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			<titleStmt><title level='a'>Stereochemically active lead chloride enantiomers mediated by homochiral organic cation</title></titleStmt>
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				<publisher></publisher>
				<date>01/01/2019</date>
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				<bibl> 
					<idno type="par_id">10119159</idno>
					<idno type="doi">10.1016/j.poly.2018.11.026</idno>
					<title level='j'>Polyhedron</title>
<idno>0277-5387</idno>
<biblScope unit="volume">158</biblScope>
<biblScope unit="issue">C</biblScope>					

					<author>Li-Li Zhu</author><author>Yue-E. Huang</author><author>Yang-Peng Lin</author><author>Xiao-Ying Huang</author><author>Hai-Qing Liu</author><author>David B. Mitzi</author><author>Ke-Zhao Du</author>
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			<abstract><ab><![CDATA[Two-dimensional ((S)-1-(1-naphthyl)ethylamineH)2Pb4Cl10•2DMF (1) and ((R)-1-(1-naphthyl)ethylamineH)2Pb4Cl10•2DMF (2) have been synthesized using the corresponding homochiral organic cations. The lead atoms within the structure adopt a variety of coordination geometries, with Pb(II)Cl6 adopting a distorted pentagonal pyramid geometry and exhibiting stereochemically active lone-pair electrons, instead of a more typical octahedral geometry with less stereochemical activity.]]></ab></abstract>
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<div xmlns="http://www.tei-c.org/ns/1.0"><head n="1.">Introduction</head><p>The rich compositional choices of hybrid organic-inorganic halides (HOIHs) offer numerous chances for materials exploration and application. Haloplumbates(II) play a significant role in HOIHs due to the flexible coordination sphere of lead(II) arising in part from the lone pair of electrons. <ref type="bibr">[1]</ref><ref type="bibr">[2]</ref><ref type="bibr">[3]</ref><ref type="bibr">[4]</ref> As a representative example, APbX3 (A = small organic cation, X = halogen) provides a class of photovoltaic materials that have generated substantial interest in recent years. <ref type="bibr">5,</ref><ref type="bibr">6</ref> Generally, Pb(II) compounds have two coordination possibilities, holodirected (Figure <ref type="figure">1a</ref>) and hemidirected (Figure <ref type="figure">1b</ref>), which can be distinguished according to the disposition of ligands around Pb(II). <ref type="bibr">7</ref> A void in the coordination configuration appears for the hemidirected category, while not for holodirected. <ref type="bibr">7</ref> Lone-pair electrons account for this difference in coordination and are stereochemically active in the void of hemidirected Pb(II) compounds, while they are stereochemically inactive (or less active) for holodirected systems. <ref type="bibr">8</ref> The stereochemical activity of lone-pair electrons plays a critical role in materials properties, e.g. low thermal conductivity in PbCuSbS3, <ref type="bibr">9</ref> selectivity in the Pb(II) protein binding <ref type="bibr">10</ref> and a phase transition in (2-MIm)SbI4. <ref type="bibr">11</ref> Hemidirected types are found for lower Pb(II) coordination numbers (2-5), while holodirected are often found for the higher coordination numbers (9-10). <ref type="bibr">7</ref> Both hemidirected and holodirected can be found for intermediate Pb(II) coordination numbers (6-8), although in this category the hemidirected type is quite rare. <ref type="bibr">7,</ref><ref type="bibr">12</ref> Beyond the question of lone pair stereochemical activity, chiral HOIHs materials are intriguing because of their potential applications in ferroelectrics, piezoelectrics and non-linear optics arising from the polar structures. <ref type="bibr">13,</ref><ref type="bibr">14</ref> In addition, the enantiomers of chiral materials with different configurations have distinct biological, <ref type="bibr">15</ref> physical, <ref type="bibr">16</ref> and chemical properties. <ref type="bibr">17</ref> However, chiral structures are relatively scarce owing to the polarity elimination trend in the molecular packing. <ref type="bibr">18,</ref><ref type="bibr">19</ref> Homochiral organic cations have, however, been used to induce chirality in HOIHs. <ref type="bibr">[20]</ref><ref type="bibr">[21]</ref><ref type="bibr">[22]</ref><ref type="bibr">[23]</ref><ref type="bibr">[24]</ref><ref type="bibr">[25]</ref><ref type="bibr">[26]</ref><ref type="bibr">[27]</ref><ref type="bibr">[28]</ref><ref type="bibr">[29]</ref><ref type="bibr">[30]</ref><ref type="bibr">[31]</ref> ((S)-C6H5C2H4NH3)[PbBr3] has been reported as the first chiral HOIH prepared using a single enantiomer for the organic cation. <ref type="bibr">21</ref> In contrast, a racemic mixture of organic cations usually results in centrosymmetric structures <ref type="bibr">23,</ref><ref type="bibr">30,</ref><ref type="bibr">32</ref> e.g., <ref type="bibr">23</ref> It is noteworthy that flexible and symmetrical organic cations, such as pyrrolidinium-and pyrrolinium-based examples, <ref type="bibr">[33]</ref><ref type="bibr">[34]</ref><ref type="bibr">[35]</ref><ref type="bibr">[36]</ref><ref type="bibr">[37]</ref><ref type="bibr">[38]</ref> can induce symmetry breaking (typically not chirality) in HOIHs according to the order-disorder transition. <ref type="bibr">14</ref> Among the fruitful organic cation families, acene alkylammoniums are very attractive. As demonstrated in our previous work, <ref type="bibr">39</ref> the structure of acene alkylammoniums is a benefit for cation design due to the various active substitution sites, the tuneable length of the alkylamine tail and the number of fused benzene rings. All of these can be used to modify the packing or chiral nature of the organic cation and thereby the crystal structure of HOIHs.</p><p>Herein, two new layered homochiral ((S)-</p><p>(DMF = N,N-Dimethylformamide) were achieved using (S) and (R)-1-(1naphthyl)ethylamineH (S-NEA and R-NEA, Figures <ref type="figure">1c</ref> and<ref type="figure">1d</ref>) to induce chirality, respectively. Pb(II) in these two structures show four-, five-and six-coordination to Cl atoms. The Pb(II) atoms are all hemidirected with stereochemically active lonepair electrons. The crystal structures, optical absorption and emission of the two compounds have also been studied. </p></div>
<div xmlns="http://www.tei-c.org/ns/1.0"><head n="3.">Results and discussion</head><p>The title compounds are enantiomers (Figures <ref type="figure">S1a</ref> and<ref type="figure">S1b</ref>), crystallized in the P21 space group (Table <ref type="table">S1</ref>) with flack parameters 0.011(4) and -0.016(8) for 1 and 2, respectively. The asymmetric unit contains four Pb 2+ , ten Cl -, two DMF molecules and two (S or R)-NEA cations. The characteristic peaks for -NH2, -CHO and benzene can be found in the IR spectra (Figure <ref type="figure">S2</ref>).</p><p>Taking 1 as a representative, their unique structures are shown in Figures <ref type="figure">2</ref> and<ref type="figure">3</ref>. Pb(1) is coordinated to four chlorine atoms (Figure <ref type="figure">2a</ref>), with two long (3.010 (2) and 3.066(2) &#197;) and two short (2.737(2) and 2.725(2) &#197;) bond lengths. The hexahedral geometry of Pb( <ref type="formula">1</ref>) is similar to the Pb coordination environment in ((R)-C6H11CH(CH3)NH3)2PbCl4. <ref type="bibr">23</ref> The Pb(2)Cl5 distorted square pyramid (Figure <ref type="figure">2b</ref>), with bond lengths ranging from 2.682(2) to 3.069(2) &#197;, is similar to that found in the compound of (C9H14N)2PbCl4. <ref type="bibr">42</ref> Both Pb(3) and Pb( <ref type="formula">4</ref>) are six-coordinated (Figure <ref type="figure">2c,</ref><ref type="figure">d</ref>), with the Pb-Cl distances ranging from 2.700(2) to 3.088(2) &#197;. The Pb(3)Cl6 unit might be considered a highly distorted octahedron (Figure <ref type="figure">2c</ref>). Pb(4)Cl6 forms an approximate pentagonal pyramid (Figure <ref type="figure">2d</ref>). The lone-pair electrons are sitting in the void of each Pb(1 -4) geometry and are stereochemically active. In this analysis we don't consider the Pb-Cl bond lengths above 3.2 &#197;, since these are above the sum of Pb and Cl ionic radii. The bond valence calculation by Fullprof software also confirms the Pb(1 -4) coordination number mentioned above. While most haloplumbates(II) with six-coordinated Pb(II) exhibit octahedral coordination, the pentagonal pyramids in the current structures are quite rare in haloplumbate(II) structural chemistry. 7  <ref type="formula">4</ref>) are interconnected by sharing Cl(5), Cl (7) and Cl (9) to form an eight-membered Pb4Cl4 ring (black bonds in Figure <ref type="figure">3a</ref>), with a Cl(8) atom in the center. The eightmembered Pb4Cl4 (R1) fuses with the neighboring ring (R2) by sharing the Pb(4)-Cl(9) edge to form a Pb6Cl6 chain. R1 and R3 in the chain are interconnected by sharing Cl(3) and Cl(4). Cl(3) atoms act as a &#181;4 metal-linker, connecting with two Pb(1) (blue bonds in Figure <ref type="figure">3a</ref>), one Pb(3) and one Pb(4) to generate the [Pb4Cl10] 2-layer. Based on the symmetry of the crystal structures, there are two 21 helical axes along the Pb(1)-Cl(3) and Pb(4)-Cl( <ref type="formula">9</ref>) lines (brown axes in Figure <ref type="figure">3</ref>(a)), respectively. (S)-1-(1-naphthyl)ethylamineH cations together with DMF molecules form organic bilayers that alternate with the inorganic anion layers (Figure <ref type="figure">3b</ref>). The chiral organic cation brings the chirality into the corresponding crystal through weak hydrogen bonds (Figure <ref type="figure">3b</ref>). <ref type="bibr">43</ref> CD spectra have been collected using KBr pellets (Figure <ref type="figure">S3</ref>) and the distinct Cotton effect confirms the chiral space group of compounds 1 and 2. Using a similar strategy, (S and R)-(C6H5C*H(CH3)NH2), <ref type="bibr">20</ref> (S and R)-C6H11C*H(CH3)NH3, <ref type="bibr">23</ref> (R)-3-aminopiperidine dihydrochloride, <ref type="bibr">26</ref> mono-substituted benzylidene-1aminopyridinium Schiff base derivative, <ref type="bibr">27</ref> (S and R)-&#945;methylbenzylamine, <ref type="bibr">28</ref> sertraline, <ref type="bibr">29</ref> 1-(4haloaryl)ethylammonium, <ref type="bibr">30</ref> (R)-naphthyl-2-ethylammonium, <ref type="bibr">31</ref> have been used to achieve chiral HOIHs. The experimental powder X-ray diffraction (PXRD) patterns of 1 and 2 are in agreement with the calculated ones, which hence confirm the phase purity of 1 and 2 reactions (Figure <ref type="figure">S4</ref>). According to the TGA curves (Figure <ref type="figure">S5</ref>), compounds 1 and 2 lose one DMFmolecule (about 4%) around 70&#8451;. They then further decompose at around 200 &#8451; with a weight loss of 66%, which is attributed to the removal of DMF and S-NEA&#8226;HCl (or R-NEA&#8226;HCl).</p><p>The diffuse reflectance spectra of the title compounds were converted into the optical absorption spectra using the Kubelka-Munk function. <ref type="bibr">44,</ref><ref type="bibr">45</ref> </p><p>where K is the K-M absorption coefficient, &#119877; &#165; is the diffuse reflection, and S is K-M scattering coefficient, which can be regarded as approximately a constant with respect to wavelength. Compounds 1 and 2 show an absorption edge at 315 nm (Figure <ref type="figure">4a</ref>), consistent with the colourless nature of the crystals. The luminescence spectra of 1 and 2 are almost identical, with two emission peaks at around 450 and 530 nm. To understand the luminescence further, we compare the spectra of the title compounds with the corresponding spectra of the organic components alone (Figure <ref type="figure">4b</ref>). The good agreement between the two sets of spectra demonstrates that the emission peaks of 1 and 2 evidently originate from the component organic cations (Figures <ref type="figure">4b</ref> and<ref type="figure">S6</ref>). Unlike compounds with the layered [PbX4] 2-(X = Cl, Br, I) anion, <ref type="bibr">46</ref> no sharp exciton peak appears from the layered [Pb4Cl10] 2-anion of 1 and 2.  </p></div>
<div xmlns="http://www.tei-c.org/ns/1.0"><head>Figure S2</head><p>The IR spectra of compounds 1 and 2. Two characteristic peaks around 3449 cm -1 and 3399 cm -1 are attributed to the stretching vibrations of -NH2. The peaks around 2941 cm -1 arise from C-H stretching in the benzene ring. The double peaks around 2822 cm -1 and 2710 cm -1 are contributed by the stretching vibration of -CHO group on DMF. The four peaks (1628 cm -1 , 1588 cm -1 , 1584 cm -1 and 1448 cm -1 ) are the characteristic of C=C stretching on the benzene ring. A strong peak at 787 cm -1 comes from the stretching vibration of ortho-substitution in the benzene ring. </p></div>
<div xmlns="http://www.tei-c.org/ns/1.0"><head>Wavelength (nm) CD (mdge) S3</head><p>Figure <ref type="figure">S3</ref> The transmission CD spectra on the pellets of 1 and 2, which were mixed with KBr in a ratio of 1:100 at room temperature, respectively.</p></div>
<div xmlns="http://www.tei-c.org/ns/1.0"><head>Figure S4</head><p>The experimental and calculated PXRD of 1 and 2.</p></div>
<div xmlns="http://www.tei-c.org/ns/1.0"><head>Figure S5</head><p>The TGA curves of compounds 1 and 2.</p></div>
<div xmlns="http://www.tei-c.org/ns/1.0"><head>Figure S6</head><p>The photoluminescence spectra of 2 and R-NEA. The layers in the plot have been shifted along the y axis. </p></div>
<div xmlns="http://www.tei-c.org/ns/1.0"><head>S4</head><p>Table <ref type="table">S1</ref> Summary of the crystal data and structure refinements for 1 and 2.</p></div>
<div xmlns="http://www.tei-c.org/ns/1.0"><head>Compound name 1 2</head><p>Empirical formula Formula weight Crystal size (mm) Crystal system Space group   <ref type="formula">1</ref>) 9358( <ref type="formula">7</ref>) 3037( <ref type="formula">11</ref>) 2940( <ref type="formula">6</ref>) 50(2) C( <ref type="formula">2</ref>) 9277( <ref type="formula">6</ref>) 4810( <ref type="formula">11</ref>) 2669( <ref type="formula">5</ref>) 36(2) C( <ref type="formula">3</ref>) 9573( <ref type="formula">6</ref>) 6015( <ref type="formula">9</ref>) 3357( <ref type="formula">5</ref>) 34(2) C( <ref type="formula">4</ref>) 10394( <ref type="formula">6</ref>) 6667( <ref type="formula">13</ref>) 3625( <ref type="formula">5</ref>) 48(2) C( <ref type="formula">5</ref>) 10666( <ref type="formula">7</ref>) 7730( <ref type="formula">12</ref>) 4292( <ref type="formula">6</ref>) 53</p><p>S5 C( <ref type="formula">6</ref>) 10128( <ref type="formula">7</ref>) 8065( <ref type="formula">12</ref>) 4685( <ref type="formula">6</ref>) 55(3) C( <ref type="formula">7</ref>) 9281( <ref type="formula">6</ref>) 7402( <ref type="formula">10</ref>) 4442( <ref type="formula">5</ref>) 40( <ref type="formula">2</ref>) C( <ref type="formula">8</ref>) 8716( <ref type="formula">8</ref>) 7712( <ref type="formula">12</ref>) 4871( <ref type="formula">6</ref>) 55(3) C( <ref type="formula">9</ref>) 7906( <ref type="formula">8</ref>) 7051( <ref type="formula">14</ref>) 4638( <ref type="formula">7</ref>) 63(3) C( <ref type="formula">10</ref>) 7602( <ref type="formula">7</ref>) 6054( <ref type="formula">11</ref>) 3966( <ref type="formula">7</ref>) 57(3) C (11)  8123( <ref type="formula">6</ref>) 5725( <ref type="formula">10</ref>) 3536( <ref type="formula">6</ref>) 45(2) C( <ref type="formula">12</ref>) 8991( <ref type="formula">6</ref>) 6359( <ref type="formula">10</ref>) 3770( <ref type="formula">5</ref>) 35( <ref type="formula">2</ref>) N( <ref type="formula">2</ref>) 4549( <ref type="formula">5</ref>) 4623( <ref type="formula">9</ref>) 2035(4) 38.8(17) C( <ref type="formula">13</ref>) 4372( <ref type="formula">7</ref>) 3257( <ref type="formula">12</ref>) 3156( <ref type="formula">6</ref>) 50( <ref type="formula">2</ref>) C( <ref type="formula">14</ref>) 4188( <ref type="formula">6</ref>) 4800( <ref type="formula">10</ref>) 2685(5) 33.2(19) C (15)  4545( <ref type="formula">5</ref>) 6357( <ref type="formula">10</ref>) 3169(5) 33.9(19) C( <ref type="formula">16</ref>) 5263( <ref type="formula">6</ref>) 7139( <ref type="formula">11</ref>) 3123( <ref type="formula">6</ref>) 49(3) C( <ref type="formula">17</ref>) 5599 ( <ref type="formula">7</ref>) 8565( <ref type="formula">14</ref>) 3592( <ref type="formula">8</ref>) 70(3) C( <ref type="formula">18</ref>) 5236( <ref type="formula">7</ref>) 9133( <ref type="formula">13</ref>) 4101( <ref type="formula">7</ref>) 63(3) C( <ref type="formula">19</ref>) 4496( <ref type="formula">6</ref>) 8351( <ref type="formula">12</ref>) 4170( <ref type="formula">5</ref>) 51( <ref type="formula">2</ref>) C (20)  4095( <ref type="formula">9</ref>) 8898( <ref type="formula">14</ref>) 4699( <ref type="formula">7</ref>) 67(3) C( <ref type="formula">21</ref>) 3386( <ref type="formula">9</ref>) 8134( <ref type="formula">18</ref>) 4768( <ref type="formula">7</ref>) 81( <ref type="formula">4</ref>) C( <ref type="formula">22</ref>) 3018( <ref type="formula">7</ref>) 6818( <ref type="formula">17</ref>) 4290( <ref type="formula">6</ref>) 63(3) C( <ref type="formula">23</ref>) 3380( <ref type="formula">6</ref>) 6230( <ref type="formula">12</ref>) 3769( <ref type="formula">6</ref>) 45( <ref type="formula">2</ref>) C( <ref type="formula">24</ref>) 4145( <ref type="formula">5</ref>) 6915( <ref type="formula">10</ref>) 3701( <ref type="formula">5</ref>) 36( <ref type="formula">2</ref>) O( <ref type="formula">2</ref>) 6240( <ref type="formula">4</ref>) 3304( <ref type="formula">9</ref>) 2847(4) 58.5( <ref type="formula">18</ref>) N( <ref type="formula">4</ref>) 7196( <ref type="formula">5</ref>) 1212( <ref type="formula">9</ref>) 2948( <ref type="formula">5</ref>) 42.4( <ref type="formula">19</ref>) C( <ref type="formula">29</ref>) 7480( <ref type="formula">8</ref>) -82( <ref type="formula">13</ref>) 2554( <ref type="formula">7</ref>) 62( <ref type="formula">3</ref>) C( <ref type="formula">28</ref>) 7598( <ref type="formula">7</ref>) 1369( <ref type="formula">12</ref>) 3805( <ref type="formula">5</ref>) 58(3) C (30)  6548( <ref type="formula">6</ref>) 2240( <ref type="formula">12</ref>) 2560( <ref type="formula">6</ref>) 44( <ref type="formula">2</ref>) O( <ref type="formula">1</ref>) 11427( <ref type="formula">5</ref>) 3613( <ref type="formula">10</ref>) 2978( <ref type="formula">5</ref>) 66( <ref type="formula">2</ref>) N( <ref type="formula">3</ref>) 11907( <ref type="formula">6</ref>) 1150( <ref type="formula">11</ref>) 2722( <ref type="formula">6</ref>) 54( <ref type="formula">2</ref>) C (27)  12332( <ref type="formula">8</ref>) 219( <ref type="formula">14</ref>) 2296( <ref type="formula">7</ref>) 64(3) C( <ref type="formula">26</ref>) 11805( <ref type="formula">7</ref>) 2739( <ref type="formula">12</ref>) 2642( <ref type="formula">7</ref>) 50(3) C (25)  11427 (10)  224( <ref type="formula">18</ref>) 3128( <ref type="formula">10</ref>) 104 (6)   Table <ref type="table">S3</ref> Bond lengths (&#197;) and bond angles (o) for 1.</p><p>Pb   </p></div></body>
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