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On completion of the course students will be able to
                   Be conversant to utilize  resources in a sustainable manner.
                   Find ways to protect the environment and play proactive roles.
                   Apply the strategies to handle different wastes
                   Develop and improve the standard of better living.
                   Be conversant with tools of EIA and environmental legislation.

               Text Books:
                                                                                nd
                   Benny  Joseph,  “Environmental  Science  and  Engineering”,  2   edition,  Tata  McGraw-Hill,
                1
                   New Delhi,2008.
                                                                                                     nd
                   Gilbert  M.Masters,  “Introduction  to  Environmental  Engineering  and  Science”,  2   edition,
                2
                   Pearson Education, 2004.

               Reference Books / Web links:
                1  Dharmendra S. Sengar, “Environmental law”, Prentice hall of India Pvt Ltd, New Delhi,2007.
                                                                            rd
                   ErachBharucha, “Textbook of Environmental Studies”, 3   edition,  Universities  Press(I) Pvt
                2
                   Ltd,   Hydrabad, 2015.,
                                                                                                    th
                   G.  Tyler  Miller  and  Scott  E.  Spoolman,  “Environmental  Science”,  15   edition,
                3
                   CengageLearning  India PVT, LTD, Delhi, 2014.
                                                                                    rd
                   Rajagopalan, R, “Environmental Studies-From Crisis to Cure”,  3 edition,Oxford University
                4
                   Press,2015.
                5  De. A.K., “Environmental Chemistry”, New Age International, New Delhi,1996.
                6  K. D. Wager, Environmental Management, W. B. Saunders Co., Philadelphia, USA, 1998.

                                                     SEMESTER II

               Subject                            Subject Name                           Category  L  T  P  C
               Code
               MA19251          DIFFERENTIAL EQUATIONS AND VECTOR                            BS       3  1  0  4
                                                   CALCULUS
                            Common  to  II  sem.  B.E.  –  Aeronautical  Engineering,
                            Automobile       Engineering,      Civil     Engineering,
                            Mechatronics  & Mechanical Engineering
                            B. Tech. -  Biotechnology, Food  Technology & Chemical
                            Engineering
               Objectives:
                   To  handle  practical  problems  arising  in  the  field  of  engineering  and  technology  using

                   differential equations.
                   To  solve  problems  using  the  concept  of    Vectors  calculus,  Complex  analysis,  Laplace

                   transforms.

               UNIT-I       SECOND AND HIGHER ORDER DIFFERENTIAL EQUATIONS                                 12
               Second  and  higher  order  Linear  differential  equations  with  constant  coefficients  -  Method  of
               variation  of  parameters  –  Cauchy’s  and  Legendre’s  linear  equations  -  Simultaneous  first  order
               linear equations with constant coefficients.
               UNIT-II      PARTIAL DIFFERENTIAL EQUATIONS                                                 12
               Formation  of  partial  differential  equations  -  Solutions  of  standard  types  of  first  order  partial
               differential equations - Lagrange’s linear equation -- Linear partial differential equations of second
               and higher order with constant coefficients of both homogeneous and non-homogeneous types.
               UNIT-III  VECTOR CALCULUS                                                                   12
               Gradient, divergence and curl – Directional derivative – Irrotational and solenoidal vector fields –

               Curriculum and Syllabus | B.E. Civil Engineering | R2019                                  Page 17
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