Continuous Assessment - GEOCITIES.ws

APPROVED SYLLABI
OF
ELECTRONICS & COMMUNICATION ENGINEERING
FROM 2003 - 2004 ONWARDS HIMACHAL PRADESH UNIVERSITY
SUMMER HILL
SHIMLA-5
GROUP - A (FIRST YEAR) |First Semester |Exam |Practical | |
| |Schedule |Schedule | |
|Course No. |Subjects |L |T |
|Course No. |Subjects |L |T |
|Course No. |
|AS (ID) - 3002 |Numerical |- |- |
| |Analysis & CP | | |
| |Lab | | |
|Course No. |
|EC - 4006 |
|Fifth Semester |Exam Schedule |Practical schedule | |
|Course No. |
|EC(ID) - 5006 |Microprocessor |- |- |
| |Lab | | |
|Course No. |
|EC(ID) - 6007 |Advanced |- |- |
| |Microprocessor | | |
| |Lab | | |
|Course No. |
|EC - 7007 |T.V. Engineering|- |- |
| |Lab | | |
|Course No. |
|EC - |DSP Lab |- |- |
|8005 | | | |
|1. |Cellular & Satellite|EC-8014 |1. |Operation research |ME-8010 |
| |Communication | | | | |
|2. |Software Maintenance|IT-8010 |2. |Non Conventional energy |EE-8010 |
| | | | |Resources | |
|3. |AI & Expert System |EC-8010 |3. |Total Quality Management |HU-8010 |
|4. |Neural Networks & |EC-8011 |4. |Value Engineering |ME-8011 |
| |Fuzzy Logic | | | | |
| | |5. |Personnel Management |HU-8011 |
| | |6. |Industrial Management |ME-8012 |
| | |7. |Bioinformatics |IT-8011 |
| | |8. |Entrepreneur Development |HU-8012 |
| | |9. |Intellectual Property |HU-8013 |
| | | |Rights | |
| | |10. |Human Values |HU-8014 |
| | |11. |Accounts & Financial |HU-8015 |
| | | |Management | |
| | |12. |Quantum Computers |CS-8010 |
ELECTRONICS & COMMUNICATION ENGINEERING IST YEAR
(COMMON TO ALL BRANCHES) GROUP - A
APPLIED MATHS - I (AS - 1001)
|COURSE CODE |AS-1001 | CREDITS-4|L-3, T-1, P -0 |
|NAME OF THE COURSE |APPLIED MATHS - I |
|LECTURES TO BE |52 (1 HR EACH) (L= 39, T = 13 FOR EACH |
|DELIVERED |SEMESTER) |
|SEMESTER END |MAX. MARKS: |MIN. PASS MARKS: |MAXIMUM TIME: |
|EXAMINATION |100 |40 |3HRS |
|CONTINUOUS ASSESSMENT (BASED ON SESSIONAL TESTS (2) |MAX. MARKS: 50 |
|50%, TUTORIALS/ASSIGNMENTS 30%, QUIZ/SEMINAR 10%, | |
|ATTENDANCE 10%) | |
Instructions
For Paper Setters: The question paper will consist of five sections A,
B, C, D, and E. Section E will be Compulsory, it will consist of a
single question with 10-20 subparts of short answer type , which will
cover the entire syllabus and will carry 40% of the total marks of
the semester end examination for the course. Section A, B, C and D
will have two questions from the respective sections of the syllabus
and each question will carry 15% of the total marks of the semester
end examination for the course. 1. For Candidates: Candidates are required to attempt five questions in
all selecting one question from each of the sections A, B, C and D of
the question paper and all the subparts of the questions in section E.
Use of non-programmable calculators is allowed.
Section A FUNCTION OF SEVERAL VARIABLES, LIMITS AND CONTINUITY, PARTIAL
DERIVATIVES, HIGHER ORDER PARTIAL DERIVATIVES, EULER'S THEOREM,
JACOBIANS, MAXIMA AND MINIMA OF FUNCTIONS OF TWO VARIABLES. LAGRANGE'S
METHOD OF MULTIPLIERS, DOUBLE AND TRIPLE INTEGRALS, CHANGE OF
VARIABLES, APPLICATIONS OF DOUBLE AND TRIPLE INTEGRALS, BETA AND GAMMA
FUNCTIONS Section B REDUCTION FORMULAE, DEFINITE INTEGRAL AS LIMIT OF A SUM, AREA UNDER A
CURVE, LENGTH OF AN ARC OF A CURVE. LINEAR DIFFERENTIAL EQUATIONS OF
SECOND ORDER WITH CONSTANT COEFFICIENTS: COMPLEMENTARY FUNCTIONS,
PARTICULAR INTEGRALS, EULER HOMOGENEOUS FORM, AND VARIATION OF
PARAMETERS. CONVERGENCE OF SERIES, TAYLOR'S THEOREM WITH REMAINDER,
POWER SERIES EXPANSION OF FUNCTIONS, TAYLOR'S AND MACLAURIN'S SERIES. SECTION C MATRICES: REVIEW OF PROPERTIES OF DETERMINANTS. ELEMENTARY OPERATIONS
ON MATRICES. HOMOGENEOUS AND NONHOMOGENIUS SYSTEM OF LINEAR EQUATIONS
AND THEIR PROPERTIES, BILINEAR, QUADRATIC, HERMITIAN AND SKEW -
HERMITIAN FORMS. EIGENVALUES OF HERMITIAN, SKEW- HERMITIAN AND
UNITARY MATRICES. Section D COMPLEX ANALYTIC FUNCTIONS: BRIEF REVIEW OF COMPLEX NUMBERS, COMPLEX
VARIABLE, CONCEPT OF LIMIT, CONTINUITY AND DERIVATIVES OF ANALYTICAL
FUNCTION, CAUCHY- RIEMANN EQUATIONS, HARMONIC FUNCTIONS, COMPLEX
SERIES, SOME ELEMENTARY FUNCTIONS, LOGARITHM BOOKS:
1. KRYSZIG, THOMAS- FINNY, ADVANCED ENGINEERING MATHEMATICS.
2. S.S. SASTRI, " ENGINEERING MATHEMATICS, ( 2ND EDITION) VOL-I AND VOL-
II.
3. B.S. GREWAL, HIGHER ENGINEERING MATHEMATICS.
4. PISKUNOV, DIFFERENTIAL AND INTEGRAL CALCULUS.
5. R.K. JAIN AND S.R.K. IYENGAR, ADVANCED ENGINEERING. MATHEMATICS.
6. MICHAEL D. GREENBERG, ADVANCED ENGG. MATHEMATICS.
APPLIED PHYSICS - I (AS - 1002)
|COURSE CODE | | |L- 3, T-1, P-0 |
| |AS- 1002|Credits-3 | |
|Name of the Course |Applied Physics - I |
|Lectures to be |52 (1 Hr Each) (L= 39, T = 13 for each |
|Delivered |semester) |
|Semester End |Max. Marks: |Min. Pass Marks: |Maximum |
|Examination |100 |40 |Time:3hrs |
|Continuous Assessment (based on sessional tests (2) |Max. Marks: 50 |
|50%, Tutorials/Assignments 30%, Quiz/Seminar 10%, | |
|Attendance 10%) | |
Instructions
For Paper Setters: The question paper will consist of five sections A,
B, C, D, and E. Section E will be Compulsory, it will consist of a
single question with 10-20 subparts of short answer type, which will
cover the entire syllabus and will carry 40% of the total marks of
the semester end examination for the course. Section A, B, C and D
will have two questions from the respective sections of the syllabus
and each section will carry 15% of the total marks of the semester end
examination for the course. 1. For Candidates: Candidates are required to attempt five questions in
all selecting one question from each of the sections A, B, C and D of
the question paper and all the subparts of the questions in section E.
Use of non-programmable calculators is allowed. Section A
Physical optics: Interference- division of wavefront-fresnel's biprism,
division of amplititude, interference by Newton's rings, michelson's
interferometer and its applications Diffraction- difference between fraunhofe