NO9311 INTRODUCTION TO QUANTUM CONCEPTS SYLLABUS | ANNA UNIVERSITY MTECH NANO TECHNOLOGY 1ST SEM SYLLABUS REGULATION 2009 2011 2012-2013 BELOW IS THE ANNA UNIVERSITY FIRST SEMESTER M.TECH NANOTECHNOLOGY DEPARTMENT SYLLABUS, TEXTBOOKS, REFERENCE BOOKS,EXAM PORTIONS,QUESTION BANK,PREVIOUS YEAR QUESTION PAPERS,MODEL QUESTION PAPERS, CLASS NOTES, IMPORTANT 2 MARKS, 8 MARKS, 16 MARKS TOPICS. IT IS APPLICABLE FOR ALL STUDENTS ADMITTED IN THE YEAR 2011 2012-2013 (ANNA UNIVERSITY CHENNAI,TRICHY,MADURAI, TIRUNELVELI,COIMBATORE), 2009 REGULATION OF ANNA UNIVERSITY CHENNAI AND STUDENTS ADMITTED IN ANNA UNIVERSITY CHENNAI DURING 2009
NO9311 INTRODUCTION TO QUANTUM CONCEPTS L T P C
3 0 0 3
UNIT I THE PHYSICAL BASIS OF QUANTUM MECHANICS 9
Limitation of classical physics – Plank’s Quantum hypothesis- Einstein's photoelectric
effect- wave nature of particle-The uncertainty principle- Schrodinger’s Time dependent
and independent wave equations- particle in a box- Harmonic oscillator- rigid rotator.
UNIT II FORMALISM OF QUANTUM MECHANICS 9
Linear operator- Hermitian operator-Postulates of Quantum mechanics-Simultaneous
measurability of observable – Equations in motion- Linear harmonic oscillator- Operator
method-particle moving in a spherically symmetric potential- hydrogen atom- Hydrogen
orbitals- Matrix representation of wave functions.
UNIT III ANGULAR MOMENTUM 9
The angular momentum operators-Eigen values and eigen functions of L and L –Eigen
values of J and J- spin angular momentum- Addition of angular momenta-Clebsh-Gordan
coefficients-Computations.
UNIT IV THE VARIATION METHOD AND PERTURBATION THEORY 9
The variational principle- variation method for excited states- The ground states of
Helium, hydrogen molecule-Deuteron-First order perturbation-Harmonicperturbation-
Transition to continuous states.
UNIT V RELATIVISTIC WAVE EQUATIONS 9
Klein-Gordan equation-particle in a coulomb field- Dirac’s equation for a free particle-plane
wave solution-Negative energy states- Magnetic moment of the electron-Radial equations
for an electron in a general potential-many electrons atoms-Hatree equations-Hatree-Fock
equation.
TOTAL: 45 PERIODS
TEXT / REFERENCE BOOKS:
1. Aruldhass.G “Quantum Mechanics”,Printice Hall of India pvt Ltd. New Delhi2004.
2. Mathew.B.M and Venkatesan.K “A Text book of Quantum Mechanics”, Tata McGraw
Hill publication New Delhi 2007.
3. Schiff.L.I “Quantum Mechanics”, McGraw Hill book company 1968.
4. Ghatak and Lokanathan, “Quantum Mechanics”, The Macmilan company of India Ltd,
1975
5. Amit Goswami, “Quantum Mechanics”, WCB publishers,1992.
NO9311 INTRODUCTION TO QUANTUM CONCEPTS L T P C
3 0 0 3
UNIT I THE PHYSICAL BASIS OF QUANTUM MECHANICS 9
Limitation of classical physics – Plank’s Quantum hypothesis- Einstein's photoelectric
effect- wave nature of particle-The uncertainty principle- Schrodinger’s Time dependent
and independent wave equations- particle in a box- Harmonic oscillator- rigid rotator.
UNIT II FORMALISM OF QUANTUM MECHANICS 9
Linear operator- Hermitian operator-Postulates of Quantum mechanics-Simultaneous
measurability of observable – Equations in motion- Linear harmonic oscillator- Operator
method-particle moving in a spherically symmetric potential- hydrogen atom- Hydrogen
orbitals- Matrix representation of wave functions.
UNIT III ANGULAR MOMENTUM 9
The angular momentum operators-Eigen values and eigen functions of L and L –Eigen
values of J and J- spin angular momentum- Addition of angular momenta-Clebsh-Gordan
coefficients-Computations.
UNIT IV THE VARIATION METHOD AND PERTURBATION THEORY 9
The variational principle- variation method for excited states- The ground states of
Helium, hydrogen molecule-Deuteron-First order perturbation-Harmonicperturbation-
Transition to continuous states.
UNIT V RELATIVISTIC WAVE EQUATIONS 9
Klein-Gordan equation-particle in a coulomb field- Dirac’s equation for a free particle-plane
wave solution-Negative energy states- Magnetic moment of the electron-Radial equations
for an electron in a general potential-many electrons atoms-Hatree equations-Hatree-Fock
equation.
TOTAL: 45 PERIODS
TEXT / REFERENCE BOOKS:
1. Aruldhass.G “Quantum Mechanics”,Printice Hall of India pvt Ltd. New Delhi2004.
2. Mathew.B.M and Venkatesan.K “A Text book of Quantum Mechanics”, Tata McGraw
Hill publication New Delhi 2007.
3. Schiff.L.I “Quantum Mechanics”, McGraw Hill book company 1968.
4. Ghatak and Lokanathan, “Quantum Mechanics”, The Macmilan company of India Ltd,
1975
5. Amit Goswami, “Quantum Mechanics”, WCB publishers,1992.
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