Savitribai Phule Pune University, Maharashtra (SPPU), Electronics and Telecommunications Semester 3, Engineering Mathematics - III Syllabus

Engineering Mathematics - III Lecture notes | Videos | Free pdf Download | Previous years solved question papers | MCQs | Question Banks| Syllabus
Get access to 100s of MCQs, Question banks, notes and videos as per your syllabus.
Try Now for free

Unit - 1 Linear Differential Equations (LDE) and Applications

1.1 LDE of nth order with constant coefficients

1.2 Complementary Function Particular Integral

1.3 General method Short methods

1.4 Method of variation of parameters

1.5 Cauchy‟s and Legendre’s DE

1.6 Simultaneous and Symmetric simultaneous DE

1.7 Modeling of Electrical circuits

Unit - 2 Transforms

2.1 Fourier Transform FT Complex exponential form of Fourier series

2.2 Fourier integral theorem

2.3 Fourier Sine Cosine integrals

2.4 Fourier transform

2.5 Fourier Sine and Cosine transforms and their inverses

2.6 Z Transform ZT Introduction

2.7 Definition

2.8 Standard properties

2.9 ZT of standard sequences and their inverses

2.10 Solution of difference equations

Unit - 3 Numerical Methods

3.1 Interpolation Finite Differences

3.2 Newton‟s and Lagrange‟s Interpolation formulae

3.3 Numerical Differentiation

3.4 Numerical Integration Trapezoidal and Simpson‟s rules

3.5 Bound of truncation error

3.6 Solution of Ordinary differential equations Euler‟s Modified Euler‟s RungeKutta 4th order methods and PredictorCorrector methods

Unit - 4 Vector Differential Calculus

4.1 Physical interpretation of Vector differentiation

4.2 Vector differential operator and Gradient

4.3 Divergence Curl and Directional derivative of a vector

4.4 Solenoidal and Irrotattional derivative

4.5 Conservative fields

4.6 Scalar potential

4.7 Vector identities

Unit - 5 Vector Integral Calculus & Applications

5.1 Line

5.2 Surface and Volume integrals

5.3 Workdone

5.4 Green‟s Lemma

5.5 Gauss‟s Divergence theorem Stoke‟s theorem

5.6 Applications to problems in Electromagnetic fields

Unit - 6 Complex Variables

6.1 Functions of a Complex variable

6.2 Analytic functions

6.3 CauchyRiemann equations

6.4 Conformal mapping

6.5 Bilinear transformation

6.6 Cauchy‟s integral theorem

6.7 Cauchy‟s integral formula and Residue theorem

Download ENTC Sem 3 syllabus pdf
Get access to 100s of MCQs, Question banks, notes and videos as per your syllabus.
Try Now for free
Other Subjects of Semester-1
Data structures
Digital circuits
Electrical circuits
Electronic circuits
Popular posts
What is race around condition
Top 5 websites for academic research
Top 5 interview advice for engineers
Multiplexrs and demultiplexers
What is convolution theorem
Share  
Link Copied
More than 1 Million students use Goseeko! Join them to feel the power of smart learning.
Spot anything incorrect? Contact us