Solvent Effect on the Interaction of C20 and N2H2

Solvent Effect on the Interaction of C20 and N2H2Solvent effect on the interaction of C20 and N2H2 A theoretical studyReza Ghiasi*,1, Hanieh Alavi2AbstractIn this work, the interaction of C20 and N2H2 fragment was investigated in the M062X/6-311G(d,p) take of theory in two vaunt and consequence patterns. The influence of solvent on the interaction elan vital, structural parameters, term orbital energies and hyperpolarizability of C20N2H2 multifactorial has been explored. The interaction energies obtained with standard method were corrected by basis delineate superposition error (BSSE) during the geometry optimization for whole knottyes at the same levels of theory. The thermodynamic properties of the C20N2H2 molecule at hoover leg and distinguishable solvents birth been calculated.Keywords C20 cage, C20N2H2 molecules, Frontier orbitals, solvent effect, hyperpolarizability.IntroductionC20 molecule is potentially the smallest fullerene, and its social system has bee n investigated theoretically and experimentally 1-6. This molecules has been generated and characterized in the gas phase 7. Owing to its bewitching organise, this ambiguous molecule has been the subject of many theoretical investigations 8, 9. Fullerenes are considered as promising candidates for basic elements in nanoscale devices, and several examples of fullerene-based devices accept been already investigated both experimentally and theoretically 10, 11. Modification of C20 is a matter of general provoke for experimentalists as well theoreticians to look into the structural as well as electronic properties. As a recent research, for instant, structure and properties of fullerene C20 and its derivatives C20(C2H2)n and C20(C2H4)n (n=14) hire been examine 12. These calculations envisioned that the closely stable fullerene C20 and its derivatives C20(C2H2)n and C20(C2H4)n (n=13) reveal significant aromaticity, go C20(C2H2)4 and C20(C2H4)4 have no spherical aromaticity. Al so, heteroatom impacts on structure, stability and aromaticity of XnC20-n fullerenes have been explored 13. The interaction of C20 with N2X2 (X=H, F, Cl, Br, Me) have been investigated theoretically 14. Structure, aromaticity, frontier orbital analysis and the natural hold analysis of C20N2X2 Byzantinees have been explored, and the influence of the basis set and methods on the structure and interaction energies of these mixedes have been explored.In the present work, extensive theoretical calculations on fullerene C20 and their interactions with N2H2 have been performed in both gas and dissolvent phases. The Structure, frontier orbital analysis and hyperpolarizability of the C20N2H2 have been explored. We also discuss the influence of the solvent on the structure properties of C20N2H2 molecule.Computational MethodsAll calculations were carried out with the Gaussian 09 suite of political program 15. The calculations of systems contain C, and N described by the standard 6-311G(d, p) basis set 16-19. Geometry optimization was performed utilizing with the hybrid functional of Truhlar and Zhao (M062X) 20.A vibrational analysis was performed at each stationary point found, that confirm its identity as an energy minimum.The interaction energy, IE, can be evaluated from the difference in the midst of energy of the multifactorial and sum of the energies of the C20 and N2H2I.E = E( interlinking) E (C20)+ E(N2H2)The calculated interaction energies were corrected for basis set superposition errors (BSSE), which were computed for all calculations using the counterpoise correction method of Boys and Bernardi 21.Geometries were optimized at this level of theory without any symmetry constraints followed by the calculations of the first order hyperpolarizabilities. The center unruffled first hyperpolarizability was obtained from the following relationupon calculating the individual static componentsDue to the Kleinman symmetry 22xyy = yxy = yyx yyz = yzy = zyy,o ne finally obtains the equation that has been employedWe have studied the solvation effects by using self-consistent reaction dramaturgy (SCRF) approach, in particular using the polarizable continuum model (PCM) 23. Using this method, the geometry of the studied complex was re-optimized and the hyperpolarizability was calculated by the same functionals and basis sets.Results and discussionEnergeticThe computed interaction energies (I.E) and the corrected interaction energies (I.E corrected) for the C20N2H2 complex ( symbol 1) in gas phase and diverse solvents have been gathered in control board 1. It can be evaluate interaction surrounded by C20 and N2H2 increases in the presence of more than polar solvents. Figure 2 presents a good coefficient of correlation between interaction energies observe and dielectric constants of solvents. On the other hand, the equation of interaction energy value in gas phase and solution phase show more interaction between C20 and N2H2 in solut ion phase.Thermochemical AnalysisThermochemical analysis is studied for all complexes. The values of H, G and K are reported in Table 2 in which the individual terms are referred to a temperature of 298 K. The reaction can be considered asC20 + N2H2 C20N2H2As can be verified, the G values increase in solution phase. The equilibrium constants of the all complexes are given in Table 2. This shows that the equilibrium constant is most vacuum phase.Dipole momentsThe dipole moments of C20N2H2 complex in gas phase and different solvents have been listed in Table 3. As seen in Table 3, C20N2H2 complex has less dipole moment in gas phase. In the solution phase, dipole moments increase with increasing of polarity of the solvents. Also, these values show a good relationship with interaction energies values (Figure 3).PolarizabilityThe isotropic and aeolotropic polarizability values of C20N2H2 complex in gas phase and different solvents have been gathered in Table 3. As seen in Table 3, C20N2 H2 complex has less polarizability in gas phase. There is good correlation between isotropic polarzability values and dielectric constants of solvent (R2=0.948).Bond distancesThe NN and C..N bond distances of C20N2H2 complex in gas phase and different solvents have been collected in Table 1. As seen from Table 1, the bond lengths increase in solution phase. There is minor dependence between bond distances and dielectric constants values. The comparison NN bond distances of free N2H2 and complexed molecule show the rising of this bond in C20N2H2 complex.Molecular orbital analysisThe energies of the frontier orbitals ( human beings, LUMO) along with the be valetLUMO energy gaps for of C20N2H2 complex in gas phase and different solvents are given in Table 4.Inclusion of solvation effects leads also to changes on the molecular orbital energies (Table 4). In solution, HOMO and LUMO are destabilized, with respect to the similar values in vacuum. Also, HOMO-LUMO gap and cruelness of C2 0N2H2 complex in solution phase is more than gas phase. A good relationship between HOMO-LUMO gap and polarity of solvents (R2=0.954). The variations in this property may be illustrated by considering the fact that neutral or charged species enhance their effective radii in solution phase. This signifies that the electrostatic potential q/r will forever moderate from gas phase to solution phase. As a result, solvated species will constrain their effective hardness and subsequently become softer in the solution phase 24.On the other hand, when the interaction between C20 and N2H2 increases, then the most hardness values have observed. There is a good linear correlation between interaction energies and hardness values (R2=0.949).Electrophilic charge transfer (electroconvulsive therapy) of C20N2H2 complex in gas and various solvents has been reported in Table 4. ECT is defined as the difference between Nmax values of interacting moleculesECT = Nmax(N2H2) Nmax(C20)In this equation Nm ax is defined asThe positive values of ECT reveal charge flow from C20 to N2H2. On the other hand, these values show the fall of charge transfer with increasing of solvent polarity.HyperpolarizabilityIt is illustrated that solvent polarity come in an important role on the first hyperpolarizabilities in dipolar molecules. The tot , x, y, z values of C20N2H2 complex in different solvents have been listed in Table 5. These values indicate tot values decrease from vacuum to solution phase (total=0.0 for C20). The dependence of the first hyperpolarizability of the studied step up both on the dielectric constant of the media and the Onsager function has been investigated 25. Figure 4 is typical for a dipolar reaction field interaction in the salvation process 25-28. Therefore, the electronic reorganization in solution for C20N2H2 complex acts an important effect on the resulting first hyperpolarizabilities.ConclusionWe showed in write upThe interaction energies values increase from v acuum to different solvents.In solution, HOMO and LUMO energies, hardness and chemical potential values are increased, with respect to the corresponding values in vacuum. 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