A Three-year B.Sc. (Honours) Course under 1+1+1
Regulations (2009) of University of Calcutta
Course Outcomes - Physics Honours
Mechanics, Properties of Matter, Sound, Waves,
Vibration
Students learn accurately how to describe
motion of objects, planetary motions,
gravitation etc.
Know how to apply the conservation principle
and symmetry of a system.
Learn that different kinds of matter have
various properties. For example, pressure,
surface tension are important properties for a
fluid, but stress, Modulus are important
properties of solid objects.
Student learn about various types of wave
and their propagation.
Heat and Thermodynamics
To understand the principle of calorimetry
Understand the basic principle and laws of
Thermodynamics
Understand the concepts of Entropy
Optics
To provide a basic understanding of physical
and geometrical optics
To provide a knowledge of various phenomena
that light shows
Atomic Physics and Spectroscopy
Study of atomic phenomena
Application of Quantum behaviour
Mathematical Physics
To apply the knowledge acquired to various
physical problems
To develop the problem solving capability
Electronics
To know basic boolean principle and how
various electronic instruments work based on
this
To motivate the students to apply the
principles of electronics in their day-to-day
life.
Electricity and Magnetism
To learn about electrical charges and
currents and their properties
Enhance problem solving capability based on
various realistic situation
Quantum Mechanics and Relativity
These are basic building block of modern
physics. Students learn how various optical
phenomena can be described by quantum mechanics,
for example interference etc.
To understand that magnetism arises due to
motion of charges
Energy and mass relation
Application of quantum mechanics and
relativity in other areas of Physics
Nuclear Physics and particle Physics
Study structure of Nucleus and subnuclear
properties
Radioactivity and related properties
3) Instruments to detect such microscopic
phenomena
Principles of Programming, Numerical Methods
and C Programming
1) How to write algorithms, iteration techniques
2) Various numerical methods to solve numerical
problems
Practical and Laboratories
1) Learn practical situation
2) Bridge between theoretical knowledge and
practical real life situation
Solid State Physics
1) Learn properties of solid (crystal etc.) at
the quantum level
2) Electrical, magnetic, thermal, superconducting
properties are explained based on quantum and
statistical mechanical theory.
Statistical Mechanics
1) To understand statistical properties of matter
2) To use these theories in practical systems (ideal
gas, Bose and Fermi systems)
Program Outcomes - Physics Honours
Physics deals with a wide variety of systems,
from microscopic level (atoms, nucleus) to
Astronomical level (Sun, galaxy). Basic principles
are more-or-less used by physicists at every level.
Each of these theories are experimentally verified
in a number of ways and found to be a sufficiently
appropriate description of nature. Physics uses
mathematics as a medium to organize and formulate
experimental results. Based on those results,
precise or estimated new predictions are generally
made which are, then, experimentally confirmed or
invalidated. The results from physics experiments
are numerical measurements. Technologies based on
mathematics, like computation have made
computational physics an active area of research.
Also, Particle Physics, Astro-Physics, Solid State
or Condensed Matter Physics are the branches of
physics where active research is going on worldwide.
Program Specific Outcome - Physics Honours
The course structure has been prepared in
such a way so as the students learn and
understand how the various physical phenomena
take place based on their already acquired
knowledge.
Solving problems based on realistic
situation make them understand how various
physical systems in everyday life work.
Therefore, the Course not only imparts some
abstract knowledge, but also instills basic
need-based knowledge as well.
The main cognitive outcome of the course is
that students learn how to explain an otherwise
unknown situation/problem on their own.
Another important part of the program is its
mathematical rigour. Students learn how to solve
problems and prove various theorems. This has an
enormous effect in their behavioral outcome. The
students learn to analyze situation in a more
logical and coherent way. This also instills the
quality of accepting a particular
knowledge/information based on facts available.\
The mathematical skill and theoretical
principles learnt during the three-year program,
help them motivate and contribute to the society
by actively participating in innovative
research, teaching.
Also, they can induce rational thinking in
society, which is very important in today's
scenario.