Friday, 19 November 2021

Heisenberg method: Matrix representation of eigen value equation


Dear students

  In PH 222 course entitled Thermodynamics, statistical and quantum physics, there is unit 3 in which Heisenberg method featuring the matrix representation of eigen value problems is mentioned. The audio lecture and lecture note corresponding to it is provided. Watch and listen to it. Click the links below.



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Saturday, 13 November 2021

Lesson plan for Department of Physics

II DC S3 Chemistry (2020 admission): Portion division

[11/19, 11:26 AM] Dr. Chalana:
PY1331.2 – Optics, Magnetism and Electricity 
Unit I 
Interference (11 hours)
Polarisation (6 hours)

[11/19, 12:19 PM] Dr.Siji Narendran: 
PY1331.2 – Optics, Magnetism and Electricity 

Unit I 

Diffraction 11 hrs
Laser and Fibre Optics (6 hours)

[11/19, 11:28 AM] Dr. Sreejith Krishnan: 
PY1331.2 – Optics, Magnetism and Electricity 

Unit II
Magnetism (10 hrs)
Electricity (10 hrs)

 I MSc (2021 Admission)  portion division

Officially classes start on 15/11/2021.

Dr. Arun S. Prasad
4 credit theory classes, total 72 hrs of portions to be covered

PH 212 Mathematical physics : unit 2: differential equations and special functions (36 hrs)

PH213 Basic electronics: Unit 3: Optoelectronics and instrumentation (36 hrs)

Dr. Tintu R: Portions for 1MSC
PH 212:Mathematical physics Unit 3.(36 hr)

Dr. Induja I.J.: I MSc (36 h)
PH 211-Classical mechanics Unit II

Dr.Chalana S. R.: Portions for 1MSC
PH 211:Classical mechanics
Unit I (36 hr)

Dr. Siji Narendran N. K.:  3 Credit theory classes 54 hrs
PH 213 Basic Electronics 
Unit III Digital electronics 36 hrs
Unit I Operational Amplifiers 18 hrs

Dr. Sreejith Krishnan: S1 MSc Portion Division
Total: 54 hrs (3 hrs/Week)

PH 211 Classical Mechanics
Unit III (38hrs)

PH 213 Basic Electronics
Unit I (18hrs)
Selections from electronic circuits (10hrs)
Microwave solid state electronic devices (8hrs)

Dr. Sasanka Kumar: I st MSc
Mathematical physics
Unit 1(36 hrs)



Sunday, 31 October 2021

Introduction to entropy

Dear students
 Go through the lecture notes regarding introduction to entropy.


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Monday, 25 October 2021

Numerical solution to partial differential equations such as Laplace's and Poisson's equation


Dear Students

Go through the following link for lecture notes regarding numerical solution to partial differential equations such as Laplace's and Poisson's equation.


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Regards....
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