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首页> 外文期刊>Revue roumaine de chimie >CONFORMATIONAL ANALYSIS AND FORMATION ENTHALPY OF (3R,5S,6R)-6-ACETYLAMIDOPENICILLANIC ACID CALCULATED BY THE PM3, PM6 AND PM7 SEMIEMPIRICAL MO METHODS
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CONFORMATIONAL ANALYSIS AND FORMATION ENTHALPY OF (3R,5S,6R)-6-ACETYLAMIDOPENICILLANIC ACID CALCULATED BY THE PM3, PM6 AND PM7 SEMIEMPIRICAL MO METHODS

机译:PM3,PM6和PM7半金属钼法计算的(3R,5S,6R)-6-乙酰丙二酸的构象分析和形成焓

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摘要

Thirty conformers of the (3R,5S,6R)-6- acetylamidopenicillanic acid were obtained by PM3 Conformational Search performed with HyperChem7.52 software. By energy minimization with the PM3, PM6 and PM7 semiempirical MO methods included in the M0PAC12 software, thirty, eight, and nine conformers respectively were obtained. The difference ΔΔ_fH~0 between the lowest and the highest standard formation enthalpy of conformers is 7.6934 kcal·mol~(-1), 3.6541 kcalmol~(-1) and 4.8064 kcal·mol~(-1) for PM3, PM6, and PM7 semiempirical MO methods, respectively. For all the conformers cubic interpolation relations of functional dependence of formation enthalpy on temperature (Δ_fH(T) = a_0 + a_1T + a_2T~2 + a_3T~3, T∈[100K,1000K]) were established: for PM3 Δ_fH(T) = -153.681(+2.132) + 0.0079(+0.0004)T + 1.1622(±0.006)T~2·10~(-4) - 3.437(+0.027) T~3·10~(-8); for PM6 Δ_fH(T) = -179.965(+1.233) + 0.008(±0.001)T + 1.174(±0.007)T~2·10~(-4) - 3.399 (±0.033) T~3·10~(-8) and PM7 respectively Δ_fH(T) = -165.517(11.589) + 0.009(±0.001)T + 1.150(±0.008)T~2·10~(-4) - 3.273(+0.037) T~3·10~(-8). The a_1, a_2 and a_3 values are neither dependent on the method of calculation, or on the conformer geometry. The a_0 free term is the only one which depends on the conformer geometry. It increases with the decreasing of the thermodynamic stability of conformers. These interpolation relations allow the calculation of molar fraction of each conformer in the mixture at a certain temperature in the interpolation range of Ts[100K,1000K].
机译:通过使用HyperChem7.52软件进行的PM3构象搜索获得了(3R,5S,6R)-6-乙酰基酰胺基二十二烷酸的三十个构象异构体。通过使用M0PAC12软件中包含的PM3,PM6和PM7半经验MO方法进行能量最小化,分别获得了30、8和9个构象异构体。 PM3,PM6和PM3的最低和最高标准构象焓之间的差ΔΔ_fH〜0为7.6934 kcal·mol〜(-1),3.6541 kcalmol〜(-1)和4.8064 kcal·mol〜(-1)。 PM7分别采用半经验MO方法。对于所有构象异构体,形成焓对温度的函数依赖性的三次插值关系(Δ_fH(T)= a_0 + a_1T + a_2T〜2 + a_3T〜3,T∈[100K,1000K]):对于PM3Δ_fH(T) = -153.681(+2.132)+ 0.0079(+0.0004)T + 1.1622(±0.006)T〜2·10〜(-4)-3.437(+0.027)T〜3·10〜(-8);对于PM6Δ_fH(T)= -179.965(+1.233)+ 0.008(±0.001)T + 1.174(±0.007)T〜2·10〜(-4)-3.399(±0.033)T〜3·10〜(- 8)和PM7分别为Δ_fH(T)= -165.517(11.589)+ 0.009(±0.001)T + 1.150(±0.008)T〜2·10〜(-4)-3.273(+0.037)T〜3·10〜 (-8)。 a_1,a_2和a_3的值既不依赖于计算方法,也不依赖于构象几何体。 a_0免费术语是唯一一个依赖于构象异构体几何的术语。它随着构象异构体热力学稳定性的降低而增加。这些插值关系允许在Ts [100K,1000K]插值范围内的特定温度下计算混合物中每个构象异构体的摩尔分数。

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