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4 Account for the following, drawing all pertinent stereo-chemical formulas, (a) 1-Chloro-2-methylaziridine was prepared in two isomeric forms separable at \(25^{\circ}\) by (b) The reaction of ordinary gas chromatography, \(\left(\mathrm{C}_{6} \mathrm{H}_{5}\right)_{2} \mathrm{C}=\mathrm{NCH}_{3}\) with \(\mathrm{R}-(+)-2-\) phenylperoxypropionic acid gave a product, \(\mathrm{C}_{14} \mathrm{H}_{13} \mathrm{ON}\), with \([\alpha]+12.5^{\circ}\), which showed no loss of optical activity up to (at least) \(90^{\circ}\).

Short Answer

Expert verified
<[:330,0.6]-[1,0.8]?(-[:90,0.6]CH_3))} \] Enantiomer 2 (S): \[ \hspace{2cm} \chemfig{*6(=-=-(-[:45]*3(=*@{a}(-Cl)-=@{b}(-[,0.6]CH_3)))=-)} \qquad \chemfig{*3(>[:45,0.6]Cl)-[1,0.8]?<[:330,0.6]-[1,0.8]?(-[:90,0.6]CH_3))} \] (b) The product of the reaction of ordinary gas chromatography, (C鈧咹鈧)鈧侰=CH鈧, with R-(+)-2-phenylperoxypropionic acid is: \[ \hspace{2cm} \chemfig{*6(-=-=*6(-=@{c}(-)(-[@{r,1}]O-[:0]*6(-=(-[@{s}]?)->=--))-*6(-=-=-=))-=)} \hspace{2cm} \] It has a chiral center with R absolute configuration and maintains its optical activity up to 90掳C.

Step by step solution

01

Isomeric forms of 1-Chloro-2-methylaziridine

1-Chloro-2-methylaziridine can exist in two isomeric forms due to the presence of a chiral carbon atom in its molecule. The two isomers are called enantiomers. Here are the stereochemical formulas of the enantiomers of 1-Chloro-2-methylaziridine: Enantiomer 1 (R): \[ \hspace{2cm} \chemfig{*6(=-=-(-[:45]*3(=*@{a}(-Cl)-=@{b}(-[,0.6]CH_3)))=-)} \qquad \chemfig{*3(>[:45,0.6]Cl)-[1,0.8]?<[:330,0.6]-[1,0.8]?(-[:90,0.6]CH_3))} \] Enantiomer 2 (S): \[ \hspace{2cm} \chemfig{*6(=-=-(-[:45]*3(=*@{a}(-Cl)-=@{b}(-[,0.6]CH_3)))=-)} \qquad \chemfig{*3(>[:45,0.6]Cl)-[1,0.8]?<[:330,0.6]-[1,0.8]?(-[:90,0.6]CH_3))} \] (b)
02

Reaction of ordinary gas chromatography with R-(+)-2-phenylperoxypropionic acid

The reaction of ordinary gas chromatography, (C鈧咹鈧)鈧侰=CH鈧, with R-(+)-2-phenylperoxypropionic acid results in the formation of a product with a molecular formula of C鈧佲倓H鈧佲們ON. The product shows no loss of optical activity up to 90掳C. Here is the stereochemical formula of the product: \[ \hspace{2cm} \chemfig{*6(-=-=*6(-=@{c}(-)(-[@{r,1}]O-[:0]*6(-=(-[@{s}]?)->=--))-*6(-=-=-=))-=)} \hspace{2cm} \] In this formula, the product has a chiral center and maintains its optical activity up to 90掳C. In this case, the absolute configuration of the chiral center is R, as the reactant R-(+)-2-phenylperoxypropionic acid is used.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Chiral Compounds
Chiral compounds are fascinating entities in chemistry because they exist as mirror images of each other, much like our left and right hands. These molecules often contain a chiral center, an atom鈥攖ypically a carbon鈥攂onded to four different groups. This configuration makes chiral compounds non-superimposable on their mirror image. Imagine trying to place your left hand on top of your right; they won't align perfectly. Chiral compounds play a crucial role in various chemical reactions and biological processes. For example, in medicinal chemistry, the chiral properties of a drug can affect how it interacts with biological molecules, potentially altering its effectiveness or safety. Understanding and working with chiral compounds is essential in designing pharmaceuticals, especially when each enantiomer might have different physiological effects.
Enantiomers
Enantiomers are a specific type of stereoisomer where molecules are non-superimposable mirror images of each other. While they share the same molecular formula and connectivity of atoms, their spatial arrangement makes them distinct. This is similar to a pair of gloves, one for the left hand and the other for the right. In the case of 1-Chloro-2-methylaziridine, the molecule can form two enantiomers. Chemists use labels like "R" or "S" to differentiate these forms based on the particular spatial arrangement of the atoms around the chiral center. Each enantiomer can exhibit different properties, particularly in how they interact with polarized light or other chiral entities. In many chemical reactions, forming one enantiomer over the other can greatly impact the outcome and utility of the product.
Optical Activity
Optical activity refers to the ability of chiral compounds to rotate plane-polarized light. This property is pivotal to identifying and studying chiral substances in chemistry. When plane-polarized light passes through a solution, an optically active compound will rotate the light to the right (clockwise) or left (counterclockwise). Compounds that rotate light to the right are termed "dextrorotary" and those to the left, "levorotary."The amount by which the light is rotated is expressed as the compound's specific rotation, measured in degrees using a polarimeter. This details not only the inherent optical activity but also confirms the purity and concentration of chiral substances in a solution. In our example, the product of the reaction showed a specific optical rotation of \([\alpha]+12.5^\circ\), indicating its chiral nature remained consistent up to 90掳C.
Isomerism
Isomerism is a phenomenon where compounds share the same molecular formula but differ in structure or spatial arrangement. This leads to various forms of isomers, each with unique properties. There are many types of isomerism, but when discussing chiral compounds, stereoisomerism becomes particularly important. Stereoisomerism focuses on the three-dimensional arrangements of atoms in molecules. Enantiomers, as stereoisomers, showcase how two isomers can mirror each other while still being distinct due to the different spatial orientations. Another related concept is diastereomers, which are stereoisomers not related as mirror images. Understanding these concepts helps in grasping the broader implications of molecular geometry in chemical reactions and how tiny differences can lead to variations in chemical behavior and properties.

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