RESUMO

In this study, we explore the stereoselectivity of Hurd-Claisen Rearrangements, focusing on the influence of two electron-withdrawing groups and eight diverse substituents. Utilizing the Curtin-Hammett principle, we performed energy calculations for reactions, products, and transition states using the M062X/def2TZVPP compound model. Our analysis reveals that kinetic factors predominantly dictate the reaction equilibrium. A key aspect of our research is the application of Shubin's energy decomposition analysis to optimized transition states, highlighting the significant role of electrostatic interactions in determining stereoselectivity. We further dissected each transition state into four fragments: the electron-withdrawing groups ( C O 2 E t ${CO_2 Et}$ , C N ${CN}$ ), the Hurd group ( H ${H}$ ), various substituents ( C H 3 ${CH_3 }$ , E t ${Et}$ , S P r o p ${SProp}$ , T B u t ${TBut}$ , I s o B u t ${IsoBut}$ , N H 2 P h ${NH_2 Ph}$ , N O 2 P h ${NO_2 Ph}$ , P h ${Ph}$ ), and the central fragment. This fragmentation approach enabled an in-depth analysis of group dipole moments, providing insights into the electrostatic forces at play. Our findings shed light on the intricate mechanisms driving stereoselectivity in Hurd-Claisen Rearrangements and enhance the understanding of molecular interactions, offering valuable implications for organic synthesis.