| Introduction | ||||||||||||||
| The different spatial arrangements that a molecule can adopt due to rotation about ? bonds are called conformations and therefore, | ||||||||||||||
| conformational isomers or conformers are made. | ||||||||||||||
| The study of the energy changes that occur during these rotations is called conformational analysis. This is important because the structure of | ||||||||||||||
| a molecule can have a significant influence on the molecular properties, including dictating the outcome of a reaction. For butane the C2-C3 | ||||||||||||||
| bond is the important rotational bond. | ||||||||||||||
| Purpose | ||||||||||||||
| The purpose is to study how these rotations impact the total steric energy. | ||||||||||||||
| Method | ||||||||||||||
| Using the Chem3D ultra, the structure of n-butane was established (CH3CH2CH2CH3). Then the all the dihedral angles of the compound was | ||||||||||||||
| formed. An MM2 Energy Minimization was performed and C1-C2-C3-C4 dihedral angle was selected for further study. The C1-C2-C3-C4 dihedral | ||||||||||||||
| angle was rotated by 30-degree increments and its steric energy after each rotation was calculated until it has been rotated through 360 | ||||||||||||||
| degrees using Rotation Dial option from the Rotation Tool. The data was transferred to Excel. Two charts were made using excel. | ||||||||||||||
| Results | ||||||||||||||
| It can be seen, there are no changes between the energy values of 180, 0 and -180 degrees, as they show the same difference angle between | ||||||||||||||
| the methyl groups of our butane (C1 and C4). But as the distance between these carbons decreases, the total steric energy increases, due to | ||||||||||||||
| the change in 1, 4-van der Waals bonds. But non 1,4-van der Waals energies decrease, because the distance between them increases, | ||||||||||||||
| but this decrease is very small compare to the increase.. | ||||||||||||||
| Discussion | ||||||||||||||
| In butane it is the rotation about the C2-C3 bond that is of most interest since the relative position of the two methyl groups is important. | ||||||||||||||
| A staggered conformation with the Me groups at 180o with respect to each other. This is the most stable conformation since the Me groups | ||||||||||||||
| are as far apart as possible. a staggered conformation with the Me groups at 60o with respect to each other. | ||||||||||||||
| The 1,4-van der Waals has major contribution to the total energy as the interactions between the two methyl groups can change a lot of things, | ||||||||||||||
| for example the molecule stability. As it can be seen in each rotation only three components change, the Torsion, 1,4-van der Waals and | ||||||||||||||
| non-1,4 van der Waals. Torsional strain happens due to electrostatic repulsion of the electrons in the bonds. Basically these changes in these | ||||||||||||||
| terms are due to different conformations and angles of two methyl groups compare to each other. | ||||||||||||||
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