Page 232 - buku panduan 20192020
P. 232

Faculty of Science Handbook, Session 2019/2020


               4.  David K. Cheng, Fundamentals of Engineering Electromagnetics,   Medium of Instruction:
                  Rev. ed., (Pearson, 2013)                     English
               5.  W. K. H. Panofsky, M. Phillips, Classical Electricity and Magnetism,
                  2  ed. (Addison-Wesley, 2012)                 Soft-skills:
                   nd
                                                                CS3, CTPS3, LL2
               SIF2003 ELECTROMAGNETISM II (3 CREDITS)
                                                                References:
               Revision on electricity and magnetism in derivative forms. Coordinate   1.  S.T. Thornton & J.B. Marion, Classical Dynamics of Particles and
               systems: cylindrical, rectangle and  spherical coordinates, Divergence   Systems, 6th ed. (Brooks Cole, 2004)
               theorem  and  Stokes’  theorem,  imaging  method,  Gauss  theorem  in   2.  G.R.  Fowles  &  G.L.  Cassiday,  Analytical  Mechanics,  6th  ed.
               derivative form, divergence and curl of magnetic field, Laplace equation   (Thomson Brooks/Cole, 2005)
               in 2 and 3 dimensions, boundary conditions and theorem of uniqueness,   3.  R. Resnick, Introduction to Special Relativity (Wiley, 2007)
               boundary  conditions  for  D,  E,  B  and  H  vectors,  Free  and  bounded   4.  H.  Goldstein,  C.  P.  Poole  &  J.  Safko,  Classical  Mechanics
               charges, Field variation with time, Maxwell’s equations in differential and   (Pearson, 2011)
               integral forms, Solution to Maxwell’s equations in free space, Maxwell   5.  J.G.  Papastavridis,  Analytical  Mechanics:  A  Comprehensive
               equations  in  matter,  Scalar  potential,  vector  potential  and  Gauge   Treatise  on  the  Dynamics  of  Constrained  Systems  (World
               transformation.  Electromagnetic  waves:  In  free  space,  polarization,   Scientific, 2013)
               reflection and transmission in medium, Helmholtz’s equation.   6.  T.L. Chow, Classical Mechanics, 2  edition (CRC Press, 2013)
                                                                                       nd
               Electromagnetic  wave  propagation:  Poynting  theorem  and  Poynting
               vector, electromagnetic wave in conducting and nonconducting medium,
               frequency  dependence  of  permittivity  and  conductivity,  dispersion  in   SIF2005 STATISTICAL PHYSICS (3 CREDITS)
               nonconducting  medium,  propagation  of  electromagnetic  wave  in
               between conducting planes, guided rectangular wave and hollow.   Review of thermodynamics, basics of statistical mechanics, canonical
                                                                ensemble  and  Boltzmann  distribution,  identical  particles,  Maxwell
               Assessment Method:                               distribution of molecular speeds, applications in Doppler line broadening,
                Final Examination:     60%                      Einstein’s diffusion law, Planck’s distribution and applications of Bose-
                Continuous Assessment:    40%                   Einstein distribution, systems with variable number of particles, Fermi-
                                                                Dirac  distribution,  Bose-Einstein  condensation,  phase  transition,
               Medium of Instruction:                           Clapeyron  equation,  phase  separation,  Ising  model  and  mean  field
               English                                          theory,  order  parameter,  Landau  theory,  symmetry  breaking,  critical
                                                                exponent.
               Soft-skills:
               CS3, CTPS3                                       Assessment Method:
                                                                 Final Examination:     60%
               References:                                       Continuous Assessment:    40%
               1.  M.N.O. Sadiku, Elements of Electromagnetics, 6  ed. (Oxford Univ
                                              th
                  Press, 2014)                                  Medium of Instruction:
               2.  David J. Griffiths, Introduction to Electrodynamics, 4  ed. (Pearson,   English
                                                th
                  2014)
               3.  William H. Hayt, Engineering Electromagnetics, 8  ed. (McGraw-  Soft-skills:
                                                th
                  Hill, 2012)                                   CS2, CTPS3, LL2
               4.  Munir  H.  Nayfeh,  Morton  K.  Brussel,  Electricity  and  Magnetism
                  (Wiley, 1985)                                 References:
               5.  David K. Cheng, Fundamentals of Engineering Electromagnetics,   1.  R.  Bowley  and  M.  Sanchez,  Introductory  Statistical  Mechanics
                  New International Edition (Pearson, 2013)        (Oxford Science Publ., 2002)
                                                                2.  S.R.A. Salinas, Introduction to Statistical Physics (Springer, 2013)
               SIF2004 MECHANICS (3 CREDITS)                    3.  F.  Reif,  Fundamentals  of  Statistical  and  Thermal  Physics
                                                                   (Waveland Pr Inc, 2009)
                                                                                     nd
               Motion of a particle: kinematics in two-dimension and three-dimension,   4.  F. Mandl, Statistical Physics, 2  ed. (Wiley, 2013)
               theories  of  energy  and  momentum,  linear  momentum,  angular   5.  R.  H.  Swendsen,  An  Introduction  to  Statistical  Mechanics  and
               momentum, motion in two- and three-dimensions, types of forces and   Thermodynamics (Oxford University Press, 2012)
               potential energy, projectile motion, motion caused by centripetal force.   6.  J.P. Casquilho and P.I.C Teixeira, Introduction to Statistical Physics
               Motion of a system of particles: center of mass and linear momentum,   (Cambridge University Press, 2015)
               angular momentum and kinetic energy of a system of particles, motion
               of a body with changing mass, rocket and planetary motion, collision   SIF2006 OPTICS (2 CREDITS)
               problem,  2-body  problem,  center  of  mass  coordinate  system  and
               Rutherford scattering.                           Nature of light: brief history.
               Noninertial  Reference  Systems:  linear  accelerating  and  rotating   Particles  and  photons:  Wave-particle  duality,  The  electromagnetic
               coordinate system, centrifugal and Coriolis forces, Foucault pendulum,   spectrum,  Radiometry,  Photometry,  Black  body  radiation,  Optical
               Larmor’s theory.                                 radiation  sources,  Matrix  methods  in  paraxial  optics,  ABCD  matrix,
               Dynamics of rigid body: angular momentum, moment of inertia, Eulerian   Reflection  in  plane  mirrors  and  refraction  through  plane  surfaces,
               angle, Euler’s equation of rigid body.           Reflection and  refraction at  spherical  surface,  thin  lenses,  cylindrical
               Calculus  of  variations  and  Hamilton’s  principle:  Canonical   lenses, thick lenses, prisms, wave equation.
               transformation, Poisson brackets.                Harmonic waveforms: plane, spherical, and cylindrical, Electromagnetic
               Lagrangian  and  Hamiltonian  dynamics:  generalized  coordinates,   waves,  superposition,  two-beam  interference  &  two  slit  (Young)
               Lagrange’s  equation  with  undetermined  multiplier,  equivalent  of   interference, Interference in dielectric films, multiple-beam interference.
               Lagrange’s  and  Newton’s  equation,  Canonical  equation  of  motion,   Optical  interferometry:  Michelson  interferometer,    Fabry-Perot
               Hamilton’s equation.                             Interferometer,  Huygen-Fresnel  principle,  Fraunhofer  diffraction,
               Special theory of relativity: Galilean invariance, Lorentz transformation,   diffraction from single slit, multiple slits-diffraction grating, polarized light,
               twins paradox, space time and four vector.       polarization by selective absorption, reflection, scattering, birefringence
                                                                & dichroism , jones vectors and matrices, Fresnel equations , Fresnel
               Assessment Method:                               diffraction & Fresnel lens.
                Final Examination:     60%
                Continuous Assessment:    40%                   Assessment Method:
                                                                 Final Examination:     60%
                                                                 Continuous Assessment:    40%

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