BSc PHYSICS WITH A FOUNDATION YEAR

Code MTHB3001A Credits 20

Taught by lectures and seminars to bring students from Maths GCSE towards A-level standard, this module covers several algebraic topics including functions, polynomials and quadratic equations. Trigonometry is approached both geometrically up to Sine and Cosine Rule and as a collection of waves and other functions. The main new topic is Differential Calculus including the Product and Chain Rules. We will also introduce Integral Calculus and apply it to areas. Students should have a strong understanding of GCSE Mathematics.

Code MTHB3002B Credits 20

Following MTHB3001A (Basic Mathematics I), this module brings students up to the standard needed to begin year one of a range of degree courses. The first half covers Integral Calculus including Integration by Parts and Substitution. Trigonometric identities, polynomial expressions, partial fractions and exponential functions are explored, all with the object of integrating a wider range of functions. The second half of the module is split into two: Complex Numbers and Vectors. We will meet and use the imaginary number i (the square root of negative one), represent it on a diagram, solve equations using it and link it to trigonometry and exponential functions. Strange but true: imaginary numbers are useful in the real world. The last section is practical rather than abstract too; we will be looking at three dimensional position and movement and solving geometric problems through vector techniques.

Code PHY-3011A  Credits 20

In this module you will begin your physics journey with units, accuracy and measurement. You will then progress through the topics of waves, light and sound, forces and dynamics, energy, materials and finish by studying aspects of electricity. The module has a piece of coursework which is based around PV cell technology.

Code PHY-3010B Credits 20

This module follows on from Introductory Physics and continues to introduce you to the fundamental principles of physics and uses them to explain a variety of physical phenomena. You will study gravitational, electric and magnetic fields, radioactivity and energy levels. There is some coursework based around the discharge of capacitors. The module finishes with you studying some aspects of thermal physics, conservation of momentum and simple harmonic motion.

Code CHE-3003B Credits 20

A course in chemistry intended to take you to the level required to begin a relevant degree in the Faculty of Science. The module will help you to develop an understanding of: reactions of functional groups in organic chemistry; basic thermodynamics; spectroscopic techniques; transition metal chemistry and practical laboratory skills.

Code CHE-3004A Credits 20

A module designed for you, if you are on a Science Faculty degree with a Foundation Year. You will receive an introduction to the structure and electronic configuration of the atom. You will learn how to predict the nature of bonding given the position of elements in the periodic table and therefore. You will be introduced to the chemistry of key groups of elements. You will become familiar with key measures such as the mole and the determination of concentrations. The module includes laboratory work. No prior knowledge of chemistry is assumed.

Code CMP-3002A Credits 20

In taking this module you will learn about a wide range of topics that are fundamental to computing science. You will study areas such as history of computing, the binary system, logic circuits, fetch and execute cycles as well as components that made up of modern computer systems. Internet related technologies will also be covered. In the practical work for the module you will use a range of tools and techniques appropriate to the topic being studied.

Code CMP-3005A Credits 20

Introductory Programming introduces a number of programming concepts at the start of your programming career, using a modern programming language common to many digital industries. We structure learning through lectures, delivering core materials, and tutor supported exercises to reinforce learning, and to prepare students for programming in their following studies.

Code MTHB3003B Credits 20

This module extends material beyond Basic Mathematics I and Basic Mathematics II, and takes the most useful topics from the equivalent of the Further Maths A-level syllabus: - Simple common sets. - Notions of mathematical rigour and proof by induction. - Ideas of function such as f(x)=(ax+b)/(cx+d) for curve sketching, including identifying asymptotes. - Trigonometric functions and corresponding identities, including graph sketching aided by the derivative as the slope of a curve. - The hyperbolic functions sinhx, coshx and tanhx. - The Maclaurin Series Expansions. - Matrices and determinants (2x2 and 3x3) and their link with vector-cross-product. Examples of matrix-transformations of the plane and of space. - Separable variable first-order differential equations for modelling the motion of objects (once Integration has been covered in Basic Mathematics II). E.g. a car decelerating within a specified breaking distance; a body falling with air-resistance. All this has proved to set up students well for what follows in the degree course.