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6th-Convocation-List-of-Graduating-Students.pdf

List-of-Toppers-Graduating-in-Academic-Year-2020-21.pdf

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Citation
DOCTOR OF PHILOSOPHY HONORIS CAUSA
Awarded to Dr Krishnaswamy Kasturirangan

Sushant University, Gurugram with full honour confers upon Hon’ble Dr. Krishnaswamy Kasturirangan the degree of Doctor of Philosophy Honoris Causa. Dr Krishnaswamy Kasturirangan completed his Bachelor of Science with Honours and Master of Science in Physics from Bombay University and received his Doctorate in Experimental High Energy Astronomy in 1971 while working at the Physical Research Laboratory, Ahmedabad. He is a vivid researcher in the field of astrophysics, space science and technology and holds an eclectic experience in the formulation of scientific policies. Dr Kasturirangan worked with the Indian Space Research Organisation (ISRO) for over a period of nearly 35 years of which nearly 10 years as its Chairman from 1994-2003. He served as a Member, Upper House of the Indian Parliament, Rajya Sabha (2003-2009) and concurrently the Director of National Institute of Advanced Studies, Bangalore. He also served as a Member of the erstwhile Planning Commission from 2009 to 2014. Dr Kasturirangan was also entrusted with task of heading the Karnataka Knowledge Commission (Karnataka Jnana Aayoga) as its Chairman. More recently (July 2017-December 2018), he was assigned by the present Central Government, to serve as the Chairman of the Committee entrusted with drafting the new National Education Policy. Dr Kasturirangan presently is the Chairman, Governing Board, Inter-University Centre for Astronomy and Astrophysics (IUCAA), Pune; Chancellor, Central University of Rajasthan; Chairperson, NIIT University, Neemrana; Member, Atomic Energy Commission; Emeritus Professor at NIAS, Bangalore, and Honorary Distinguished Advisor, ISRO.

The contribution of Dr. Kasturirangan is par excellence being the Fellow of all the four major science and engineering academies of India. He is also a Member of the International Astronomical Union, Fellow of The World Academy of Sciences (TWAS), Honorary Fellow of the Cardiff University, UK and Academician of the Pontifical Academy of Sciences, Vatican City. To add to his recognition, Dr. Kasturirangan is the only Indian to be conferred the Honorary Membership of the International Academy of Astronautics.

Dr Kasturirangan was the first to occupy the Satish Dhawan Chair of Engineering Eminence instituted by Indian National Academy of Engineering (INAE) from 2015 to 2017. He has been the Chairman, Board of Governors, Indian Institute of Technology, Chennai (2000-2005), Chairman, Council of Indian Institute of Science (IISc), Bangalore (2004-2015), President, Court of IISc (2015-18), Chancellor, Jawaharlal Nehru University, New Delhi (2012-17), and the Chairman, Council of Raman Research Institute (RRI), Bangalore (2000-2016). A trailblazer in scientific and policy research, Dr Kasturirangan won several awards: Shanti Swarup Bhatnagar Award in Engineering (1981), Aryabhata Medal by Indian National Science Academy (2000), Rathindra Puraskar (2002) of Visva Bharati, Shantiniketan, Aryabhata Award of Astronautical Society of India (2003), Brock Medal of International Society of Photogrammetry and Remote Sensing, (2004), Allan D Emil Memorial Award of the International Astronautical Federation (2004), Lifetime Achievement Award of Asia-Pacific Satellite communications Council, Singapore (2005), Theodore Von Karman Award by International Academy of Astronautics (2007), Lifetime Achievement Award of ISRO (2008), and Desikottam Award (2013) of Visva Bharati, Shantiniketan. He has been conferred Honorary Doctorates from 25 Universities/Research institutions across the world. Dr Kasturirangan is the recipient of numerous Civilian awards at the State, National and International level. He has been awarded with the highest civilian honours Padma Shri (1982), Padma Bhushan (1992) and Padma Vibhushan (2000) by the President of India and Award of ‘Officer of the Legion d’honneur’ (2002) by the President of the French Republic, France, the Rajyotsava Prashasthi (2014) conferred by Government of Karnataka.

Recognizing your deep commitment to the cause of educational transformation and the extraordinary attainments of vision and intellect, Sushant University takes pride and feel honoured to confer upon Hon’ble Dr. Krishnaswamy Kasturirangan the degree of Doctor of Philosophy in Science Honoris Causa.

Dr. DNS Kumar Vice Chancellor, Sushant University

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SYLLABUS

 

Semester – I

 

School of Engineering & Technology

 

Course Outline

Course Title: Engineering Mathematics I                         Course Code- 23BTC-0MA11T

Semester: I

Academic Year: 2023

Core/Elective: Core

Credits: 4

Course Designed by: Dr. Manimala

E-mail: manimala@sushantuniversity.edu.in

Course Instructor: Dr. Manimala                

E-mail: manimala@sushantuniversity.edu.in

Pre-requisites: Basic concept of Matrix, Calculus, Sequence & Series and Trigonometry

1. Course Outcomes:

1. Upon successful completion of the course, the students should be able to

CO1: Describe matrix algebra to solving engineering problems. Determine the eigenvalues and eigenvectors of a matrix

CO2: Distinguish between the concepts of sequence and series. Determine convergence and   divergence of series.

CO3: Represent complex numbers algebraically and geometrically. Understand De Moivre’s theorem and find the roots of complex numbers. Application of complex numbers for solving engineering problems

CO4: Understand application of Leibniz’s theorem & Taylor’s theorem in real life problems.

CO5: Demonstrate Knowledge of maxima and minima of function of two variables, Understand Homogeneous Function. asymptotes and curve tracing.

2. CO and PO mapping

 

PO1

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CO3

 

 

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3. Syllabus:                                                                                                       Total Hrs.: 40

 

UNIT I- Matrices                                                                                           Total: 10 hours

Matrices and its types, Rank of a matrix. Elementary transformations, Echelon-form of a matrix, normal form of a matrix, Inverse of a matrix by elementary transformations (Gauss– Jordan method).

Linear dependence and linear independence of vectors. Solution of system of linear equations. Non-homogeneous linear equations and homogeneous linear equations.

Characteristic equation – Eigen values – Eigen vectors – properties of Eigen values. Cayley- Hamilton theorem (without proof). Inverse of a matrix by using Cayley-Hamilton theorem. Modal matrix.

 

UNIT II – Infinite Series                                                                               Total: 8 hours

Definition of Sequence and series. Convergence of series – comparison test – D’Alemberts Ratio test. Cauchy’s Root Test – Integral Test – Raabe’s Test – Logarithmic Test –Gauss Test.

Alternating series – Absolute convergence – Leibnitz’s Rule (without Proof). 

UNIT III   - Complex Number                                                                        Total: 8 hours

De Moivre’s theorem and roots of complex numbers. Expansion of sin nq, cos nq and tan nq in powers of sinq, cosq, tanq.Complex exponential function, Complex trigonometry functions.

hyperbolic functions, Inverse hyperbolic functions, Logarithm of complex numbers. Summation of trigonometric series.                                                                                        

UNIT IV- Differential Calculus-I                                                                    Total: 6 hours

Successive differentiation, Leibnitz theorem and applications. Taylor’s and Maclaurin's series (without Proof). Functions of two or more variables, limit and continuity, partial derivatives.

Total differential and differentiability, derivatives of composite and implicit functions.

UNIT V- Differential Calculus-II                                                                   Total: 8 hours

Higher order partial derivatives. Homogeneous functions and applications, Euler's Theorem, Jacobians,. Maxima-minima of function of two variables. Lagrange's method of undetermined multipliers. Differentiation under integral sign (Leibnitz rule). Curvature, asymptotes, curve tracing.

4. Text Book(s):

  1. N.P.Bali and Manish Goyal, “A Text book of Engineering Mathematics”, Laxmi             Publications (P) Limited, 2010
  2. Dr. B. S. Grewal, “A text book of Higher Engineering Mathematics”. 40 ed. Khanna             Publishers, 2009
  3. B.V.Ramana, “A text book of Mathematics”,Tata MC Graw Hill, 2009

5. Reference Book(s):

R1: Erwin, “Advanced Engineering Mathematics”, 9th Edition, John Wiley &   Sons, 2006.

R2: Peter.V.O.Neil, Advanced Engineering Mathematics. Canada: Thomson, 2007.

R3: R.K.Jain and S.R.K.Iyengar, Advanced Engineering Mathematics. 3ed,   NarosaPublishers, 2009

R4: H. K Dass, “Advanced engineering mathematics”, 8th Edition, S. Chand, 2008

R5: Jain Iyengar, “Advanced Engineering Mathematics”, 3rd Edition, Narosa Publishers,      2007.

 

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School of Engineering & Technology

 

Course Outline

Course Title: Physics                                           23BTC-0PY11C

Semester: I

Academic Year: 2023-24

Core/Elective: Core

Credits: 5

Course Designed by: Dr. Isha Saini

E-mail: ishasaini@sushantuniversity.edu.in

Course Instructor: Dr. Isha Saini

E-mail: ishasaini@sushantuniversity.edu.in

Pre-requisites: Fundamental knowledge of Basic Physics Laws.

 

Course Outcomes: 1. Course Outcomes:

Upon successful completion of the course, the students should be able to:

CO1: Demonstrate knowledge of the physical principles that describe famous Einstein’s theory of relativity and quantum physics.

CO2: Explain working principles of advanced topics like lasers, optical fibers and their application in modern communication system.

CO3: Solve engineering problems on electromagnetism

CO4: Discover the underlying concepts and properties of semiconducting materials and how the world changes at nano scale level.

2. Program Outcomes:

This section deals with how well this course meets the following eight overall program outcomes (POs):

PO1: Engineering knowledge: Apply the knowledge of mathematics, science, engineering fundamentals, and engineering. Specialization to the solution of complex engineering problems.

PO2. Problem analysis: Identify, formulate, research literature, and analyze engineering problems to arrive at substantiated conclusions using first principles of mathematics, natural, and engineering sciences.

PO3. Design/development of solutions: Design solutions for complex engineering problems and design system components, processes to meet the specifications with consideration for the public health and safety, and the cultural, societal, and environmental considerations.

PO4. Conduct investigations of complex problems: Use research-based knowledge including design of experiments, analysis and interpretation of data, and synthesis of the information to provide valid conclusions.

PO5. Modern tool usage: Create, select, and apply appropriate techniques, resources, and modern engineering and modeling to complex engineering activities with an understanding of the limitations.

PO6. The engineer and society: Apply reasoning informed by the contextual knowledge to assess societal, health, safety, legal, and cultural issues and the consequent responsibilities relevant to the professional engineering practice.

PO7. Environment and sustainability: Understand the impact of the professional engineering solutions in societal and environmental contexts, and demonstrate the knowledge of, and need for sustainable development.

PO8. Ethics: Apply ethical principles and commit to professional ethics and responsibilities and norms of the engineering practice.

PO9. Individual and team work: Function effectively as an individual, and as a member or leader in teams, and in multidisciplinary settings.

PO10. Communication: Communicate effectively with the engineering community and with society at large. Be able to comprehend and write effective reports documentation. Make effective presentations, and give and receive clear instructions.

PO11. Project management and finance: Demonstrate knowledge and understanding of engineering and management principles and apply these to one’s own work, as a member and leader in a team. Manage projects in multidisciplinary environments.

PO12. Life-long learning: Recognize the need for, and have the preparation and ability to engage in independent and life-long learning in the broadest context of technological change.

3. CO and PO mapping

 

PO1

PO2

PO3

PO4

PO5

PO6

PO7

PO8

PO9

PO10

PO11

PO12

PSO1

PSO2

PSO3

CO1

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CO2

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CO3

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CO4

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4. Syllabus:                                                                                                     Total Hrs.: 42

 

Unit-1                                                                                                             Lecture Hr.: 10

Special theory of relativity: Inertial & non-inertial frames, Michelson-Morley experiment, Einstein postulates, Lorentz transformations equations, Length contractions & time dilation, Addition of velocities, Variations of mass with velocity, mass energy equivalence.

Modern physics: Dual nature of matter, de-Broglie’s hypothesis, Davisson and Germer experiment, Heisenberg’s uncertainty principle and its applications, Wave functions and its significance, Schrodinger’s wave equation, particle in 1-d potential box.

 

Unit-2                                                                                                             Lecture Hr.: 08

Wave Optics:

Interference: Interference of light, Interference in thin films (parallel & wedge shapes), Newton’s rings

Diffraction: Single, double and N- slit diffraction, Diffraction grating, Grating spectra, Dispersive power, Rayleigh’s criterion and resolving power of grating.

Polarization: Double refraction, Nicol prism, Production and analysis of plane, circular and elliptical polarized light, Retardation plate.

 

Unit-3                                                                                                             Lecture Hr.: 08

Lasers: Spontaneous & stimulated emission, population inversion, concept of 3 and 4 level Laser, construction and working of Ruby Laser and He-Ne Laser and Laser applications.

Fibre optics: Propagation of light through optical fiber, Acceptance angle and cone, Numerical aperture, Single and multimode fibers, Intermodal and material dispersion.

 

Unit-4                                                                                                             Lecture Hr.: 08

Electromagnetic Theory: Gauss’s Law, Ampere’s Law, Displacement current, Equation of continuity, Maxwell’s equations, Poynting theorem and Poynting vector, EM – wave equation and its propagation characteristic in free space and in conducting media, Skin depth.

 

Unit-5                                                                                                             Lecture Hr.: 08

Physics of some important materials:

Semiconductor: Band theory of solids, density of states, Fermi Dirac distribution, free carrier density (electrons and holes), conductivity of SC, position of Fermi level

Superconductors: Temperature dependence of resistivity, Effect of magnetic fields (Meissner effect), BCS theory (Qualitative)

Nano-Materials: Basic principles of nanoscience and technology, classification, properties and methods of preparation of nanomaterials. Applications of nanotechnology.

 

5. Text Book(s):

  1. Modern physics for engineers - S. P. Taneja (R Chand & Co.)
  2.    Optics - Ajoy Ghatak (TMH)
  3.    Introduction to Electrodynamics - D J Griffith (PHI)
  4. Nanomaterials - Bandyopadhyay (New age international)

6. Reference Book(s):

  1. Concepts of Modern physics - Arthur Beiser (McGraw Hill)
  2. Introduction to special theory of relativity - Robert Resnik (Wiley India Pvt. Ltd.)
  3. Fundamentals of Physics- Halliday, Resnick &Walker (Asian books Pvt Ltd)
  4. Optics – Brijlal & Subramanian (S Chand)
  5. Solid State Physics - S O Pillai (New Age International)
  6. Introduction to solid state physics - C. Kittel (Wiley India Pvt. Ltd.)
  7. Nanostructures and Nanomaterials- G. Cao (Imperial college press)
  8. Engineering Physics – Mallik & Singh (Tata McGraw Hill).
  9. Material science and engineering –W.D. Callister (Wiley india Pvt. Ltd.)
  10. Fundamental of optics - Jenkins and White (McGraw Hill)

 

7. Evaluation Scheme

Exam Type

Marks Breakup

Mid Semester Examination (L + T)

20

End Semester Examination (L + T)

60

Quiz + Assign

20

 

 

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School of Engineering & Technology

 

Course Outline

Course Title: Physics Lab

B.Tech CSE-I Sem

AcademicYear:2023-

Core/Elective: Core

Credits: 2

Course Designed by: Dr. Isha Saini

E-mail: ishasaini@sushantuniversity.edu.in

Course Instructor: Dr. Isha Saini

 

Pre-requisites: Fundamental knowledge of Basic Physics Laws.

 

List of Experiments 

  1. To determine the wavelength of sodium light by Newton’s Ring.
  2. To determine the dispersive power of the material of the prism with the help of a spectrometer.
  3. To determine the specific rotation of sugar using Bi-quartz or Laurent half shade polarimeter.
  4. To determine the value of specific charge (e/m) of an electron by J.J. Thomson’s method.
  5. To determine the value of acceleration due to gravity (g) in the laboratory using a compound pendulum (bar pendulum).
  6. To plot graph showing the variation of magnetic field along the axis of a circular coil carrying current and to estimate from it the radius of the coil by Stewart & Gee’s galvanometer.
  7. To determine the moment of inertia of a flywheel about its own axis of rotation.
  8. To study the I-V characteristics of a p-n junction diode.
  9. To determine the wavelengths of prominent lines of mercury light using diffraction grating.
  10. To study the charging and discharging of a capacitor and to find out the time constant.
  11. To find the energy band gap of semiconductor (Ge) crystal using four-probe method.

To determine the value of Planck’s constant ‘h’ by a photo cell. 

 

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