The subjects followed by the curriculum through a 2 year Course. The Syllabus may slightly vary based upon different universities and colleges.
Semester |
Subjects of Study |
SEM. I |
Inorganic Chemistry I |
SEM. II |
Inorganic Chemistry II Organic Chemistry II Physical Chemistry II Principles of Spectroscopy Chemistry Lab-IV - Inorganic - Analytical Chemistry Lab-V - Organic Chemistry Lab-VI - Physical |
SEM.III |
Group Theory and Applications of Spectroscopy
Organic Synthetic Methods Chemistry of Materials Nuclear & Radiochemistry Chemistry Lab VII – Inorganic/Analytical Chemistry Lab VIII - Organic Chemistry Lab IX – Physical |
SEM. IV |
Analytical Chemistry – III |
The syllabus for this course which may vary from colleges and universities the syllabus has a wide range of applications in the field of chemistry.
MSc Chemistry Syllabus
|
|
Principals of Organic Chemistry | |
1 | Review of structure and bonding |
2 | Methods of resolution |
3 | stereochemistry |
4 | Elements of symmetry |
5 | Thero and erythroid isomers |
6 | Asymmetric synthesis |
7 | Thermodynamics |
8 | The Hammett equation |
9 | Different Oxidation Processes |
10 | Different Reductive processes |
Inorganic Reaction Mechanism and Organometallics | |
1 | Substitution of Octahedral planar complexes |
2 | Marcus theory |
3 | Inorganic photochemistry |
4 | Adamson's rules |
5 | Organometallic Chemistry |
6 | Homogeneous catalysis |
7 | Fluxional molecules |
8 | Spectral and magnetic properties |
9 | photoredox reactions |
10 | Metal arene complexes |
Quantum Chemistry
|
|
1 |
Review of essential mathematics concepts
|
2 | Tunneling |
3 | rigid rotator |
4 | Hydrogen atom |
5 |
Linear variation principle
|
6 |
Perturbation theory
|
7 |
Separation energies
|
8 | Viral theorem |
9 | Hybridization |
10 |
Introduction to theHCF
|
Classical and Statistical Thermodynamics
|
|
1 |
Classical Thermodynamics
|
2 |
Review of the laws of thermodynamics
|
3 |
concept and determination of fugacity
|
4 |
coefficient of electrolytic solutions
|
5 |
Statistical concepts and examples
|
6 | Basic postulates |
7 |
Probability calculations
|
8 |
Equilibrium conditions and constraints
|
9 |
Fermi-Dirac statistics
|
10 |
Fermi-Dirac equation
|