Physics and astronomy

Mathematical Methods for Physics 2

Module code: F3202
Level 4
15 credits in spring semester
Teaching method: Lecture, Workshop
Assessment modes: Coursework, Unseen examination

In this module, you will learn about:

• integration of scalar and vector fields
• partial differentiation
• differentiation of scalar and vector fields, including Gauss’ and Stokes’ theorems.

Programming-based examples will be embedded throughout.

Pre-requisite

Pre-requisites:
Level 4: (F3201) Maths Methods 1 [T1]

Module learning outcomes

• A successful student should be able to: compute physical quantities like mass, electric charge and moment of inertia of two and three dimensional objects and the work done by a force on a particle when moving it along a given path.
• Demonstrate a mathematical and physical understanding of the differential vector operators grad, div, and curl.
• Demonstrate a basic understanding of Gauss' and Stokes' Theorems.