E-Resources

  • Dr. Aditya Saxena:

1. Thermal Physics, e-Book/e-Content, (Institute of Life Long Learning (ILLL), India, 2015) Sole Editor:

Aditya Saxena. ISBN: 978-81-931455-8-6

2. Digital Electronics, e-Book/e-Content, (Institute of Life Long Learning (ILLL), India, 2015) Sole Editor:

Aditya Saxena. ISBN: 978-81-931455-9-3

3. Mechanics, e-Book/e-Content, (Institute of Life Long Learning (ILLL), India, 2015) Sole Editor: Aditya

Saxena. ISBN: 978-93-85611-79-7

4. Oscillations and Waves, e-Book/e-Content, (Institute of Life Long Learning (ILLL), India, 2015) Sole

Editor: Aditya Saxena. ISBN: 978-93-85611-81-0

5. Electricity and Magnetism, e-Book/e-Content, (Institute of Life Long Learning (ILLL), India, 2015)

Sole Editor: Aditya Saxena. ISBN: 978-93-85611-82-7

6. Mathematical Physics-I, e-Book/e-Content, (Institute of Life Long Learning (ILLL), India, 2015) Sole

Editor: Aditya Saxena. ISBN: 978-93-85611-78-0

7. Mathematical Physics-II, e-Book/e-Content, (Institute of Life Long Learning (ILLL), India, 2015) Sole

Editor: Aditya Saxena. ISBN: 978-93-85611-80-3

8. Mathematical Physics-III, e-Book/e-Content, (Institute of Life Long Learning (ILLL), India, 2015) Sole

Editor: Aditya Saxena. ISBN: 978-93-85611-83-4

9. Microprocessor and Computer Programming, e-Book/e-Content, (Institute of Life Long Learning

(ILLL), India, 2015) Sole Editor: Aditya Saxena. ISBN: 978-93-85611-84-1

10. Optics, e-Book/e-Content, (Institute of Life Long Learning (ILLL), India, 2015) Sole Editor: Aditya

Saxena. ISBN: 978-93-85611-85-8

11. Numerical Analysis, e-Book/e-Content, (Institute of Life Long Learning (ILLL), India, 2015) Sole

Editor: Aditya Saxena. ISBN: 978-93-85611-86-5

Chapters in Edited Books

1. ‘Dynamics of carbon in different layers of graphite’, Disordered Materials, (Narosa, India, 2003),

Chapter 21, Page 126. Co-authors: S.P.Tewari and Poonam Silotia.  ISBN: 978-81-7319-463-4

e-Content in e-PG Pathshala (NME-ICT, MHRD):

1. Paper: Quantum Mechanics-1

(https://epgp.inflibnet.ac.in/ahl.php?csrno=28)

(i) Module 1: Some earlier attempts towards Quantum Mechanical concepts-I (Quadrant:

Self Learn)

(ii) Module 2: Review of some earlier attempts -II (Quadrant: Self Learn)

(iii) Module 3: Heisenberg’s Uncertainty Principle-1 (Quadrant: Self Learn)

(iv) Module 4: Linear Vector Spaces (Quadrant: Self Learn)

(v) Module 5: Functional Vector Spaces and Operators (Quadrant: Self Learn)

(vi) Module 6: Linear Vector Spaces and Operators (Quadrant: Self Learn)

(vii) Module 7: Postulates of Quantum Mechanics and representations of vectors, bases and

unitary operators (Quadrant: Self Learn)

(viii) Module 8: Connection between State vectors and wave function in x-space and

momentum space: Dynamical Variables as Matrix Operators (Quadrant: Self Learn)

(ix) Module 9: Commuting operators and a complete set of commuting operators (Quadrant:

Self Learn)

(x) Module 10: On properties of operators, their commutators and some useful, important

identities (Quadrant: Self Learn)

(xi) Module 11: Generalized Uncertainty Principle (Quadrant: Self Learn)

(xii) Module 12: Quantum Dynamics: Heisenberg’s Picture (Quadrant: Self Learn)

(xiii) Module 13: Linear Harmonic Oscillator (Operator Method) (Quadrant: Self Learn)

(xiv) Module 14: Coherent states of the Harmonic Oscillator (Quadrant: Self Learn)

(xv) Module 15: Symmetries in Quantum Mechanics (Quadrant: Self Learn)

(xvi) Module 16: Symmetries II: Discrete Symmetry Transformations (Quadrant: Self Learn)

(xvii) Module 17: Permutation Symmetries in Quantum Mechanics (Quadrant: Self Learn)

(xviii) Module 19: Angular Momentum-II (Quadrant: Self Learn)

(xix) Module 20: Orbital Angular Momentum and Spherical Harmonics (Quadrant: Self Learn)

(xx) Module 21: Orbital Angular Momentum and Spherical Harmonics-II (Quadrant: Self Learn)

(xxi) Module 22: Addition of Angular Momentum and Clebsch Gordon Coefficients (Quadrant:

Self Learn)

(xxii) Module 23: Coupling of Angular Momentum, Selection Rules (Quadrant: Self Learn)

(xxiii) Module 24: Clebsch Gordon Coefficients (Quadrant: Self Learn)

(xxiv) Module 25: Study of a few examples to evaluate Clebsch Gordon Coefficients (Quadrant:

Self Learn)

(xxv) Module 26: Review of earlier attempts III: Matter Waves (Quadrant: Self Learn)

(xxvi) Module 29: Symmetries in Quantum Mechanics (Quadrant: Self Learn)

2. Paper: Electromagnetic Theory

(https://epgp.inflibnet.ac.in/ahl.php?csrno=28)

(i) Module 1: Mathematical Preliminaries-I (Quadrant: Self Learn)

(ii) Module 2: Mathematical Preliminaries-II (Quadrant: Self Learn)

(iii) Module 3: Maxwell’s Equations-I (Quadrant: Self Learn)

(iv) Module 4: Maxwell’s Equations-II (Quadrant: Self Learn)

(v) Module 5: Conservation Laws-I (Quadrant: Self Learn)

(vi) Module 6: Conservation Laws-II (Quadrant: Self Learn)

(vii) Module 7: Electromagnetic Waves-I (Quadrant: Self Learn)

(viii) Module 8: Electromagnetic Waves-II (Quadrant: Self Learn)

(ix) Module 10: Waveguide and Cavities (Quadrant: Self Learn)

(x) Module 11: Theory of Relativity-I (Quadrant: Self Learn)

(xi) Module 12: Theory of Relativity-II (Quadrant: Self Learn)

(xii) Module 27: Theory of Relativity-III (Quadrant: Self Learn)

  • Dr. Deepti Goel:

DEVELOPMENT OF e-CONTENT@Deepti Goel

A You Tube Channel has been published under the name 'LEARNING PHYSICS WITH DEEPTI GOEL'. It is an attempt to serve the students in this crucial Pandemic period of Covid-19.

The link of the channel is

https://www.youtube.com/channel/UCQbLjFMMZaxtCtB56_BqxpQ/featured

List of links of published videos :-

1. https://youtu.be/bZGzgIbgFD4 - Lissajous Figures

2. https://youtu.be/iPvwWWSvhZE - Melde's Experiment

3. https://youtu.be/I_h8akawOJY - CATHODE RAY OSCILLOSCOPE

4. https://youtu.be/zS_xiDu3Vo0 - Atomic Nucleus Part-1

5. https://youtu.be/J2RHcCh2Vpg - PROPERTIES OF ATOMIC NUCLEUS PART 1

6. https://youtu.be/G8LfWSdqqPw - PROPERTIES OF ATOMIC NUCLEUS PART 2

7. https://youtu.be/KUNV5ITIzhw - NUCLEAR STABILITY, NUCLEAR FORCES AND PROPERTIES OF NUCLEAR FORCES

8. https://youtu.be/yH6icNrhz4Q - NUCLEAR MAGNETIC MOMENT AND ELECTRIC QUADRUPOLE MOMENT

9. https://youtu.be/ymaxRP5_0YM - NUCLEAR MODEL- LIQUID DROP MODEL

10. https://youtu.be/FvFTEL8wW9U - MASS PARABOLA EQUATION

11. https://youtu.be/eQbPeqgCNis - Experimental Evidence of Magic Number

12. https://youtu.be/91aUTR2maEM - ASSUMPTIONS OF NUCLEAR SHELL MODEL

13. https://youtu.be/5PVLaVhonlQ - NUCLEAR SHELL MODEL

14. https://youtu.be/HiGoP-Jjj8M - SUCCESS OF THE NUCLEAR SHELL MODEL

15. https://youtu.be/tWhEvMfuW9c - RADIO ACTIVITY AND PROPERTIES OF ALPHA, BETA AND GAMMA RAYS

16. https://youtu.be/tKVamJ9B1z4 - Laws of RadioActivity and Average and Half Life Time

17. https://youtu.be/gzesWYdShDo - RadioActive Series

18. https://youtu.be/4PoUh5J3e-U - Successive Transformation and RadioActive Equilibrium

19. https://youtu.be/JPaW6M_ZjdU - Discovery and Properties of Neutrons

20. https://youtu.be/wEgq0OHmFQI - β-Decay

21. https://youtu.be/M0HePOrGL8w - β Spectra and ϒ Decay

22. https://youtu.be/rmsg9Jx__WQ - Alpha Decay Part 1

23. https://youtu.be/ksOUfIDMXZU - Alpha Decay Part 2

24. https://youtu.be/32Q1PU-9tlk - Alpha Decay Part 3

25. https://youtu.be/Eo6I1_w2Lro - Gamow's Theory of Alpha Decay

26. https://youtu.be/NVTSg56Gt3Q - Classification of Elementary Particles

27. https://youtu.be/-UXT1f38r_c - PARAMETERS OF ELEMENTARY PARTICLES PART 1

28. https://youtu.be/GljR6IE2Tys - PARAMETERS OF ELEMENTARY PARTICLES PART II

29. https://youtu.be/GK9ygQfxXb8 - Conservation Laws

30. https://youtu.be/rKi7QMb-yJc - QUARKS

31. https://youtu.be/Y2NXGfzglp8 - COSMIC RAYS PART -1

32. https://youtu.be/VGwqUFiOgyw - COSMIC RAYS PART 2

33. https://youtu.be/ZwQ4iYte4K0 - COSMIC RAYS PART -3

34. https://youtu.be/pBkJAiX9W4s - Types of Interactions

35. https://youtu.be/jCFtyDbGHFE - Tale of discovery of elementary particles

36. https://youtu.be/H4Iw7r_pjeg - Eight fold symmetry in mesons and baryons

37. https://youtu.be/jkKzKqJbWIE - INTRODUCTION TO C++

38. https://youtu.be/aEAe9uqwCMU - Header and data types

39. https://youtu.be/c8uiZirfIeQ - DECLARATION OF VARIABLES

40. https://youtu.be/fyDtlpYCNd4 - INPUT OUTPUT FORMATTED FUNCTIONS

41. https://youtu.be/VqStVx9-OY0 - C++ Manipulator

42. https://youtu.be/hiquj2SVvpg - CONTROL STATEMENT- IF ELSE AND SWITCH

43. https://youtu.be/E8dwM_HLRXs - Do while for statement

44. https://youtu.be/-hWLaFvKvaQ - Bisection Method

45. https://youtu.be/6XRuBTYjdpU - Laplace Transform

46. https://youtu.be/jUWpeHImhpI - Properties of Laplace Transform

47. https://youtu.be/QJ01WURrYXs - Laplace Transform of Derivative

48. https://youtu.be/yEQvhJLlPVg - Initial and final value theorem

49. https://youtu.be/smU7V1Od0Zc - Laplace Transform of Integral of Function, L[t . f(t)] , L[f(t)/t]

50. https://youtu.be/UZV_PqfmDRM - Laplace transform of unit step function

51. https://youtu.be/ah3thoasfrM - Convolution theorem

52. https://youtu.be/pUe2RNkuzbA - Laplace transform of periodic functions

53. https://youtu.be/bC9zHM1TIog - Evaluation of Integrals

54. https://youtu.be/vz8EQ0kQcdk - Inverse Laplace Transforms

55. https://youtu.be/s1CFllauL2E - Solving Inverse Laplace Transform using Partial Fraction Method and Convolution Theorem

56. https://youtu.be/-2VAB9k-WSc - INVERSE LAPLACE TRANSFORM OF DERIVATIVE AND INTEGRAL OF FS

57. https://youtu.be/U2NqyjFw8BM - Solving differential equations using Laplace Transform

58. https://youtu.be/Lku4jbs2Ijs - Spectrometer

59. https://youtu.be/hKDiciY4KCA - Vernier of Spectrometer

60. https://youtu.be/nvnN2zXkiu4 - Least Count of Spectrometer

61. https://youtu.be/XZgUF5Cjk2o - How to Note the Readings in the Vernier of spectrometer

62. https://youtu.be/nYkP9Ro1MXk - Integral Transform

63. https://youtu.be/bBnX_Wv_af0 - Fourier Transforms

64. https://youtu.be/xN_rI6lMZeA - Numericals on Fourier integral theorem

65. https://youtu.be/S-dEVBk5wSs - Properties of Fourier Transform

66. https://youtu.be/SCXlwkf_qec - fourier sine and cosine transforms

67. https://youtu.be/BX00GM79xx0 - Convolution and Parsevals Identity

68. https://youtu.be/IxNudu2RGRg - Relationship between Fourier & Laplace Transform

69. https://youtu.be/tPMVP9wiPwg - fourier transform of derivatives

70. https://youtu.be/7BKQUdSfJFE - Complex Variables

71. https://youtu.be/3VvHJBq3iEA - analytic functions

72. https://youtu.be/RxrMTXpoF54 - cr equations in polar form

73. https://youtu.be/AstSfot7M-Y - complex integration

74. https://youtu.be/XnCIuIT6Kjo - cauchy integral theorem

75. https://youtu.be/k0xLtJsqRfQ - cauchy integral formula

  • Dr. Yogesh Kumar

Quantum Mechanics (Numerical Problem):

Part1: https://youtu.be/UWWSJRc1C3I

Part2: https://youtu.be/6aPAITQVVAs

Part3: https://youtu.be/5IYw2sMUCtA