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4th EucheMs chemistry congress

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tuesday, 28-Aug 2012<br />

s816<br />

chem. Listy 106, s587–s1425 (2012)<br />

Physical, theoretical and Computational Chemistry<br />

theoretical Chemisry – ii<br />

o - 2 3 8<br />

theoretiCAL Study for LithiuM diffuSion in<br />

SoLid StAte MAteriALS<br />

M. M. iSLAM 1 , t. Bredow 1<br />

1 University of Bonn, Mulliken Center for Theoretical Chemistry,<br />

Bonn, Germany<br />

Lithium diffusion in lithium containing transition element<br />

disulphide and fluoride is investigated theoretically with periodic<br />

quantum-chemical methods. The calculated lithiation energies for<br />

the hexagonal titanium disulphide (h-Li TiS , x = 0.88,1.0)<br />

x 2<br />

confirm that Li preferentially occupies the octahedral site rather<br />

than the tetrahedral site. Among the considered point defects, V , Li<br />

V , and Ti , Li point defects are thermodynamically preferred in<br />

Ti i<br />

h-Li TiS . Competing pathways for Li diffusion in<br />

x 2<br />

h-Li TiS are investigated using the climbing-image<br />

x 2<br />

Nudged-Elastic-Band (cNEB) approach. Li + ions can migrate<br />

within the crystallographic ab plane either in a direct pathway<br />

through shared edges of neighboring octahedra or via vacant<br />

tetrahedral sites. The possibility of three-dimensional Li + diffusion<br />

along the c direction is investigated via inclusion of Ti point<br />

defects and Ti Frenkel defects. The calculated energetic properties<br />

show that ferromagnetic phase is more stable than the<br />

anti-ferromagnetic phase of lithium vanadium fluoride (α-Li VF ). 3 6<br />

Three different inequivalent Li sites (Li(1), Li(2) and Li(3)) are<br />

observed where Li(1) occupies the middle position of the triplet<br />

Li(2)–Li(1)–Li(3). The calculated Li vacancy formation energy<br />

shows that vacancy formation at the Li(1) and Li(3) sites are easier<br />

than that in Li(2) site. The Li exchange processes between Li(1)<br />

to Li(3), Li(1) to Li(2) and Li(2) to Li(3) are studied by calculating<br />

the Li + migration between various sites. It is observed that Li<br />

exchange in α-Li VF may take place in the following order: Li(1)<br />

3 6<br />

to Li(3) > (Li(1) to Li(2) > Li(2) to Li(3). This is in well accord<br />

with the available experiment.<br />

Keywords: Lithium titanium disulphide; Lithium vanadium<br />

fluoride; Defects; Li Ion Diffusion; Activation energy;<br />

theoretical Chemisry – iii<br />

4 th <strong>EucheMs</strong> <strong>chemistry</strong> <strong>congress</strong><br />

o - 2 3 9<br />

theoretiCAL StudieS of enzyMAtiC<br />

reACtionS<br />

w. thieL 1<br />

1 Max-Planck-Institut für Kohlenforschung, Theory,<br />

Mülheim an der Ruhr, Germany<br />

Combined quantum mechanical/molecular mechanical<br />

(QM/MM) approaches have emerged as the method of choice for<br />

treating local electronic events in large molecular systems, for<br />

example, chemical reactions in enzymes or photoinduced<br />

processes in biomolecules. The lecture will outline the theoretical<br />

background and commonly chosen strategies for QM/MM studies<br />

of biomolecular reactions. [1–3] It will then describe some of our<br />

recent work on biocatalysis by enzymes which includes<br />

mechanistic studies on cytochrome P450cam, [4, 5] xanthine<br />

oxidases [6, 7] , cyclohexanone monooxygenase (CHMO) [8] , and<br />

glycosyltransferases (LgtC) [9] . These studies have addressed,<br />

inter alia, the competition between coupling and uncoupling<br />

reactions in the wild-type P450cam enzyme and its mutants, the<br />

crucial role of active-site residues in the reductive half-reaction<br />

of xanthine oxidases, the origin of enantioselectivity in<br />

CHMO-catalyzed reactions, and the favored reaction mechanism<br />

in LgtC. The examples presented will illustrate the chemical<br />

insights and the improved mechanistic understanding of<br />

enzymatic reactions that can be provided by QM/MM<br />

calculations.<br />

references:<br />

1. H. M. Senn, W. Thiel, Angew. Chem. Int. Ed. 48,<br />

1198–1229 (2009).<br />

2. H. M. Senn, J. Kästner, J. Breidung, W. Thiel,<br />

Can. J. Chem. 87, 1322–1337 (2009).<br />

3. T. Benighaus, W. Thiel, J. Chem. Theory Comput. 7,<br />

238–249 (2011).<br />

4. M. Altarsha, T. Benighaus, D. Kumar, W. Thiel, J. Am.<br />

Chem. Soc. 131, 4755–4763 (2009).<br />

5. S. Shaik, S. Cohen, Y. Wang, H. Chen, D. Kumar,<br />

W. Thiel, Chem. Rev. 110, 949–1017 (2010).<br />

6. S. Metz, D. Wang, W. Thiel, J. Am. Chem. Soc. 131,<br />

4628–4640 (2009).<br />

7. S. Metz, W. Thiel, J. Am. Chem. Soc. 131, 14885–14902<br />

(2009).<br />

8. I. Polyak, M. T. Reetz, W. Thiel, J. Am. Chem. Soc. 134,<br />

2732–2741 (2012).<br />

9. H. Gomez, I. Polyak, W. Thiel, J. M. Lluch, L. Masgrau,<br />

J. Am. Chem. Soc. (2012); doi:10.1021/ja210490f.<br />

Keywords: QM/MM; reaction mechanisms; enzymes;<br />

AUGUst 26–30, 2012, PrAGUE, cZEcH rEPUbLIc

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