quasi-reversible Cu(II/I) reduction potentials of these copper complexes with monodentate (dmit or dmise) and/or bidentate (BmmMe, BsemMe, BmeMe, BseeMe) chalcogenone ligands are highly dependent upon the nature and number of the donor groups and can be tuned over a 470 mV range (−369 to 102 mV). Copper–selone complexes have more negative Cu(II/I) reduction potentials relative to their thione analogs by an average of 137 mV, and increasing the number of methylene units linking the heterocyclic rings in the bidentate ligands results in more negative reduction potentials for their copper complexes. This ability to tune the copper reduction potentials over a wide range has potential applications in synthetic and industrial catalysis as well as the understanding of important biological processes such as electron transfer in blue copper proteins and respiration.
We are interested in the coordination chemistry of the aforementioned bidentate neutral ligands as well as that of the closely related bis(mercaptoimidazolyl)ethanes (BmeR) and bis(selenoimidazolyl)ethanes (BseeR) with copper(I) to understand the fundamentals of the copper–sulfur and copper–selenium interactions and their effect on Cu(I)/Cu(II) redox potentials. The high propensity for sulfur- and selenium-containing ligands to bridge metal centers also results in diverse coordination frameworks12 and these groups are also potential synthons for the formation of heterocyclic carbenes via potassium metal reduction.13 There is also increased interest in copper chalcogenolates as single-source precursors in the synthesis of semiconductor materials via metal organic chemical vapor deposition.14
Although coordination complexes of the BmmMe ligand with rhenium(I),3 iron(II),15 cobalt(II),11 rhodium(I),1,16 iridium(I),17 nickel(II),11 silver(I),18,19 gold(I/III),19 zinc(II),20 tin(II),21 lead(II)22,23 and antimony(III)8 have been isolated, it is rather surprising that only one report of copper(I) derivatives has been published,19 particularly given the reported affinity of copper for sulfur- and selenium-containing ligands.24
In this work, we report the synthesis and crystal structures of a series of dinuclear, three- and four-coordinate copper(I) complexes with the aim of understanding the effect of the methylene linkers and chalcogenone donor groups on the redox potentials of the Cu(I)/Cu(II) couple. These reduction potentials are highly dependent upon S/Se ligand coordination and can be tuned in a wide potential range using a variety of monodentate and bidentate thione and selone ligands. Such redox tuning has practical applications ranging from understanding biological processes such as electron transfer in blue copper proteins and respiration,25 to industrial and synthetic applications in catalysis.2,26 Homoleptic and heteroleptic copper(I) complexes bearing monodentate (dmit or dmise) or bidentate (BmmMe, BsemMe, BmeMe, BseeMe) chalcogenone ligands (Fig. 1) have been synthesized and characterized using elemental analysis, infrared (IR) and multinuclear (1H, 13C, 19F, 77Se) NMR spectroscopies, single-crystal X-ray diffraction, electrospray ionization mass spectrometry, and cyclic voltammetry.
![]() | (1) |
![]() | (2) |
![]() | (3) |
![]() | (4) |
In turn, heteroleptic dinuclear complexes of copper(I) were synthesized via a convenient two-step, one-pot synthesis by treating equimolar amounts of [Cu(NCMe)4]BF4 and dmit or dmise in acetonitrile, followed by cannula addition of BmmMe or BsemMe in dichloromethane (eqn (3)). Similarly, treating equimolar amounts of [Cu(NCMe)4]BF4 and dmit in acetonitrile followed by addition of one molar equivalent of BmmMe in dichloromethane afforded a polynuclear copper(I) complex (eqn (4)).
The X-ray crystal structure of [(dmise)2Cu(μ-dmise)Cu(dmise)2](BF4)2·CH3CN (2), is shown in Fig. 2, and selected bond lengths (Å) and angles (°) are given in Table 1. The structural unit of [(dmise)2Cu(μ-dmise)Cu(dmise)2](BF4)2 is made up of two copper(I) centers, with the Se atom of the dimethylimidazole selone (dmise) ligands bridging the two copper atoms, forming a bent CuSeCu core. Each copper atom is further bonded to two dmise ligands and thus each copper adopts a distorted trigonal planar geometry. The average of the four Cu–Se distances involving terminal dmise ligands (2.35 Å) is shorter than those involving the bridging dmise ligand (2.42 Å) but is slightly longer than those in the monomeric copper selone complexes (∼2.30 Å) reported by Kimani et al.27 In a similar vein, these values are comparable to those observed in the three-coordinate copper selone complexes Cu(dmise)2X, (X = Cl, Br, I)28 and the diphosphine selenide derivative [Cu3I3{Ph2P(Se)–(CH2)3–P(Se)Ph2}2]n.29
Cu(1)–Se(1) | 2.3986(9) | Se(5)–Cu(1)–Se(3) | 118.37(4) |
Cu(2)–Se(1) | 2.4382(10) | Se(5)–Cu(1)–Se(1) | 128.11(4) |
Cu(1)–Se(3) | 2.3460(10) | Se(3)–Cu(1)–Se(1) | 113.34(3) |
Cu(1)–Se(5) | 2.3377(9) | Se(2)–Cu(1)–Se(4) | 133.26(4) |
Cu(2)–Se(2) | 2.3458(11) | Se(2)–Cu(1)–Se(1) | 111.91(4) |
Cu(2)–Se(4) | 2.3592(12) | Se(4)–Cu(1)–Se(1) | 112.68(4) |
Cu(1)–Cu(2) | 2.6326(11) |
The molecular structures of the isostructural complexes [(BmmMe)Cu(μ-BmmMe)Cu(BmmMe)](BF4)2 (3) and [(BsemMe)Cu(μ-BsemMe)Cu(BsemMe)](BF4)2 (4) are shown in Fig. 3 and 4, with selected bond lengths and angles given in Tables 2 and 3, respectively. The dinuclear complexes feature two terminal and one bridging bis(chalcogenone) ligands, forming “butterfly” shape [Cu2E2] cores (E = S, Se). Each copper(I) ion adopts a distorted tetrahedral geometry, with angles ranging from 96.45 to 123.86° for 3 and from 100.50 to 123.36° for 4. The Cu⋯Cu distances (2.96 and 2.97 Å for 3 and 4, respectively), significantly longer than twice the covalent radius of copper(I) (2.34 Å), precludes the existence of a copper–copper bonding interaction in these complexes. As expected, the terminal Cu–S and Cu–Se bond distances in 3 and 4 (averages 2.29 and 2.42 Å, respectively) and shorter than those involving the corresponding values involving bridging ligands (averages 2.44 and 2.52 Å, respectively).
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Fig. 3 The crystal structure diagram of the cation in [(BmmMe)Cu(μ-BmmMe)Cu(BmmMe)](BF4)2 (3) showing 50% probability ellipsoids. Hydrogen atoms and counterions are omitted for clarity. |
Cu(1)–S(1) | 2.6675(17) | S(1)–Cu(1)–S(2) | 96.45(4) |
Cu(1)–S(2) | 2.3338(15) | S(1)–Cu(1)–S(3) | 113.78(6) |
Cu(1)–S(3) | 2.2710(16) | S(1)–Cu(1)–S(4) | 105.57(5) |
Cu(1)–S(4) | 2.3067(15) | S(2)–Cu(1)–S(3) | 118.32(5) |
Cu(2)–S(1) | 2.3006(15) | S(2)–Cu(1)–S(4) | 103.97(6) |
Cu(2)–S(2) | 2.4706(16) | S(3)–Cu(1)–S(4) | 116.26(5) |
Cu(2)–S(5) | 2.2964(16) | S(1)–Cu(2)–S(2) | 103.03(5) |
Cu(2)–S(6) | 2.3033(14) | S(1)–Cu(2)–S(5) | 107.51(5) |
Cu(1)–Cu(2) | 2.9741(13) | S(1)–Cu(2)–S(6) | 112.87(5) |
S(2)–Cu(2)–S(5) | 96.51(5) | ||
S(2)–Cu(2)–S(6) | 123.86(5) | ||
S(5)–Cu(2)–S(6) | 111.07(5) |
Cu(1)–Se(1) | 2.5128(12) | Se(1)–Cu(1)–Se(2) | 100.50(4) |
Cu(1)–Se(2) | 2.5617(13) | Se(1)–Cu(1)–Se(5) | 115.76(4) |
Cu(1)–Se(5) | 2.4221(11) | Se(1)–Cu(1)–Se(6) | 100.21(4) |
Cu(1)–Se(6) | 2.4315(12) | Se(2)–Cu(1)–Se(5) | 110.93(4) |
Cu(2)–Se(1) | 2.5073(12) | Se(2)–Cu(1)–Se(6) | 113.12(5) |
Cu(2)–Se(2) | 2.4981(12) | Se(5)–Cu(1)–Se(6) | 115.10(5) |
Cu(2)–Se(3) | 2.4091(15) | Se(1)–Cu(2)–Se(2) | 102.43(4) |
Cu(2)–Se(4) | 2.4267(11) | Se(1)–Cu(2)–Se(3) | 122.52(4) |
Cu(1)–Cu(2) | 2.9616(18) | Se(1)–Cu(2)–Se(4) | 95.13(4) |
Se(2)–Cu(2)–Se(3) | 107.50(4) | ||
Se(2)–Cu(2)–Se(4) | 102.71(4) | ||
Se(3)–Cu(2)–Se(4) | 123.36(4) |
The centrosymmetric copper complex [(BmeMe)Cu(μ-BmeMe)Cu(BmeMe)](BF4)2 (5) (Fig. 5) exhibits two copper(I) centers, each arranged in a distorted trigonal planar geometry arising from the coordination of a terminal bidentate BmeMe ligand and one of the thione moieties from a bridging bis(monodentate) BmeMe ligand. As summarized in Table 4, the sum of angles around each copper center is 354.91° and the average C–S bond distance is 2.29 Å.
![]() | ||
Fig. 5 Crystal structure diagram of the cation in [(BmeMe)Cu(μ-BmeMe)Cu(BmeMe)](BF4)2 (5) displaying 50% probability density ellipsoids. Hydrogen atoms and counterions are omitted for clarity. |
Cu(1)–S(4) | 2.2871(16) |
Cu(1)–S(3) | 2.3030(16) |
Cu(1)–S(2) | 2.2900(14) |
S(4)–Cu(1)–S(2) | 122.49(5) |
S(4)–Cu(1)–S(3) | 114.70(6) |
S(3)–Cu(1)–S(2) | 117.72(5) |
The molecular structures of [(dmit)Cu(μ-BsemMe)2Cu(dmit)](BF4)2 (7) and [(dmise)Cu(μ-BsemMe)2Cu(dmise)](BF4)2 (9) are shown in Fig. 6, with selected bond length and angles for the isostructural complexes given in Table 5. The two dinuclear complexes are centrosymmetric and exhibit rhombic Cu2Se2 cores, with all the bis(selone) ligands exhibiting the unusual bridging monodentate:bidentate (μ–κ1:κ2) coordination mode. Each copper center is coordinated to a terminal dmit or dmise ligand and three selone moieties from BsemMe ligands (one terminal and two bridging), with an overall distorted tetrahedral geometry in each case. The angles surrounding the copper centers in the two complexes are very similar, ranging from 95.38 to 118.61° for 7 and from 94.97 to 118.58° for 9. The Cu⋯Cu distances (2.73 and 2.74 Å for 7 and 9, respectively) are slightly shorter than the sum of the van der Waals radii of copper, suggesting the presence of weak Cu–Cu interactions. The average lengths of the bridging Cu–Se bonds derived from BsemMe ligands (2.52 and 2.51 Å for 7 and 9, respectively) are longer than the average terminal Cu–Se bond lengths associated with the same ligands (2.42 Å for both complexes).
7 | 9 | ||
---|---|---|---|
Cu(1)–S(1) | 2.3455(16) | Cu–Se(1) | 2.5349(12) |
Cu(1)–Se(2) | 2.4222(12) | Cu–Se(A1) | 2.4950(13) |
Cu(1)–Se(1A) | 2.5013(11) | Cu–Se(2) | 2.4583(13) |
Cu(1)–Se(1) | 2.5328(11) | Cu–Se(3) | 2.4238(14) |
Se(1)–Cu(1A) | 2.5013(11) | Cu(A)–Se(1) | 2.4950(13) |
Cu(1)–Cu(1A) | 2.7297(19) | Cu–Cu(A) | 2.739(2) |
S(1)–Cu(1)–Se(2) | 116.36(6) | Se(1)–Cu–Se(2) | 105.02(5) |
S(1)–Cu(1)–Se(1A) | 95.38(5) | Se(1)–Cu–Se(3) | 107.35(5) |
Se(2)–Cu(1)–Se(1A) | 118.61(4) | Se(1)–Cu–Se(A1) | 114.02(5) |
S(1)–Cu(1)–Se(1) | 105.58(5) | Se(2)–Cu–Se(3) | 115.95(5) |
Se(2)–Cu(1)–Se(1) | 105.96(4) | Se(2)–Cu–Se(A1) | 94.97(5) |
Se(1A)–Cu(1)–Se(1) | 114.33(4) | Se(3)–Cu–Se(A1) | 118.58(4) |
The X-ray structure of [(BmmMe)Cu(μ-dmit)]n(BF4)n (10), unlike all the ones described above, reveals the formation of a coordination polymer in which an infinite chain of four-coordinate copper(I) centers are bound to two terminal sulfur atoms from a bidentate BmmMe ligand and two sulfur atoms from bridging dmit ligands (Fig. 7 and ESI, Fig. S1†). The geometry around Cu(1) is best described as distorted tetrahedral, with S–Cu–S angles ranging from 95.06° to 123.18°, and average Cu–S bond lengths of 2.36 Å (Table 6).
Cu(1)–S(1) | 2.3689(10) | S(1)–Cu(1)–S(2) | 110.51(5) |
Cu(1)–S(2) | 2.3748(10) | S(1A)–Cu(1)–S(2) | 95.06(4) |
Cu(1)–S(3) | 2.3347(10) | S(1A)–Cu(1)–S(1) | 123.18(2) |
Cu(1)–S(1A) | 2.3520(10) | S(3)–Cu(1)–S(1) | 105.05(4) |
Cu(1A)–S(1) | 2.3520(10) | S(3)–Cu(1)–S(1A) | 105.05(4) |
S(1)–C(1) | 1.718(3) | S(3)–Cu(1)–S(2) | 117.58(3) |
S(2)–C(6) | 1.698(3) | C(1)–S(1)–Cu(1) | 104.53(11) |
S(3)–C(14) | 1.694(3) | C(6)–S(2)–Cu(1) | 99.25(11) |
Although the number of reported N-heterocyclic thione and selone complexes of copper(I) is limited, further comparison of the metrical parameters observed in the structures described above can be made. The tetrahedrally coordinated dinuclear copper selone complexes 4, 7, and 9 have average terminal Cu–Se bond lengths of 2.43 Å, longer than the average terminal Cu–Se bond distances of 2.30 Å for [(TpmR)Cu(dmise)][BF4] (R = H, Me, iPr), 2.33 Å for Tp*Cu(dmise),27 and an average of 2.41 Å for [Cu(C11H14Se2)2][BF4],30 but shorter than the 2.49 Å in [Cu(1,10-phen)2(C5H10N2Se)][2ClO4].31 The Se–C bonds in 2, in the range of 1.85–1.88 Å, are slightly lengthened relative to those in uncoordinated dmise (1.89 Å).32
In a similar vein, the copper thione complexes 3, 5, 7 and 10 have an average terminal Cu–S bond distance of 2.34 Å, longer than the corresponding terminal bond distances observed in most previously reported copper thione and thiolate complexes, including [(TpmR)Cu(dmit)]BF4 (2.20 Å; R = H, Me), Tp*Cu(dmit),27 [Cu(diditme)2Cl] (2.23 Å),33 Cu3(BmMe)3 (∼2.28 Å), (BmMe)Cu(PPh3) (2.28 Å),34 but somewhat shorter than those in [Cu(PPh3)2(bzimH2)Cl] (2.38 Å),35 [CuCl(1κS-imzSH)(PPh3)2] (2.36 Å),36 and significantly shorter than in [Cu(HB(3,5-iPrPz)3(SMeIm)] (2.45 Å).37 The S–C bond lengths in complexes 6, 8, and 10 (in the range 1.694–1.704 Å), are slightly lengthened relative to those in uncoordinated dmit (1.68 Å),38 and 1-methyl-4-imidazoline-2-thione (1.68 Å).39
Ligand or complex |
C![]() |
C![]() |
77Se |
---|---|---|---|
t = terminal, b = bridging. | |||
dmit | 162.4t | ||
dmise | 155.6t | −6 | |
BmmMe | 163.7b | ||
BsemMe | 157.0b | 16 | |
BmeMe | 162.3b | ||
BseeMe | 155.6b | 22 | |
[Cu2(dmit)5](BF4)2 (1) | 157.3t | ||
[(dmise)2Cu(μ-dmise)Cu(dmise)2](BF4)2 (2) | 147.2 | — | |
[(BmmMe)Cu(μ-BmmMe)Cu(BmmMe)](BF4)2 (3) | 158.0b | ||
[(BsemMe)Cu(μ-BsemMe)Cu(BsemMe)](BF4)2 (4) | 149.7b | −28 | |
[(BmeMe)Cu(μ-BmeMe)Cu(BmeMe)](BF4)2 (5) | 155.2 | ||
[Cu2(BseeMe)3](BF4)2 (6) | 148.0b | −43 | |
[(dmit)Cu(μ-BsemMe)2Cu(dmit)](BF4)2 (7) | 157.7t | 151.6b | −24 |
[(dmise)Cu(μ-BmmMe)2Cu(dmise)](BF4)2 (8) | 158.8b | 149.3t | |
[(dmise)Cu(μ-BsemMe)2Cu(dmise)](BF4)2 (9) | 149.0t, 151.3b | −26 | |
[(BmmMe)Cu(μ-dmit)]n(BF4)n (10) | 156.6t, 158.4b |
77Se{1H} NMR spectroscopy studies revealed upfield shifts for the selenium resonances in the copper complexes relative to those of unbound BsemMe and BseeMe. The 77Se{1H} NMR signal for complex 2 could not be obtained, whereas all the complexes with BsemMe and BseeMe ligands exhibited upfield selenium resonance shifts of ∼40 ppm upon coordination to copper. This upfield shift of the 77Se{1H} NMR resonance upon copper binding is direct evidence that the BsemMe and BseeMe ligands bind to copper in a bidentate fashion via the selenium atoms.
Ligand | E pa | E pc | ΔE | E 1/2 |
---|---|---|---|---|
dmit | 424 | −761 | 1158 | −167 |
dmise | 39 | −773 | 812 | −367 |
BmmMe | 289 | −525 | 814 | −118 |
BsemMe | −53 | −613 | 560 | −333 |
BmeMe | 292 | −587 | 879 | −148 |
BseeMe | 83 | −768 | 851 | −342 |
Cu(II/I) | Cu(I/0) | |||||||
---|---|---|---|---|---|---|---|---|
Complex | E pa | E pc | ΔE | E 1/2 | E pa | E pc | ΔE | E 1/2 |
[Cu2(dmit)5](BF4)2 (1) | 147 | −565 | 712 | −210 | −747 | −1129 | 382 | −938 |
[Cu2(dmise)5](BF4)2 (2) | −101 | −603 | 502 | −352 | −724 | −1107 | 383 | −920 |
[Cu2(BmmMe)3](BF4)2 (3) | 120 | −500 | 620 | −180 | −742 | −1298 | 556 | −1020 |
[Cu2(BsemMe)3](BF4)2 (4) | −37 | −575 | 538 | −306 | −796 | −1336 | 540 | −1066 |
[Cu2(BmeMe)3](BF4)2 (5) | 228 | −634 | 862 | −203 | −816 | −1299 | 483 | −1058 |
[Cu2(BseeMe)3](BF4)2 (6) | −131 | −606 | 475 | −369 | −936 | −1152 | 216 | −1044 |
[(dmit)Cu(μ-BsemMe)2Cu(dmit)](BF4)2 (7) | 192, −6 | −44, −478 | 225, 439 | 74, −242 | −710 | −1119 | 409 | −915 |
[(dmise)Cu(μ-BmmMe)2Cu(dmise)](BF4)2 (8) | 174, −23 | 31, −608 | 149, 585 | 102, −315 | −671 | −1107 | 436 | −889 |
[(dmise)Cu(μ-BsemMe)2Cu(dmise)](BF4)2 (9) | −68 | −645 | 577 | −356 | −774 | −1231 | 457 | −1003 |
[(BmmMe)Cu(μ-dmit)]n(BF4)n (10) | 147 | −535 | 682 | −195 | −791 | −1222 | 431 | −1007 |
The reduction potentials of the unbound selone ligands are: dmise −367 mV < BseeMe (−342 mV) < BsemMe (−333 mV). The analogous thione ligands follow the same trend: dmit (−169 mV) < BmeMe (−148 mV) < BmmMe (−118 mV), versus normal hydrogen electrode (NHE; Table 8). The reduction potentials of the free bidentate chalcogenones indicate that increasing the length of the linker from methylene to ethylene results in more negative reduction potentials.
The Cu(II/I)and Cu(I/0) redox potentials of the complexes versus NHE are given in Table 8. The cyclic voltamograms (CV) of the copper complexes 1, 2, 3, 4, 5, 6, 9, and 10 exhibit two, one-electron redox potential waves belonging to the Cu(II/I)and Cu(I/0) couples, with the exception of complexes 7 and 8 which exhibit three, one-electron redox potential waves. The Cu(I/0) redox couple commences at potentials more than −1000 mV vs. NHE and after switching the scan direction at potentials close to 750 mV, Cu(0) is stripped off the electrode (Fig. 9). All the dinuclear copper thione and selone complexes exhibit one-electron Cu(II/I) oxidation and reduction waves with large ΔE values, indicating that these redox processes are not fully reversible (ESI, Fig. S2†).
Upon examination of the reduction potentials for the copper complexes 1, 2, 3, 4, 5, and 6, it is clear that the selone-containing complexes exhibit more negative Cu(II/I) reduction potentials relative to the analogous thione complexes regardless of whether the thione and selone ligands are bridging. A similar trend was reported by Kimani et al. for the electrochemistry of only monodentate [TpmRCu(X)]+ complexes (X = dmise or dmit).27
Interestingly, increasing the length of the linker in the bidentate ligands from methylene to ethylene results in lower Cu(II/I) reduction potentials for [Cu2(BseeMe)3](BF4)2 (6) (−369 mV) compared to [Cu2(BsemMe)3](BF4)2 (4) (−306 mV), and the same trend is observed for the thione complex [Cu2(BmeMe)3](BF4)2 (5) (−203 mV) relative to [Cu2(BmmMe)3](BF4)2 (3) (−180 mV). The dinuclear copper complex 9 with both BsemMe and dmise ligands has a lower reduction potential of (−356 mV) relative to complex 10 which has both BmmMe and dmit ligands (−195 mV; Table 8).
The heterogeneous dinuclear complex [(dmit)2Cu2(BsemMe)2](BF4)2 (7) (ESI, Fig. S2I†) exhibits two different reduction and oxidation potentials for the Cu(II/I) couple, whereas [(dmise)2Cu2(BmmMe)2](BF4)2 (8) (ESI, Fig. S2H†) exhibits three oxidation and reduction waves. One reduction and oxidation wave in the dinuclear copper complex 8 likely corresponds to the reduction potential of the bidentate BmmMe ligand (E1/2 = −51 mV), whereas the remaining two waves correspond to Cu(II/I) reduction potentials, similar to those observed for complex 7. These two different Cu(II/I) reduction potentials are only observed for the dinuclear copper complexes with mixed thione and selone ligands, and effect which has not been previously reported for copper complexes (Table 8).
The unbound dmit and dmise ligands have more negative reduction potentials than the bidentate chalcogenones (BmmMe, BsemMe, BmeMe and BseeMe). The reduction potentials from the bidentate chalcogenones indicate that increasing the length of the linker from methylene to ethylene results in more negative reduction potentials. All the synthesized copper–selone complexes have more negative Cu(II/I) reduction potentials relative to the analogous copper–thione complexes. The copper–selone complexes stabilize the Cu(II) oxidation state more effectively than the copper–thione complexes by an average of 144 mV, consistent with previously observed results.27,28
Notably, the Cu(II/I) reduction potential of the dinuclear copper chalcogenone complexes 1 to 10 can be tuned in a 470 mV window from 102 mV to −369 mV by simply changing the nature of the chalcogen donor and the denticity of thione and selone ligands. This ability to tune the copper redox potentials could have potential applications in copper-based catalysis. Compared to naturally occurring cupredoxins with a Cu(II/I) reduction potential range of 90 to 670 mV,44 the synthesized copper chalcogenone complexes have significantly more negative Cu(II/I) reduction potentials.
The copper selone complexes 2, 4, 6, and 9 have more negative Cu(II/I) reduction potentials relative to their sulfur analogs (1, 3, 5, and 10), and increasing the length of the methylene linker in the bidentate chalcogenone ligands results in more negative reduction potentials for their copper complexes. This study provides detailed comparative coordination chemistry of thiones and selones with copper and its effect on the Cu(II/I) reduction potentials. Simply changing the chalcogens and denticity of the thione and selone ligands results in Cu(II/I) reduction potentials of the synthesized copper chalcogenone complexes that can be tuned in a range of 471 mV, a difference that would have significant effects in redox-mediated reactions.
Electrochemical experiments were performed with a BAS 100B potentiostat. A three-compartment cell was used with an Ag/AgCl reference electrode, Pt counter electrode, and a glassy carbon working electrode. Freshly-distilled acetonitrile was used as the solvent with tetra-n-butylammonium phosphate as the supporting electrolyte (0.1 M). Solutions containing 1 mM analyte were deaerated for 2 min by vigorous nitrogen purge. The measured potentials were corrected for junction potentials relative to ferrocenium/ferrocene (0.586 mV vs. Ag/AgCl50) and adjusted from Ag/AgCl to NHE (−0.197 V (ref. 51)) All E1/2 values were calculated from (Epa + Epc)/2 at a scan rate of 100 mV s−1, and ΔE = Epa − Epc.
Infrared spectra were obtained using Nujol mulls on KBr salt plates with a Magna 550 IR spectrometer. Abbreviations used in the description of vibrational data are as follows: vs, very strong; s, strong; m, medium; w, weak; b, broad. Electrospray ionization mass spectrometry (ESI-MS) was conducted using a QSTAR XL Hybrid MS/MS System from Applied Biosystems via direct injection of sample (0.05 mL min−1 flow rate) into a Turbo Ionspray ionization source. Samples were run under positive mode, with ionspray voltage of 5500 V, and TOF scan mode. MALDI-TOF-MS was conducted on a Bruker Microflex. trans-2-[3-(4-tert-Butylphenyl)-2-methyl-2-propenylidene]malononitrile was used as a matrix for co-crystallization of the copper complex characterized. All the peak envelopes matched their calculated isotopic distributions. Melting points were determined using a Barnstead Electrothermal 9100 apparatus in silicon-grease-sealed glass capillary tubes. Absorption spectra were collected using a Varian Cary-50 Bio spectrophotometer in quartz cuvettes with a path length of 1 cm. Elemental analysis (EA) was performed using PerkinElmer Series II CHNS/O Analyzer 2400.
For complex 2, the largest peak in the final Fourier difference map (1.08 e A−3) was located 0.83 Å from Se(4) and the lowest peak (−0.81 e A−3) was located at a distance of 0.86 Å from Se(4). The largest peak for complex 4 in the final Fourier difference map (0.82 e A−3) was located 0.08 Å from Se(4) and the lowest peak (−0.79 e A−3) was located at a distance of 0.77 Å from Se(5). The largest peak for 7 in the final Fourier difference map (1.10 e A−3) was located 1.23 Å from N(5) and the lowest peak (−0.78 e A−3) was located at a distance of 0.88 Å from Se(1). The largest peak for 9 in the final Fourier difference map (1.16 e A−3) was located 1.19 Å from H(6C) and the lowest peak (−0.74 e A−3) was located at a distance of 0.92 Å from Se(1). The largest peak for 10 in the final Fourier difference map (0.42 e A−3) was located 1.73 Å from S(1), and the lowest peak (−0.42 e A−3) was located at a distance of 0.76 Å from Cu(1).
For complex 3, a suitable crystal was mounted using viscous oil onto a plastic mesh, and cooled to the data collection temperature. Data were collected on a Bruker-AXS APEX CCD diffractometer with graphite-monochromated Mo-Kα radiation (λ = 0.71073 Å). The systematic absences in the diffraction data were consistent with Pna21 and Pnma. The absence of a molecular mirror or inversion point, and the observed occupancy, Z = 4, were consistent with Pna21, the noncentrosymmetric option. The Flack parameter refined to zero, indicating that the true hand of the data was determined. This data set was treated with absorption corrections based on redundant multiscan data. The structures were solved using direct methods and refined with full-matrix, least-squares procedures on F2. All non-hydrogen atoms were refined with anisotropic displacement parameters. All hydrogen atoms were treated as idealized contributions. Scattering factors are contained in the SHELXTL 6.12 program library.54 Final refinement parameters for the structures of 2, 3, 4, 5, 7, 9, and 10 are provided in Tables 9 and 10.
2 | 4 | 3 | 5 | |
---|---|---|---|---|
a R 1 = [∑||Fo| − |Fc||]/∑|Fo|; wR2 = {[∑w[(Fo)2 − (Fc)2]2}1/2. | ||||
Chemical formula | C27H43B2Cu2F8N11Se5 | C29H39B2Cu2F8N13Se6 | C27H36B2Cu2F8N12Se6 | C33H46Cu2N13S6B2F8 |
F.W. (g mol−1) | 1217.22 | 1344.19 | 1021.74 | 1437.29 |
Space group |
P![]() |
P![]() |
Pna2(1) |
P![]() |
Crystal system | Triclinic | Triclinic | Orthorhombic | Triclinic |
a, Å | 11.712(2) | 11.972(2) | 14.997(7) | 10.368(2) |
b, Å | 14.126(3) | 14.325(3) | 15.362(7) | 10.699(2) |
c, Å | 14.800(3) | 15.568(3) | 17.487(8) | 10.804(2) |
α, ° | 87.32(3) | 89.58(3) | 90 | 98.29(3) |
β, ° | 73.78(3) | 77.29(3) | 90 | 116.81(3) |
γ, ° | 71.01(3) | 68.69(3) | 90 | 91.25(3) |
V, Å3 | 2220.5(8) | 2418.7(8) | 4029(3) | 1053.4(4) |
Z | 2 | 2 | 4 | 2 |
D cal, mg m−3 | 1.821 | 1.846 | 1.685 | 1.677 |
Indices (min) | [−14, −17, −18] | [−14, −17, 0] | [−19, −20, −23] | [−12, −11, −13] |
(max) | [14, 17, 18] | [14, 17, 19] | [19, 19, 22] | [12, 11, 13] |
Parameters | 508 | 548 | 520 | 274 |
F(000) | 1184 | 1296 | 2072 | 542 |
μ, mm−1 | 5.124 | 5.462 | 1.444 | 1.384 |
2θ range, ° | 3.19–26.38 | 2.94–26.34 | 1.76–28.24 | 3.09–26.30 |
Collected reflections | 18![]() |
9716 | 40![]() |
9129 |
Unique reflections | 8943 | 9716 | 9227 | 9129 |
Final R (obs. data)a, R1 | 0.0461 | 0.0470 | 0.0527 | 0.0553 |
wR2 | 0.1125 | 0.1116 | 0.1267 | 0.1363 |
Final R (all data), R1 | 0.0616 | 0.0666 | 0.0682 | 0.0553 |
wR2 | 0.1263 | 0.1276 | 0.1371 | 0.1581 |
Goodness of fit (S) | 1.117 | 1.062 | 1.006 | 1.046 |
Largest diff. peak | 1.081 | 0.817 | 1.107 | 0.929 |
Largest diff. hole | −0.813 | −0.792 | −1.468 | −0.880 |
9 | 7 | 10 | |
---|---|---|---|
a R 1 = [∑||Fo| − |Fc||]/∑|Fo|; wR2 = {[∑w[(Fo)2 − (Fc)2]2}1/2. | |||
Chemical formula | C28H40Cu2N12Se6B2F8 | C28H40Cu2N12S2Se4B2F8 | C28H40Cu2N12S6B2F8 |
F.W. (g mol−1) | 1319.18 | 1225.38 | 1037.78 |
Space group |
P![]() |
P![]() |
P21/c |
Crystal system | Triclinic | Triclinic | Monoclinic |
a, Å | 8.21868(16) | 8.1987(16) | 9.4763(19) |
b, Å | 11.247(2) | 11.198(2) | 27.970(6) |
c, Å | 12.904(3) | 12.935(3) | 7. 8016(16) |
α, ° | 66.67(3) | 65.68(3) | 90 |
β, ° | 84.64(3) | 84.17(3) | 99. 89 (3) |
γ, ° | 77.72(3) | 77.75(3) | 90 |
V, Å3 | 1066.1(4) | 1057.5(4) | 2037.1(7) |
Z | 1 | 1 | 2 |
D cal, Mg m−3 | 2.055 | 1.924 | 1.692 |
Indices (min) | [−10, −14, 16] | [−12, −21, −24] | [−11, −34, −7] |
(max) | [9, 14, 11] | [11, 21, 26] | [11, 34, 9] |
Parameters | 266 | 267 | 266 |
F(000) | 636 | 600 | 1056 |
μ, mm−1 | 6.194 | 4.622 | 1.429 |
2θ range, ° | 3.12–26.75 | 2.95–26.35 | 2.18–26.31 |
Collected reflections | 9066 | 8161 | 16![]() |
Unique reflections | 4435 | 4221 | 4096 |
Final R (obs. data)a, R1 | 0.0503 | 0.0455 | 0.0440 |
wR2 | 0.1120 | 0.1049 | 0.0984 |
Final R (all data), R1 | 0.0796 | 0.0658 | 0.0591 |
wR2 | 0.1319 | 0.1182 | 0.1074 |
Goodness of fit (S) | 1.093 | 1.100 | 1.089 |
Largest diff. peak | 1.158 | 1.097 | 0.416 |
Largest diff. hole | −0.736 | −0.778 | −0.424 |
Footnote |
† Electronic supplementary information (ESI) available: Crystal packing diagram of 10 (Fig. S1), cyclic voltammograms of complexes 1–10 (Fig. S2). CCDC 1405705–1405711. For ESI and crystallographic data in CIF or other electronic format see DOI: 10.1039/c5dt02232k |
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