Page 23 - R2017-REC-ECE-UG Syllabus

Department of ECE, REC

• Write short business messages and reports.
• Use language in both official and unofficial contexts.
• Speak effectively in business communication

TEXT BOOK:
1. Board of Editors. Sure Outcomes. A Communication Skills Course for Undergraduate Engineers and
Technologists. Orient Black Swan Limited, Hyderabad, 2013.

REFERENCE BOOKS:
1. Hartley, Mary. “The Power of Listening,” Jaico Publishing House; First Edition (2015).
2. Chambers, Harry. “Effective Communication Skills for Scientific and Technical Professionals,”
Persues Publishing, Cambridge, Massachusetts, 2000.
3. Lesikar V. Raymond, Flatley E. Marie, Rentz, Kathryn and Pande, Neerja. “Business
Communication,” Eleventh Edition, Tata McGraw Hill Education Private Limited.

MA17251 ENGINEERING MATHEMATICS – II L T P C
(Common to all branches of B.E. /B.Tech. programmes) 3 2 0 4

OBJECTIVES:
• To handle practical problems arising in the field of engineering and technology.
• To solve problems using the concept of Differential Equation, Vectors calculus, Complex analysis,
Laplace transforms.

UNIT I DIFFERENTIAL EQUATIONS 15
Higher order linear differential equations with constant coefficients - Method of variation of parameters –
Homogenous equation of Euler’s and Legendre’s type – System of simultaneous linear differential equations
with constant coefficients - Method of undetermined coefficients.

UNIT II VECTOR CALCULUS 15
Gradient and directional derivative – Divergence and curl - Vector identities – Irrotational and Solenoidal
vector fields – Line integral over a plane curve – Surface integral - Area of a curved surface - Volume integral
- Green’s, Gauss divergence and Stoke’s theorems – Verification and application in evaluating line, surface
and volume integrals (cubes and parallelepipeds).

UNIT III ANALYTIC FUNCTIONS 15
Analytic functions – Necessary and sufficient conditions for analyticity in Cartesian and polar coordinates -
Properties – Harmonic conjugates – Construction of analytic function - Conformal mapping – Mapping by
1
functions w = z + c, cz, z , 2 - Bilinear transformation.
z
UNIT IV COMPLEX INTEGRATION 15

Curriculum and Syllabus | B.E. Electronics and Communication Engineering | R2017 Page 23