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SEMINAR ON -
CLASSIFICATION OF MOLECULES INTO POINT GROUPS
PRESENTED BY
NIKHIL J LAKKAD
UUP212520
1ST M.Sc. CHEMISTRY
DEPARTMENT OF CHEMISTRY
CONTENTS
• INTRODUCTION –
• SYMMETRY OPERATION
• SYMMETRY ELEMENTS
• POINT GROUPS
• CLASSIFICATION OF POINT GROUP
• MOLECULES WITH LOW SYMMETRY
• MOLECULES WITH HIGH SYMMETRY
• MOLECULES WITH SPECIAL SYMMETRY
• EXAMPLES
• REFERANCES
INTRODUCTION
The arrangement of atoms or groups atoms in a molecule are described
formally in terms of symmetry aspects. This symmetry arises because of
atoms or groups of atoms it’s repeated in a regular rhythmic way to form a
pattern.These are described by symmetry operations, which are intricately
linked with symmetry elements.
SYMMETRY OPERATIONS
• Symmetry operation can be simply understood as a geometrical
manipulation in such a way that an equivalent or indistinguishable
configuration of the molecule always results after the operation is
performed. The new product configuration need not always be identical 2
third of the order, but it is sufficient if it is equivalent.
SYMMETRY ELEMENTS
While symmetry operations are some physical manipulation to get equivalent
configuration a symmetry element is a geometrical entity. there are five types
of symmetry elements
• Rotational axis of symmetry, Cn
• Plane of symmetry. σ
• improper rotation axis of symmetry, Sn
• Inversion centre or centre of symmetry, i
• Identity element, E
POINT GROUPS
• These are the methods of classifying the shapes of molecules according to
their symmetry elements.They are called point groups because we consider
that all symmetry elements pass through a point and it remains unchanged.
This point is also known as the centre of gravity of the compound.
• This point remains unshifted during all the operations generating these
elements hence the grouping of such elements is identified as a point group.
CLASSIFICATION OF MOLECULES IN POINT
GROUP
• Based on the previous table the whole range of available molecules is
divided into three types
• Molecules of low symmetry
• molecules of high symmetry
• Molecules of special symmetry
EXAMPLES
Predict the geometry and identify the point group.
a. NH2Cl b. CO3
2- c. BrF4
–
d. HCN e. SiFClBrI f. SeF4
REFERANCE
• Symmetry and spectroscopy of molecules
- KVeera Reddy
• Inorganic chemistry - Principles of structure and reactivity
- James E. Huheey
• https://www.staff.ncl.ac.uk/j.p.goss/symmetry/Molecules_pov.html
• https://chem.libretexts.org/Bookshelves/Inorganic_Chemistry/Supplemental_Mod
ules_and_Websites_(Inorganic_Chemistry)/Advanced_Inorganic_Chemistry_(Wiki
book)/01%3A_Chapters/1.01%3A_Symmetry_Elements

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point group).pptx

  • 1. SEMINAR ON - CLASSIFICATION OF MOLECULES INTO POINT GROUPS PRESENTED BY NIKHIL J LAKKAD UUP212520 1ST M.Sc. CHEMISTRY DEPARTMENT OF CHEMISTRY
  • 2. CONTENTS • INTRODUCTION – • SYMMETRY OPERATION • SYMMETRY ELEMENTS • POINT GROUPS • CLASSIFICATION OF POINT GROUP • MOLECULES WITH LOW SYMMETRY • MOLECULES WITH HIGH SYMMETRY • MOLECULES WITH SPECIAL SYMMETRY • EXAMPLES • REFERANCES
  • 3. INTRODUCTION The arrangement of atoms or groups atoms in a molecule are described formally in terms of symmetry aspects. This symmetry arises because of atoms or groups of atoms it’s repeated in a regular rhythmic way to form a pattern.These are described by symmetry operations, which are intricately linked with symmetry elements.
  • 4. SYMMETRY OPERATIONS • Symmetry operation can be simply understood as a geometrical manipulation in such a way that an equivalent or indistinguishable configuration of the molecule always results after the operation is performed. The new product configuration need not always be identical 2 third of the order, but it is sufficient if it is equivalent.
  • 5. SYMMETRY ELEMENTS While symmetry operations are some physical manipulation to get equivalent configuration a symmetry element is a geometrical entity. there are five types of symmetry elements • Rotational axis of symmetry, Cn • Plane of symmetry. σ • improper rotation axis of symmetry, Sn • Inversion centre or centre of symmetry, i • Identity element, E
  • 6. POINT GROUPS • These are the methods of classifying the shapes of molecules according to their symmetry elements.They are called point groups because we consider that all symmetry elements pass through a point and it remains unchanged. This point is also known as the centre of gravity of the compound. • This point remains unshifted during all the operations generating these elements hence the grouping of such elements is identified as a point group.
  • 8. • Based on the previous table the whole range of available molecules is divided into three types • Molecules of low symmetry • molecules of high symmetry • Molecules of special symmetry
  • 9. EXAMPLES Predict the geometry and identify the point group. a. NH2Cl b. CO3 2- c. BrF4 – d. HCN e. SiFClBrI f. SeF4
  • 10. REFERANCE • Symmetry and spectroscopy of molecules - KVeera Reddy • Inorganic chemistry - Principles of structure and reactivity - James E. Huheey • https://www.staff.ncl.ac.uk/j.p.goss/symmetry/Molecules_pov.html • https://chem.libretexts.org/Bookshelves/Inorganic_Chemistry/Supplemental_Mod ules_and_Websites_(Inorganic_Chemistry)/Advanced_Inorganic_Chemistry_(Wiki book)/01%3A_Chapters/1.01%3A_Symmetry_Elements