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Physics 2 unimelb handbook

2022.01.14 16:28


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View full page. Please refer to the specific study period for contact information. This subject is designed for students with a strong interest and background in physics, and aims to provide a deep understanding of a broad range of physics principles and applications.


The mathematical principles of Fourier theory are developed within the physical context of Fourier optics, diffraction theory, quantum mechanics and signal processing. The formulation of Classical Newtonian and Lagrangian mechanics is then discussed in the context of the symmetries of nature, conservation laws, Hamilton's equations and integration of the equations of motion.


These principles are applied to the description of physical and mechanical systems and includes a detailed discussion of rotational and oscillatory motion, mechanical stability, collisions, scattering, diffusion and continuum mechanics.


The emphasis in this subject will be to the development of techniques for solving problems involving a wide range of physical systems, including the formulation of appropriate mathematical and computational models and the identification of approximate solutions and limiting cases.


Report Cancel. You have already subscribed to this comment. Congratulation, you have successfully subscribed. Your report has been successfully sent. We will look into it. There are no reviews yet. Be the first one to review. Average Rating. Your comment is awaiting moderation. Email me when my comment gets approved. Please refer to the specific study period for contact information. This subject is designed for students with a sound background in physics, whose interests lie mainly in applications of physics to systems in the physical sciences, technology or engineering.


Physics 2: Physical Science and Technology introduces calculus techniques to the study of the range of principles and applications presented. Topics include: Fluids: water and air pressure, breathing, hydraulics, flight pressure in fluids, buoyancy, fluid flow, viscosity, surface tension.