| Course Title | Practical Physics III | |||
| Course Code | PHY301G2 | |||
| Credit Value | 02 | |||
| Hourly breakdown | Theory | Practical | Independent Learning | |
| – | 90 | 10 | ||
| Objectives | ||||
| · Provide practical knowledge by applying experimental methods to correlate with the Physics theory · Use various measurements related to modern physics, optics, electronics, mechanics and thermal physics · Apply the analytical techniques and graphical analysis to experimental data · Develop intellectual communication skills · Demonstrate the interpersonal skills through seminar presentations | ||||
| Intended Learning Outcomes | ||||
| · Demonstrate conceptual understanding of fundamental physics principles · Perform experiments in optics with spectrometer with diffraction gratings · Analyse properties of gratings, emission spectra of certain elements produced by gas discharge tubes · Investigate the thermal conductivity of poor thermal conductors using Lee’s Disk · Distinguish different mechanisms of heat transfer · Construct circuits involving Owen’s and Capacitance bridge · Verify the concepts of material and modern physics · Analyse different types of errors associated with scientific measurements · Explain experimental outcomes in relation to existing physics theories · Report the experimental results · Disseminate knowledge through oral presentations | ||||
| Course Contents | ||||
| 
 · Optics: Single slit diffraction, Oblique incidence in transmission grating, Hydrogen spectrum, Helium spectrum, Polarization by pile of plates. Laser diffraction, Dispersion and chromatic resolving power of prism, Cauchy’s Equation, Application of Rayleigh’s Criterion · AC Theory: Owen’s Bridge, Capacitance Bridge. Mutual Inductance, Coupled circuit · Mechanics and Waves: Cantilever, Coupled oscillator, Kater’s pendulum, Microwaves and Ultrasonic Waves · Modern Physics: Radioactive Statistical Counting, Radioactive Decay, X-ray diffraction · Thermodynamics: Temperature Coefficient, Thermo Generator, Specific Heat Capacity of a Liquid, Lee’s Disc. 
 Oral Presentation: · Students will be trained on preparing and making oral presentation on selected topic. | ||||
| Teaching and Learning Methods | ||||
| Presentation on experiments Demonstration Weekly notebook and lab report Oral presentations | ||||
| Assessment Strategy | ||||
| · Continuous assessment on practical classes, note-book, and lab reports · Oral presentation during the course · End of Semester Practical Examinations | 50 % 10 % 40 % | |||
| Recommended References | ||||
| i Loyd, D. H., Physics Laboratory Manual (3rd Edition), Thomson Higher Education, USA (2008) i Garbovskiy, Y. A., Glushchenko, A. V., A Practical Guide to Experimental Geometrical Optics, Cambridge University Press (2017). i Willson, J., D., Hernandez Hall, C. A., Physics Laboratory Experiments (8th Edition), Cengage Learning, USA (2015). ·      James, J. F., An Introduction to Practical Laboratory Optics, Cambridge University Press (2014).   | ||||
| Course Title   | Modern Physics | |||
| Course Code | PHY302G3 | |||
| Credit Value | 03  | |||
| Hourly breakdown  | Theory | Practical | Independent Learning | |
| 45 | – | 105 | ||
| Objectives | ||||
| i  Introduce
  the basics of nuclear and particle physics  i  Outline
  the inadequacy of classical physics and the need for modern theories i  Illustrate
  different types of atomic models i  Apply
  quantum concepts for studying atomic spectra | ||||
| Intended  Learning Outcomes | ||||
| ·      Explain the constraints of Classical
  Mechanics ·      Discuss the origin of energy quantization
  and quantum tunneling effects ·      Solve the Schrödinger equation for a range
  of problems  ·      Discuss the evolution of atomic models ·      Explain the atomic and nuclear properties applying
  quantum concepts  ·     
  Categorize
  different types of nuclear reactions  | ||||
| Course Contents   | ||||
| Quantum Physics:  Inadequacy of
  classical mechanics, Photo electric effect, Compton effect, wave particle
  duality, de Broglie wave, Heisenberg’s uncertainly principle, Schrödinger
  wave equation, probability density, solution of simple time independent
  Schrödinger equations-the step potential and the potential well. Atomic Physics:  Alpha particle scattering, Thomson atomic model,
  Bohr model of the Hydrogen atom, Rutherford model of the atom, estimation of
  the size of the nucleus, Bohr’s theory and its limitations, Schrödinger
  equation for the hydrogen atom and its solution, the total, orbital, and
  magnetic quantum numbers, atomic spectra, Zeeman effect, fine structure of
  spectra and spin quantum number, many electron atoms, production and
  properties of X-rays. Nuclear Physics:  Nuclear composition, mass and
  size of nucleus, nuclear forces, nuclear stability, radioactive
  transformation, liquid drop model of nuclei and its applications, nuclear
  reactions, nuclear fission and fusion, a brief introduction to elementary
  particles. | ||||
| Teaching and Learning Methods  | ||||
| Lectures and tutorial discussions,
  e-learning, handouts, and guided learning  | ||||
| Assessment Strategy | ||||
| In-Course Assessment  End of Course Examination | 30 % | |||
| 70 % | ||||
| Recommended References | ||||
| i   Krane,
  K. S., Modern Physics (2nd edition), Wiley (1995) i   Taylor,
  J., Zafiratos, C., and Dubson, M. A., Modern Physics for Scientists and
  Engineers (2nd edition), Addison-Wesley (2003) i  
  French, A. P.,  and Taylor, E. F.,  Introduction to Quantum Physics (The MIT
  introductory physics series), W.W. Norton and Company (1978) | ||||
| Course Title | Thermal and Statistical Physics | |||
| Course Code | PHY303G3 | |||
| Credit Value | 03 | |||
| Hourly breakdown | Theory | Practical | Independent Learning | |
| 45 | – | 105 | ||
| Objectives | ||||
| · Discuss the laws of classical thermodynamics and formulations of statistical physics · Apply principles of thermodynamics to simple thermal engines · Make use of kinetic theory to understand the properties of materials | ||||
| Intended Learning Outcomes | ||||
| · Explain the first and second law of thermodynamics and their applications in calculating work done and entropies · Estimate thermal efficiency of heat engines and coefficient of performance refrigerators · Apply the derived Maxwell’s relations to problems in thermodynamics · Estimate changes in temperature of systems subjected to cooling · Apply Planck’s hypothesis to obtain the Stefan’s law to analyze radiation emitted by a blackbody. · Evaluate mean free path, coefficient of thermal conductivity, diffusion coefficient and coefficient of viscosity of a gas molecule. · Adapt statistical theory for a gaseous system to estimate its velocities. | ||||
| Course Contents | ||||
| · Thermodynamics: Zeroth law and the concept of temperature, work, heat, internal energy and the first law of thermodynamics, second law of thermodynamics, Carnot’s theorem, temperature, entropy, equation of state, Maxwell’s thermodynamic relations and their application to simple systems, production and measurement of low temperatures, the third law of thermodynamics, heat engines · Thermal radiation: The law of blackbody radiation, application of thermodynamics to blackbody radiation, radiation pyrometer · Kinetic theory: Ideal gases, Van der Waal’s gases, classical theory of specific heats of gases and solids, transport phenomena · Statistical physics: Thermodynamic probability and its relation to entropy, Boltzmann distribution and its classical limit, partition functions, application to solid like assemblies and gaseous systems, Maxwell’s distribution of velocities in gases | ||||
| Teaching and Learning Methods | ||||
| Lectures, tutorial discussions, e-learning, handouts and guided learning | ||||
| Assessment Strategy | 
 | |||
| In-Course Assessment End of Course Examination | 30 % 70 % | |||
| Recommended References | ||||
| · Zemansky, M. W., and Dittman, R. H., Heat and Thermodynamics (7th edition), McGraw Hill, New York (1997) 
 · Nag, P. K., Basic and Applied Thermodynamics, Tata McGraw Hill, India (2002) · Moran, M. J., and Shapiro, H. N., Fundamentals of Engineering Thermodynamics (5th Edition), Wiley, New York (2006). | ||||
| Course Title | Medical Physics | |||
| Course Code | PHY304G2 | |||
| Credit Value | 02 | |||
| Hourly breakdown | Theory | Practical | Independent Learning | |
| 25 | 15 | 60 | ||
| Objectives | ||||
| · Discuss the principles of physics behind the operation of therapeutic and diagnostic medical equipment · Explain the physical aspects of radiation dosimetry, treatment planning, dose calculations and distributions · Identify safety, radiation protection principles and procedures | ||||
| Intended Learning Outcomes | ||||
| · Summarize the differences between ionizing and nonionizing radiations · Explain the design of medical X-ray system and the parameters that influence image quality · Explain most common modalities for our various types of imaging tests such as ultrasound scanner, PET scan and CT · Apply key concepts specific to energy deposition in tissues · Combine the dose related definitions in dose calculations | ||||
| Course Contents | ||||
| · Radiation physics: Review of atomic structure, characteristics of X- rays, photoelectric effect, Compton effect, pair production, nuclear decay, radioactivity, types of radiations, interaction of radiation with matter, radiation detection and radiation dosimetry. · Medical imaging physics: Principles of image formation and quality, films and screens, digital imaging, image reconstruction with back projection, X- ray Computed Tomography (CT) and image processing, radiography (mammography and fluoroscopy), principles of Magnetic Resonance Imaging (MRI), mapping and applications, nuclear medicine imaging [Gamma camera, Single Photon Emission Computed Tomography (SPECT) and Positron Emission Tomography (PET)], principles and practice of ultrasound imaging. · Radiotherapy physics and radiation protection: Medical transducers, standard equipment used in radiotherapy (linear accelerator and Cobalt teletherapy machine), basic physical aspects of photon and electron therapy, radiation treatment planning, dose calculations and distributions, radiation protection, safety considerations for patients and workers, quality assurance of medical devices. | ||||
| Teaching and Learning Methods | ||||
| Lectures, tutorial discussions, e-learning, handouts, guided learning and clinical visit. | ||||
| Assessment Strategy | ||||
| In-Course Assessment Report on clinical site visit End of course examination | 20% 10 % 70 % | |||
| Recommended References | ||||
| · Wolbarst, A. B., Physics of Radiology (2nd edition), Medical Physics Pub Corp (2005), ·     Meredith, W.J.  and Massey, J. B.,   Fundamental Physics of Radiology (3rd edition), Butterworth-Heinemann (1977)  
 · Webb, S., The Physics of Medical Imaging (1st Edition), Crc Press (1988). | ||||
| Course Title | Introduction to Astrophysics and Cosmology | |||
| Course Code | PHY305G2 | |||
| Credit Value | 02 | |||
| Hourly breakdown | Theory | Practical | Independent Learning | |
| 30 | – | 70 | ||
| Objectives | ||||
| · Recall the historical developments of astrophysics · Demonstrate how the basic physical laws explain the properties and dynamics of astronomical objects and the Universe · Explain the formation and properties of solar system, stars and galaxies · Deliver knowledge of the origin and the evolution of the universe | ||||
| Intended Learning Outcomes | ||||
| · Explain the physics of telescopes including geometric optics · Explain how astronomical distances are measured · Apply the derived Kepler’s Laws with Newton’s laws and theorems to a range of astrophysical objects including extrasolar planets · Explain the global properties and basic evolution of stars using the basic laws of physics · Discuss the structure of the Milky Way · Discuss the fundamental constituents of the Universe: baryons, dark matter and dark energy, and the observational evidence for their presence · Explain the evolution of our Universe, including the evidence for the Big Bang · Use the equations which describe the evolution of the Universe to derive properties of the Universe | ||||
| Course Contents | ||||
| The Universe and its physics: · Historical background of astronomy, units in astronomy and observational measurement techniques, motions of heavenly bodies, celestial sphere and the atlas of stars, uses of optical instruments in astronomy and Doppler Effect. 
 · The origin of the solar system and extra-solar planets, moon and eclipses, terrestrial and Jovian planets, properties of the Sun. · Formation and general properties of stars, measurement of basic stellar properties such as distance, luminosity, spectral classification, mass, density and radii, Stellar evolution and nucleo-synthesis, white dwarfs, neutron stars, black holes, structure of the milky way, other galaxies and their properties. 
 · Olber’s paradox, Hubble’s Law; the age of the Universe; Evolution of the Universe: Madau diagram; Evidence for the Big Bang (blackbody radiation, nucleosynthesis); dark energy and the accelerating Universe. | ||||
| Teaching and Learning Methods | ||||
| Lectures, tutorial discussions, e-learning, handouts and guided learning | ||||
| Assessment Strategy | ||||
| In-course Assessments End of course examination | 30% 70% | |||
| Recommended References | ||||
| · Carroll, B. W., and Ostlie, D. A., An Introduction to Modern Astrophysics (2nd edition), Addison-Wesley (2006) · Dufay, J., Introduction to Astrophysics: The Stars (reissue edition), Dover Publications (2012) · Ryden, B. and Peterson, B. M., Foundations of Astrophysics (1st edition), Addison-Wesley (2010) · Maoz, D, Astrophysics in a Nutshell, 2nd edition (Princton University Press) (2016) | ||||
| Course Title | Introduction to Astrophysics and Cosmology | |||
| Course Code | PHY305G2 | |||
| Credit Value | 02 | |||
| Hourly breakdown | Theory | Practical | Independent Learning | |
| 30 | – | 70 | ||
| Objectives | ||||
| · Recall the historical developments of astrophysics · Demonstrate how the basic physical laws explain the properties and dynamics of astronomical objects and the Universe · Explain the formation and properties of solar system, stars and galaxies · Deliver knowledge of the origin and the evolution of the universe | ||||
| Intended Learning Outcomes | ||||
| · Explain the physics of telescopes including geometric optics · Explain how astronomical distances are measured · Apply the derived Kepler’s Laws with Newton’s laws and theorems to a range of astrophysical objects including extrasolar planets · Explain the global properties and basic evolution of stars using the basic laws of physics · Discuss the structure of the Milky Way · Discuss the fundamental constituents of the Universe: baryons, dark matter and dark energy, and the observational evidence for their presence · Explain the evolution of our Universe, including the evidence for the Big Bang · Use the equations which describe the evolution of the Universe to derive properties of the Universe | ||||
| Course Contents | ||||
| The Universe and its physics: ·Historical background of astronomy, units in astronomy and observational measurement techniques, motions of heavenly bodies, celestial sphere and the atlas of stars, uses of optical instruments in astronomy and Doppler Effect. 
 
 
 · Olber’s paradox, Hubble’s Law; the age of the Universe; Evolution of the Universe: Madau diagram; Evidence for the Big Bang (blackbody radiation, nucleosynthesis); dark energy and the accelerating Universe. | ||||
| Teaching and Learning Methods | ||||
| Lectures, tutorial discussions, e-learning, handouts and guided learning | ||||
| Assessment Strategy | ||||
| In-course Assessments End of course examination | 30% 70% | |||
| Recommended References | ||||
| · Carroll, B. W., and Ostlie, D. A., An Introduction to Modern Astrophysics (2nd edition), Addison-Wesley (2006) · Dufay, J., Introduction to Astrophysics: The Stars (reissue edition), Dover Publications (2012) · Ryden, B. and Peterson, B. M., Foundations of Astrophysics (1st edition), Addison-Wesley (2010) · Maoz, D, Astrophysics in a Nutshell, 2nd edition (Princton University Press) (2016) | ||||
| Course Title   | Basic Electricity and
  Electronics | |||
| Course Code | ELE301G3 | |||
| Credit Value | 03  | |||
| Hourly breakdown | Theory | Practical | Independent Learning | |
| 35 | 30 | 85 | ||
| Objectives | ||||
| i  Recall the basics of simple
  electrical and electronic circuits i  Understand operation of
  semiconductor devices i Construct single-stage amplifiers using Bipolar
  junction transistors (BJT) and field effect transistors (FET) i  Verify the theoretical concepts and simple circuits through
  laboratory experiments | ||||
| Intended Learning Outcomes | ||||
| i  Analyse a linear electrical circuit using loop and
  node analysis, Thevenin’s and Norton’s theorem i  Explain the current-voltage behaviour of a
  capacitors and inductors connected to an ‘ac’ source  i  Outline the working principle of p-n junction diodes
  and their applications  i  Discuss the working principle of BJT, and JFET i  Analyse a small signal analysis of a BJT and FET
  amplifier using small signal models | ||||
| Course Contents | ||||
| Current electricity: Kirchhoff’s Laws, nodal
  and loop analysis, bridges, Thevanin’s and Norton’s theorem, maximum power
  transfer theorem. AC Theory: Introduction
  to alternating current, rms, average and peak-to peak values, AC capacitance
  and capacitive resistance, AC inductance and inductive resistance, frequency
  response of RC and LC circuits, resonance in RLC circuits. Semiconductor
  Diodes and application: Semiconductor basics, origin of energy bands, types of
  semiconductors, p-n junctions; operation, forward and reverse biased p-n
  junction, avalanche and Zener breakdown, application of p-n junction diodes:
  half and full wave rectifier, smoothing and voltage regulation Bipolar
  junction transistors: working principle of BJTs,
  transistor characteristics (input, transfer and output characteristics)
  transistor biasing, ac and dc load line, action of a BJT as a switch, action
  of a BJT as an amplifier, transistor amplifier design, small signal low frequency
  equivalent circuit models of BJT Field
  effect transistors (FET): Types
  of FETs, working principle of JFET, characteristics of JFET, JFET amplifiers,
  small signal low‑frequency equivalent circuit models of BJT. Introduction to
  MOSFETs. | ||||
| Teaching and Learning Methods  | ||||
| In-person Lectures, tutorial
  discussions, e-learning, handouts, guided
  learning and practical sessions | ||||
| Assessment Strategy | 
 | |||
| Practical Continuous Assessments of
  Practical Reports (15 %) End of Course
  Practical Examination (15 %) Theory            
   In-Course Assessment
  Examinations (20%)         End of
  Course Examination (50 %) | 
 30 % 
 
 70 % | |||
| Recommended References | ||||
| ·  William H. Hayt, Jack Kemmerly, Steven M. Durbin,
  Engineering Circuit Analysis (8th edition), McGraw-Hill Education (2012) ·    Jacob Millman, C. C. Haikias, Chetan D Parikh,
  Integrated Electronics: Analog and Digital Circuits and Systems (2nd
  Edition), McGraw-Hill Education (2009) ·      Jacob Millman, Arvin Grabel, Microelectronics (2nd Edition), McGraw Hill India (2001) ·     
  Adel S. Sedra,
  Kenneth C. Smith, Microelectronic Circuits, (6th edition), Oxford
  University Press | ||||
| Course Title   | Analogue and Digital
  Electronics | |||
| Course Code | ELE302G3 | |||
| Credit Value | 03  | |||
| Hourly breakdown | Theory | Practical | Independent Learning | |
| 35 | 30 | 85 | ||
| Objectives | ||||
| ·      Understand the designing process of an integrated
  circuit ·      Understand the working principle of differential and
  operational amplifier ·      Design and construct electronic circuits using analogue
  and digital ICs.  ·     
  Discuss the basics of
  microprocessor and explore its applications | ||||
| Intended Learning Outcomes | ||||
| ·      Explain the evolution of integrated circuits ·      Design and construct op amp-based circuits for analog
  computation  ·    Make use of logic gates, multiplexers and programmable
  gate arrays to construct combinational  logic circuits  ·      Construct simple combinational and sequential
  electronic circuits  ·     
  Outline the architecture and
  application of microcontrollers and microprocessors | ||||
| Course Contents | ||||
| Integrated circuits: Evolution of integrated
  circuits, integrated circuit components and types, introduction to VLSI and
  semiconductor processing Differential amplifiers: Operation of differential
  amplifiers, common and differential mode of operation, common mode rejection
  ratio Operational amplifier: Introduction to operational
  amplifiers, IC 741, characteristics of ideal and non-ideal operational
  amplifiers, analogue electronic circuits with operational amplifiers
  (inverting and non-inverting amplifiers, voltage follower, current source,
  voltage source, filter, analogue computing circuits to perform addition,
  subtraction, differentiation, integration, exponentiation and logarithms) Digital electronics: Logic gates, Boolean
  functions and operations, laws and rules of Boolean algebra, De-Morgan’s
  theorem, introduction to TTL and CMOS logic, Boolean expressions and truth
  tables, Karnaugh maps, Combinational circuits: (adder, substractor,
  comparator, decoder, encoder, multiplexer, demultiplexer), Sequential
  circuits: flip-flops, registers, counters, State diagrams and tables, State
  minimization, and  output  realization Introduction to
  microcontrollers and microprocessors: Microcontroller: Architecture, instruction set,
  I/O ports and peripherals, introduction to microcontrollers, basic computer
  architecture, introduction to CPU: ALU, CU and memory | ||||
| Teaching and Learning Methods  | ||||
| In-person Lectures, tutorial
  discussions, e-learning, handouts, guided
  learning and practical sessions | ||||
| Assessment Strategy | ||||
| Practical Continues Assessment of
  Practical Reports (15 %) End of Course
  Practical Examination (15 %) Theory In-Course Assessment
  Examinations (20 %)         End of
  Course Examination (50 %) | 
 30 % 
 
 70 % | |||
| Recommended References | ||||
| ·  Roy Choudhury, D, Jain, B and Shail
  Jain, Linear Integrated Circuits (4th edition), New Age Publishers  (2010) ·   M. Morris Mano and Michael D. Ciletti,
  Digital Design with an Introduction to the Verilog HDL (5th
  edition), Pearson Education (2013) ·    Thomas L. Floyd, David M. Buchla, Basic Operational
  Amplifiers and Linear Integrated Circuits (2nd edition), Prentice
  Hall (1999) ·   Sergio Franco, Design with
  operational amplifiers and analog integrated circuits (3rd
  edition), Mc Graw Hill Education, (2014) | ||||
