Page 144 - buku panduan 20192020

Faculty of Science Handbook, Session 2019/2020

Assessment 2. E. Kreyzig. (2006). Advanced engineering
th
Continuous Assessment: 50% mathematics (9 ed.). John Wiley & Sons.
Final Examination: 50% 3. E. Butkov. (1966). Mathematical physics. Addison-
Wesley.
Medium of Instruction: 4. R. K. Nagle, & E. B. Saff. (1996). Fundamentals of
English differential equations and boundary value problems
(2 ed.). Addison-Wesley.
nd
Soft Skills: 5. W. E. Boyce, & R.C. DiPrima. (2011). Elementary
CS3, CPTS3, LL2 differential equations and boundary value problems
(8 ed.). John Wiley & Sons.
th
References:
1. John R. Hubbard. (2014). Programming with C++ (2
nd
ed.), McGraw-Hill. SIN2005 SYSTEM OF ORDINARY DIFFERENTIAL
2. James P. Cohoon, & Jack W. Davidson. (2002). C++ EQUATIONS
program design: An introduction to programming and
rd
object-oriented design (3 ed.). McGraw-Hill. Systems of homogeneous linear first order differential
3. Harvey Deitel, & Paul Deitel. (2003). C++ how to equations with constant coefficients. Systems of non-
program (4 ed.). Pearson. homogeneous linear differential equations. Autonomous
th
4. Frank L. Friedman, & Elliot B. Koffman. (2011). systems for linear and almost linear systems, and stability.
rd
Problem Solving, abstraction and design using C++ (3 Liapunov’s method. Applications.
ed.). Addison-Wesley.
5. Rubin H. Landau. (2008). A survey of computational Assessment
physics: Introductory computational science. Princeton Continuous Assessment: 40%
Press. Final Examination: 60%

Medium of Instruction:
SIN2003 BASIC OPERATIONAL RESEARCH Bahasa Malaysia/English

Introduction to the problems in operational research, Soft Skills:
modelling, formulation and examples. Linear programming, CS4, CTPS5, TS2, LL2
transportation and assignment problems. Integer
programming, game theory and dynamic programming. References.
1. William E. Boyce, & Richard C. Prima (2017).
Assessment Elementary differential equations and boundary
th
Continuous Assessment: 40% value problems (11 ed.) John Wiley & Sons, Inc.
Final Examination: 60% 2. Dennis G. Zill, & Michael R. Cullen. (2009).
Differential equations with boundary value
th
Medium of Instruction: problems (7 ed.). Brooks/Cole, Cengage
English Learning.
3. R. Kent Nagle, Edward B. Saff, & Arthur David
Soft Skills: Snider. (2012). Fundamentals of differential
CS3, CTPS3, LL2 equations (8 ed.). Pearson Education, Inc.
th
4. Dominic Jordan, & Peter Smith. (2007). Nonlinear
References: ordinary differential equations: An introduction for
1. H.A. Taha. (2015). Introduction to operational scientists and engineers (4 ed.). Oxford University
th
research. John Wiley. Press.
2. W.L. Winston. (1994). Operational research: 5. Lawrence Perko. (2001). Differential equations and
applications and algorithm. Duxbury Press. dynamical systems (3 ed.). New York: Springer-
rd
3. F.S. Hillier, & G.J. Lieberman. (2011). Introduction to Verlag, Inc.
operations research. McGraw-Hill.
4. B. Van Der Veen. (1967). Introduction to the theory of
operational Research. London: Cleaver-Hume P. SIN2006 VECTOR ANALYSIS

Scalar and vector fields. Dot and cross products. Scalar
SIN2004 PARTIAL DIFFERENTIAL EQUATIONS and vector triple products.
Vector differentiation (ordinary and partial). Space curves.
Fourier series. Introduction to partial differential equations, Displacement, velocity, and acceleration. Gradient.
Method of characteristic, Separation of variables, Laplace Divergence. Curl.
transform method. Line integrals and work. Conservative vector fields – path
independence, potential functions. Surface integrals.
Assessment Green’s theorem. Stokes’ theorem. Volume integrals.
Continuous Assessment: 40% Divergence theorem of Gauss.
Final Examination: 60% Curvilinear coordinates – polar, cylindrical, spherical
coordinates.
Medium of Instruction:
Bahasa Malaysia/English Assessment
Continuous Assessment: 40%
Soft Skills: Final Examination: 60%
CS3, CTPS3, LL2 Medium of Instruction:
Bahasa Malaysia/English
References.
1. D. G. Zill, & M. R. Cullen. (2005). Differential Soft Skills:
th
equations with boundary-value problems (7 ed.). CS3, CTPS3, LL2
Brooks/Cole.

131