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1515564961CHE P1 M23 Etext.Pdf ____________________________________________________________________________________________________ Subject Chemistry Paper No and Title 1: Organic Chemistry I (Nature of Bonding & Stereochemistry) Module No and Title 23: Enantiotopic & Diastereotopic atoms , groups and faces Module Tag CHE_P1_M23 TABLE OF CONTENTS 1. Learning Outcomes 2. Introduction 3. Topicity and Prostereoisomerism 4. Homotopic ligand and faces 4.1. Substitution-addition criterion 4.2. Symmetry criterion 5. Stereoheterotopic ligands and faces 5.1. Enantiotopic ligands and faces CHEMISTRY PAPER 1: ORGANIC CHEMISTRY- I (Nature of Bonding and Stereochemistry) MODULE 23: Enantiotopic and diastereotopic atoms, groups and faces ____________________________________________________________________________________________________ 5.1.1. Substitution-addition criterion 5.1.2. Symmetry criterion 5.2. Diastereotopic ligands and faces 5.2.1. Substitution-addition criterion 5.2.2. Symmetry criteron 6. Nomenclature 6.1. Symbols for Stereoheterotopic ligands 6.1.1. Molecule with single prochiral centre 6.1.2. Molecules with pre-pseudoasymmetric centre 6.1.3. Molecules with prochiral axis 6.1.4. Molecules with prochiral plane 6.2. Symbols for Stereoheterotopic faces 6.2.1. Enantiotopic faces 6.2.2. Diastereotopic faces 7. Summary CHEMISTRY PAPER 1: ORGANIC CHEMISTRY- I (Nature of Bonding and Stereochemistry) MODULE 23: Enantiotopic and diastereotopic atoms, groups and faces ____________________________________________________________________________________________________ 1. Learning Outcomes Learn what are homotopic and heterotopic ligands. Understand about the “Topicity” and “Prostereoisomerism” Study about homotopic ligands and faces by using substitution-addition and symmetric criteria. Know about enantiotopic ligands and faces by using substitution-addition and symmetric criteria. Know about diastereotopic ligands and faces by using substitution-addition and symmetric criteria. Learn the nomenclature of stereoheterotopic ligands and faces. 2. Introduction As we know, when the atoms or group of atoms in the molecule are superimposable then they are homomorphic. These homomorphic atoms or groups can be distinguished if they are bonded to constitutionally different centres or if they have different spacial relation to the rest of the molecule. This can be clearly understood by taking an example of n- pentane (Figure 1.). Figure 1. Homotopic and Heterotopic atoms CHEMISTRY PAPER 1: ORGANIC CHEMISTRY- I (Nature of Bonding and Stereochemistry) MODULE 23: Enantiotopic and diastereotopic atoms, groups and faces ____________________________________________________________________________________________________ In this case the H-atoms at C-2 are constitutionally heterotopic (‘topos’ means ‘place’ in Greek). These C-2 H’s are stereoheterotopic as their spacial relation is different with the rest of the molecule. In this molecule, the plane Me-C-Pr divides it into two halves, the right and the left which are stereochemically distinguishable (enantiomorphic in present case), actually making two H’s stereochemically non equivalent i.e., stereoheterotopic. These H’s can be recognized hypotheically by replacing them with other atoms say Br in this case, this results in two enantiomers as shown in the Figure 1. Similarly, if the replacement is by constitutionally heterotopic ligands this would results to constitutional isomers e.g., if Me or Pr are replaced by chiral groups then it becomes diastereomorphic with respect to the plane and bromination at the C-2 leads to two diastereomers which also makes the two H’s stereoheterotopic. Whereas the geminal H’s of C-3 cannot distinguish two halves, as it resides in Et-C-Et plane which is two-dimentionally achiral. So, the replacement by Br at C-3 gives the identical products. So, these H’s are considered as homotopic. All these are discussed in more detail in later section of this module. 3. Topicity and Prostereoisomerism In 1967, Mislow and Raban explained the concept of stereoheterotopicity and in 1966 Hanson gave the concept of prochirality which is reviewed by Eliel in 1982. Stereoheterotopicity and prostereoisomerism are related phenomena as the molecules which have stereoheterotopic ligands must exhibits prostereoisomersim (only when the ligands can be reacted on). The term chirality in prostereoisomersim is replaced by the term prochirality. Prochirality is defined as “if two homomorphic ligands at a prochiral centre (or axis or plane) be made different, a chiral center (or axis or plane) would result. In general, a molecule with formula Xaabc represents prochiral centre. As discussed in n- pentane which exhibits prostereoisomersim, with C-2 & C-4 as prostereogenic centres. Like in stereoisomerism we discussed about stereogenic elements such as centres, axes CHEMISTRY PAPER 1: ORGANIC CHEMISTRY- I (Nature of Bonding and Stereochemistry) MODULE 23: Enantiotopic and diastereotopic atoms, groups and faces ____________________________________________________________________________________________________ and planes similarly prostereoisomersim is also described in terms of analogous prostereogenic elements, i.e., prostereocentres, prosteroaxes, and prostereoplanes. Also two faces of appropriate molecules may also be stereoheterotopic and reactions on either face would lead to different stereoisomers. Topicity describe the relationship of two or more homomorphic ligands (or faces) which together constitute a set. Hence, a ligand cannot by itself be called homotopic or heterotopic; in order to use this terminology, a comparison with other homomorphic ligand or ligands present either in the same molecule (internal comparison) or in a different molecule (external comparison) is necessary. 4. Homotopic ligands and faces Two criteria, namely, substitution-addition criterion and (or) a symmetry criterion are used to determine the relationships of homomorphic ligands and faces (only one test adequate). 4.1 Substitution-addition criterion Two homomorphic ligands are homotopic if substitution of first one and then the other by an atom or a group which is not already attached to the ligating centre gives identical product. For example, all hydrogen atoms in methylene dichloride methyl chloride, ethylene, and allene (Figure 2.) are homotopic. (Substitution of hydrogen atoms in each set gives a single product) Figure 2. Homotopic ligands CHEMISTRY PAPER 1: ORGANIC CHEMISTRY- I (Nature of Bonding and Stereochemistry) MODULE 23: Enantiotopic and diastereotopic atoms, groups and faces ____________________________________________________________________________________________________ The two methine hydrogens in (+), - tartaric acid (I) [as also in the (-)-enantiomer] are also homotopic since their respective replacement by deuterium leads to identical product (Figure 3.). Figure 3. Homotopicity in tartaric acid Two faces of a double bond are homotopic if addition to either face gives identical product, e.g., formation of ethanol by addition of MeMgI to either face of formaldehyde (Figure 4). The two faces of the dialkyl sulphide (IV) are homotopic by the same manner. Alternatively, the two lone pairs may be considered to be homotopic. Figure 4. Homotopic faces 4.2 Symmetry criterion Ligands are homotopic (by internal comparison) if they can interchange positions by rotation around a simple axis Cn ( > n > 1). Thus the two hydrogen in methylene dichloride, the three hydrogens of methyl chloride, and the four hydrogens of ethylene can interchange positions through rotations around C2, C3 and C2 axes respectively (Figure 2). In allene, the geminal hydrogens are interchangeable in pairs by rotation around the molecular axis (C2 axis) while the non-geminal hydrogens are interchangeable CHEMISTRY PAPER 1: ORGANIC CHEMISTRY- I (Nature of Bonding and Stereochemistry) MODULE 23: Enantiotopic and diastereotopic atoms, groups and faces ____________________________________________________________________________________________________ through rotation around the two C2 axis perpendicular to the former. All the four hydrogen atoms are thus homotopic. Similarly, for (+)- tartaric acid the two methine protons are interchangeable through rotation around a C2 axis either in the eclipsed conformation or in a staggered conformation. This pairs of ligands are, therefore, homotopic. The following points may be noted: (1) Any achiral or chiral molecule with a Cn axis ( > n >1) must contain at least one set of homotopic. (2) Molecules belonging to non-axial point groups, such as C1, CS and Ci and also Cv do not possess any Cn axis cannot have homotopic ligands. (3) For conformationally mobile systems, if the structural change is rapid on the time scale of observation, homomorphic ligands (interchanged under condition of fast rotation) are homotopic (e.g., H’s in cyclohexane). (4) In a rigid molecule, the number of homotopic ligands belonging to a set cannot be greater than (although it may be equal to) its symmetry number (). (5) Faces of double bonds, carbonium ions, and molecules with disubstituted atoms capable of accepting a third ligand (e.g., R-S-R) are homotopic if they interchange through a C2 axis. 5. Stereoheterotopic ligands The stereoheterotopic ligands are of two types: enantiotopic if their positions in the molecule are related in mirror-image fashion and diastereotopic if their positions do not bear a mirror-image relationship. 5.1 Enantiotopic ligands and faces Enantiotopic ligands and faces may be recognized by the application of the substitution-
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