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Quick Facts

Medium Of InstructionsMode Of LearningMode Of Delivery
EnglishSelf StudyVideo and Text Based

Course Overview

The Quantum Mechanics online program is a 12-week-long course designed to make the learners appreciate the neatness of Dirac’s bracket notation. It covers foundational concepts and explains them in simple terms to enable participants to pursue advanced courses afterward. The study of Dirac’s bracket notation will help the students explore various aspects of the microscopic world.

The Quantum Mechanics certification course is drafted and delivered by the celebrated Indian Institute of Technology (IIT), Bombay. It is brought to you by the National Program on Technology Enhanced Learning (NPTEL), which is a project of the Ministry of Human Resource Department (MHRD). Also, it is a Faculty Development Program (FDP) in Physics permitted by the AICTE.

The Quantum Mechanics training will teach various ideas of quantum mechanics including function spaces, Schrodinger pictures, angular momentum, quantum computer, tensor operators, and more. This core course also gives the candidates a chance to receive a digital certificate after fulfilling some fixed eligibility conditions.

The Highlights

  • AICTE approved a 12-week program
  • Physics subject
  • Starts on a fixed date
  • Undergraduate level study 
  • Course from Indian Institute of Technology, Bombay
  • Self-paced learning
  • Exam and enrolment dates available on the SWAYAM website
  • Course type: Core

Programme Offerings

  • Free course access
  • video lectures
  • Expert instructors
  • Self-directed learning
  • Paid certification
  • Written exam
  • A shareable certificate
  • digital learning
  • Teaching assistant
  • learning material
  • An offering of IIT Bombay
  • assignments

Courses and Certificate Fees

Fees InformationsCertificate AvailabilityCertificate Providing Authority
INR 1000yesIIT Bombay
  • There are no charges to enroll in the Quantum Mechanics course
  • Candidates interested in taking the written exam have to pay an exam fee of Rs 1,000

Quantum Mechanics I fee structure

Course option

Fee

Quantum Mechanics I (Access only)

Free

Quantum Mechanics I (Exam fee)

Rs. 1,000


Eligibility Criteria

To join the Quantum Mechanics program, you must have completed a sophomore-level course on Quantum Physics and applications. You also need to be familiar with concepts including expectation values, the wave function, and Schrodinger’s equation. 

Furthermore, the eligibility for the Quantum Mechanics certification is subject to the achievement of a minimum of 40% marks as the final score. This final score comprises a written exam score (75% weightage) and an average assignment score (25% weightage) based on the best eight assignments out of a total of 12. Fulfillment of both criteria is mandatory to receive the certification.

What you will learn

Knowledge of physics

The Quantum Mechanics I syllabus comprehensively covers topics related to Quantum Mechanics. By the time you complete this course, you should have studied:

  • Dirac’s bracket notation
  • Basic concepts of quantum mechanics
  • Comparison of Classical mechanics with quantum mechanics
  • Impactful theories and important experiments of quantum mechanics

Who it is for

The Quantum Mechanics online course is designed specifically for students of BTech in Electrical Engineering, MSc (five-year integrated Chemistry), MSc Physics, and such related fields.


Admission Details

Follow these simple steps given below to join the Quantum Mechanics online program by SWAYAM. 

Step 1 – Follow this link by clicking on it - https://onlinecourses.nptel.ac.in/noc21_ph04/preview. You will land on the Quantum Mechanics course page.

Step 2 – Tap on the ‘Sign-in/Register’ button at the top of the page to open the SWAYAM registration form.

Step 3 – As a new user, you can click on the ‘Sign up now’ link, enter your details and create a new account. Alternatively, you can log in by linking your Google, Facebook, or Microsoft ID.

Step 4 – After registration is complete, just click on the ‘Join’ button on the Quantum Mechanics program page and enroll successfully.

NOTE – You are advised to check the last date for enrolment carefully on the SWAYAM web portal.

Application Details

Getting admission in the Quantum Mechanics online training is simple. You just have to open the SWAYAM website, register for an account, provide basic info like name, qualification, email ID, etc. and enroll in the course. No application form is required to apply for the program.

The Syllabus

  • Introduction to Quantum Mechanics-I
  • Introduction to Quantum Mechanics-II
  • Review of Particle in Box
  • Potential Well
  • Barrier
  • Harmonic Oscillator-I
  • Review of Particle in Box
  • Potential Well
  • Barrier
  • Harmonic Oscillator-II

  • Bound States-I
  • Bound States-II
  • Conditions and Solutions for One Dimensional Bound States - I
  • Conditions and Solutions for One Dimensional Bound States - II

  • Linear Vector Space (LVS) - I
  • Linear Vector Space (LVS) - II
  • Linear Vector Space (LVS) - III
  • Basis for Operators and States in LVS - I

  • Function Spaces - I
  • Function Spaces - II
  • Postulates of Quamtum Mechanics - I
  • Postulates of Quantum Mechanics – II

  • Classical Vs Quantum Mechanics - I
  • Classical Vs Quantum Mechanics - II
  • Compatible Vs Incompatible Observables - I
  • Compatible Vs Incompatible Observables - II

  • Schrodinger and Heisenberg Pictures - I
  • Schrodinger and Heisenberg Pictures - II
  • Solutions to Other Coupled Potential Energies-I
  • Solutions to Other Coupled Potential Energies-II

  • Hydrogen Atom Wave Functions
  • Angular Momentum Operators
  • Identical Particles-I
  • Hydrogen Atom Wave Functions
  • Angular Momentum Operators
  • Identical Particles-II
  • Identical Particles
  • Quantum Computer-I
  • Identical Particles
  • Quantum Computer-II

  • Harmonic Oscillator -I
  • Harmonic Oscillator -II
  • Ladder Operators -I
  • Ladder Operators -II

  • Stern-Gerlach Experiment-I
  • Stern-Gerlach Experiment-II
  • Oscillator Algebra Applications-I

  •  Angular Momentum-1 -I
  • Angular Momentum-1 -II
  • Rotations Groups -I
  • Rotations Groups -II

  • Addition of Angular Momentum-I
  • Addition of Angular Momentum-II
  • Clebsch-Gordan Coefficient -I
  • Clebsch-Gordan Coefficient -II

  • Clebsch-Gordan Coefficient -III
  • Tensor Operators & Wigner-Eckart Theorem-I
  • Tensor Operators & Wigner-Eckart Theorem-II
  • Tensor Operators & Wigner-Eckart Theorem-III

Evaluation process

Candidates who wish to receive the Quantum Mechanics certification, have to appear in person for the proctored written exam. It will be held in specific exam centers in two different shifts – afternoon (2 pm to 5 pm) and evening (9 am to 12 pm). Students can check the exam date on the SWAYAM portal.

Interested candidates have to fill and submit the online registration form and pay the exam fee to book a spot in the Quantum Mechanics course examination. More details about the exam will be announced shortly when the registration URL goes live.

Instructors

IIT Bombay Frequently Asked Questions (FAQ's)

1: Which institute developed the Quantum Mechanics course?

The Quantum Mechanics program is developed by the Indian Institute of Technology (IIT), Bombay.

2: Who will be my mentor for the Quantum Mechanics course?

Prof. P. Ramadevi of IIT Bombay will be your instructor for this online course.

3: Can I choose not to sit in the Quantum Mechanics online course examination?

Yes, it is optional to appear in the written exam for the Quantum Mechanics course. However, no certificate will be provided to the students who do not take the exam.

4: How will I receive the Quantum Mechanics certification?

When you clear the eligibility criteria, you will get the certificate in digital format (e-certificate).

5: Do I need to have a background in Quantum Mechanics to join this course?

You must have studied quantum applications and Physics with topics including expectation values, Schrodinger equation, and wave function before joining the Quantum Mechanics course.

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