Page 235 - FULL FINAL HANDBOOK 20232024
P. 235

Faculty of Science Handbook, Academic Session 2023/2024



               Linear equations : Gaussian elimination, LU factorization, Decomposition method
               Numerical  integration  :  Mid-point,  basic  Trapezoid  and  basic  Simpson’s  rule,  Composite
               trapezoid and composite Simpson’s rule, errors.

               Assessment Method:
                Final Examination:     60%
                Continuous Assessment:    40%


               SIF2009 ELECTRONICS PRACTICAL (2 CREDIT)

               Experiments that involve electronic components such as diodes, rectifiers, transistors, amplifiers
               and digital electronics.

               Assessment Method:
                Final Examination:     0%
                Continuous Assessment:    100%


               SIF2010 PHYSICS PRACTICAL II (2 CREDITS)

               Practical  classes  for  experiments  in  fundamental  physics  on  topics  including  electricity,
               magnetism, thermodynamics, optics, spectroscopy and others.

               Assessment Method:
                Final Examination:     0%
                Continuous Assessment:    100%


               SIF2026 MECHANICS II (3 CREDITS)

               Brief history of analytical mechanics (force & energy based approach); Newton equation of
               motion in noninertial frame of reference (linear and angular acceleration, rotating coordinate
               system,  centrifugal  force,  Coriolis  force,  Foucault  pendulum,  modelling  of  planetary
               meteorological  phenomena);  Coupled  oscillation  (two-coupled  oscillator  and  normal
               coordinates,  vibration  of  molecules,  dissipative  systems).  Nonlinear  oscillation  (Nonlinear
               oscillating systems, qualitative discussion of motion, phase diagrams, bifurcation, chaos, fractal
               geometry); Lagrangian dynamics (generalized coordinates, D’Alembert principle, Lagrange’s
               equation of motion, problem solving using Lagrange equation, Noether theorem for conservation
               laws,  Lagrange  equation  for  nonnonholonomic  constraints  and  dissipative  systems  );
               Hamiltonian dynamics (Hamilton’s principle, Hamiltonian, Hamilton’s equation of motion, phase
               space, Liouville’s theorem, Poisson bracket ); Special theory of relativity (Einstein’s postulates,
               Lorentz  transformation,  length  contraction,  time dilation,  covariant  formulation,  four  vectors,
               relativistic dynamics, lagrange and Hamiltonian formulation for relativistic mechanics), Capita
               Selecta.

               Assessment Method:
                Final Examination:     60%
                Continuous Assessment:    40%



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