BSc (Hons) Physics with a Year Abroad

Key details

BSC (HONS) PHYSICS WITH A YEAR ABROAD

Start Year

2022

Attendance

Full Time

Award

Degree of Bachelor of Science

UCAS course code

F30A

Entry Requirements

AAB

Duration (years)

To study physics is to ask questions – to interrogate everything. What is the nature of matter? What are the origins of the universe? What is the basis for the mechanics of sound? And how will that ocean wave move next? Incredibly diverse, abstract and yet also creative, without physics, there would be no answers to many of the questions we face, from the smallest to the vastest.

Study physics at UEA and you’ll be joining a multidisciplinary faculty with a thriving research community that includes specialist groups with expertise in geophysics, astrophysics, fluid mechanics, chemical physics and quantum physics. You will take advantage of top-class facilities, including spectroscopy and ultrafast laser equipment, high-tech geophysics apparatus and experimental wave tanks. And you’ll be able to tailor your degree with a range of optional modules.

About

Physics is concerned with the most fundamental questions about nature. It’s an inspiring subject that enables you to cultivate your abstract, creative reasoning and your practical, applied knowledge.

During the first two years of this four-year degree, you’ll explore some major themes in physics. You will also have the opportunity, with our support, to secure a study abroad placement at one of our international higher education partners. It is hoped that by the time you reach your study abroad year the global situation affecting us now will be significantly improved and you will be able to benefit from the international links we have.

Your third year will be spent at your study abroad location. This will enable you to develop additional skills and networks that will be of immense benefit after you graduate. In your final year, in addition to continuing to study the major themes of physics, you’ll do a project where you have the chance to research a specific topic of your choice.

Throughout the course you will develop an impressive range of transferable skills in mathematics, communication and collaborative work. You will also build practical professional skills in areas like academic research, analytical problem solving and computing. These are highly sought-after skills for which employers in several sectors specifically prefer physics graduates.

Physics is not only a fascinating discipline, but a highly regarded qualification too. Study with us at UEA and you’ll develop a deep curiosity about the workings of our universe at a wide range of scales and gain powerful scientific skills to employ in diverseareas, so you’ll leave as a highly employable graduate. 

Our four-year degree programme introduces you to many of the major themes in physics in your first year, before providing more advanced teaching in the subsequent years, when you can specialise in a particular field. Your course will culminate in a final year project, giving you the chance to research a topic of your own choosing.

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Important Information

Whilst the University will make every effort to offer the courses listed, changes may sometimes be made arising from the regular review of course programmes. Where this activity leads to significant (but not minor) changes to programmes, there will normally be prior consultation of students and others. Changes may for example consist of variations to the content and method of delivery of programmes, courses and other services, to discontinue programmes, courses and other services and to merge or combine programmes or courses. The University will endeavour to keep such changes to a minimum, and will inform students.

Assessment for Year 1

We employ a range of assessment methods to best reflect each module and what we hope you will gain from it.

Assessments will usually feature a combination of practical reports, data handling, project work, dissertations, and examinations. 

Compulsory Modules

COMPUTATION AND MODELLING

Code MTHA4007B

Credits 20

Computation and modelling are essential skills for the modern mathematician. While many applied problems are amenable to analytic methods, many require some numerical computation to complete the solution. The synthesis of these two approaches can provide deep insight into highly complex mathematical ideas. This module will introduce you to the art of mathematical modelling, and train you in the computer programming skills needed to perform numerical computations. You will be introduced to the Python programming language and study algorithms for problems such as root finding. A particular focus of mathematical modelling is classical mechanics, which describes the motion of solid bodies. Central to this is Newton’s second law of motion, which states that a mass will accelerate at a rate proportional to the force imposed upon it. This leads to an ordinary differential equation to be solved for the velocity and position of the mass. In the simplest cases, the solution can be constructed using analytical methods, but in more complex situations, for example motion under resistance, you will use numerical methods to find the motion of a particle.

ELECTROMAGNETISM AND WAVES

Code PHY-4005A

Credits 20

You will be introduced to the fundamental theory of electricity and magnetism: charges, currents and electric and magnetic forces. You will also learn the essential theory of wave phenomena, including mechanical waves propagating in media, electromagnetic waves, and elementary optics.

LABORATORY AND SKILLS FOR PHYSICS

Code PHY-4005Y

Credits 20

This module consists of practical laboratories and other exercises which are designed to equip physics students with essential skills. Problem solving and creative thinking will be encouraged on this module.

MATHEMATICS FOR SCIENTISTS A

Code ENV-4015Y

Credits 20

You will cover differentiation, integration, vectors, partial differentiation, ordinary differential equations, further integrals, power series expansions, complex numbers and statistical methods as part of this module. In addition to the theoretical background there is an emphasis on applied examples. Previous knowledge of calculus is assumed. This module is the first in a series of three maths modules for those across the Faculty of Science that provide a solid undergraduate mathematical training. The follow-on modules are Mathematics for Scientists B and C. Recommended if you have grade A*-C at A-level Mathematics, or equivalent.

PROPERTIES OF MATTER

Code PHY-4001B

Credits 20

The module introduces a number of fundamental physical concepts key to understanding the physics of matter and its interaction with electromagnetic radiation. Topics to be covered include atomic physics, spectroscopy, thermodynamics, gas laws, bulk properties, and molecular motion.

GEOPHYSICS AND ASTROPHYSICS

Code PHY-4003A

Credits 20

In this module, you will learn about the methods used to model the physics of the Earth and Universe. You will explore the energy, mechanics, and physical processes underpinning Earth's systems. This includes the study of its formation, subsequent evolution and current state through the understanding of its structure and behaviour - from our planet's interior to the dynamic surface and into the atmosphere. In the second part of this module, you will study aspects of astrophysics including the history of astrophysics, radiation, matter, gravitation, astrophysical measurements, spectroscopy, stars and some aspects of cosmology. You will learn to predict differences between idealised physics and real life situations. You’ll also improve your skills in problem solving, written communication, information retrieval, poster design, information technology, numeracy and calculations, time management and organisation.

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Open Days

Important Information

Whilst the University will make every effort to offer the modules listed, changes may sometimes be made arising from the annual monitoring and review of modules. Where this activity leads to significant change to a programme and modules, the University will endeavour to consult with affected students. The University may not be able to offer a module for reasons outside of its control, such as the illness of a member of staff. Availability of optional modules may be restricted owing to timetabling, lack of demand, or limited places. Where this is the case, you will be asked to make alternative module choices and you will be supported during this process.

Assessment for Year 2

We employ a range of assessment methods to best reflect each module and what we hope you will gain from it.

Assessments will usually feature a combination of practical reports, data handling, project work, dissertations, and examinations. 

Compulsory Modules

QUANTUM THEORY AND SYMMETRY

Code CHE-5250A

Credits 20

You’ll cover the foundation and basics of quantum theory and symmetry, starting with features of the quantum world and including elements of quantum chemistry, group theory, computer-based methods for calculating molecular wavefunctions, quantum information, and the quantum nature of light. The subject matter paves the way for applications to a variety of chemical and physical systems – in particular, processes and properties involving the electronic structure of atoms and molecules.

TOPICS AND LABORATORY IN PHYSICS

Code PHY-5001B

Credits 20

This module explores physics as an empirical science through a series of laboratory experiments that probe key concepts and physical laws. The laboratory sessions will be underpinned by associated teaching surrounding the studied phenomena, and will complement topics addressed in other modules in the physics course.

MATHEMATICS FOR SCIENTISTS B

Code MTHB5010A

Credits 20

Matrix algebra: Introduction to matrices. Systems of linear equations. Solving systems of linear equations using elementary operations. Matrices and systems of linear equations. Gaussian elimination, row echelon form and back-substitution. Reduced row echelon form; use of rank to distinguish cases of no solution, unique solution, infinitely many solutions. Matrix inversion. Determinants. Linear independence, calculation of eigenvalues and eigenvectors. Numerical methods: Numerical methods for solving matrix systems. Iterative methods including Jacobi iteration and Gauss-Seidel iteration. Convergence criteria. Interpolation. Numerical differentiation and integration. Numerical integration of ODEs. Elements of programming in Python (or Matlab): Defining and manipulating variables. Arrays. Data input and graphics output. Functions. If/Then statements and For loops. Programs implementing numerical methods for systems of linear equations, nonlinear equations and integration of ODEs. Fourier series and Fourier transforms: Introduction to time series. Frequency domain. Definition and properties. Examples of transforms. Techniques for inverse transforms. Application to integral equations. Application to linear ODEs and PDEs Second-order partial differential equations: Basic concepts and definitions, wave equation, heat conduction equation, Laplace's equation. The method of separation of variables. Application of this method for solving initial/boundary value problems associated with the aforementioned P.D.E.'s. D'Alembert's solution for the wave equation. Application for solving initial value problems for the wave equation on infinite and semi-infinite domains.

MATHEMATICS FOR SCIENTISTS C

Code MTHB5011B

Credits 20

Vector calculus: Scalar fields, gradient, directional derivative, level surfaces. Vector fields, divergence, Laplacian, curl, divergence theorem, Stokes's theorem, solenoidal vector fields, irrotational vector fields. Velocity potential, horizontal divergence. Uniform stream. Mass source Fluid dynamics: Basic concepts. Introduction. Continuum hypothesis. Pressure. Hydrostatic pressure. Buoyancy and Archimedes' principle. Material derivative. Streamlines. Stream tubes. One-dimensional flows. Conservation of mass. Bernoulli's equation. Flow over an obstacle. Hydraulic jump. Two and three-dimensional flows. Conservation of mass. Streamlines. Forces. Euler's equations of motion. Bernoulli's equation in generality. Rotation and vorticity. Rotation. Vorticity, velocity and streamfunction. Line vortex. Irrotational, incompressible flow and the velocity potential. Velocity potential. Horizontal divergence. Uniform stream. Line source. Real flows with both rotation and divergence. Vortices and time-mean wind field. Water waves. Modelling and boundary conditions. Linear theory of surface gravity waves. Phase speed and group speed. Deep water & shallow water approximations. Particle orbits. Solid mechanics: Theory of stress and strain for linear elasticity. Traction on a surface, resultant force and torque, normal and shear stresses. Principle stresses and strains. Equations of equilibrium, and constitutive law for isotropic linearly elastic solids. Examples of simple deformations and elastic waves.

HEAT, ATOMS AND SOLIDS

Code PHY-5004B

Credits 20

Exploring fundamental aspects of thermodynamics and condensed matter physics, you’ll be introduced to ideas about the electronic structure based on the free-electron Sommerfeld and band theories, along with the concept of phonons and their contribution to the heat capacity of a solid. Also you’ll consider the structure, bonding and properties of solids, in particular electronic conductivity and magnetism, as well as atomic structure and atomic spectroscopy, and Entropy in terms of a macroscopic Carnot cycle and the statistical approach. Two important distributions of particles will be treated; Bose-Einstein and Fermi-Dirac. Changes of state, 1st and 2nd order phase transitions and the Clausius–Clapeyron equation will be described.

Optional A Modules

(20 credits)

ANALOGUE AND DIGITAL ELECTRONICS

Code CMP-5027A

Credits 20

A practical introduction to electronics, this module is structured to consider analogue electronics and digital electronics in turn. Topics you’ll cover include passive and active components, including op-amps, transistors, logic gates, flip-flops and registers. Circuits you’ll study include amplifiers, oscillators, modulators, combinational and sequential logic and state machines. You’ll spend much of your time doing practical work – underpinned by lectures – where you will build prototypes circuits, as well as designing and building Printed Circuit Boards (PCBs).

OCEAN CIRCULATION

Code ENV-5016A

Credits 20

This module gives you an understanding of the physical processes occurring in the basin-scale ocean environment. We will introduce and discuss large scale global ocean circulation, including gyres, boundary currents and the overturning circulation. Major themes include the interaction between ocean and atmosphere, and the forces which drive ocean circulation. You should be familiar with partial differentiation, integration, handling equations and using calculators. Shelf Sea Dynamics is a natural follow-on module and builds on some of the concepts introduced here. We strongly recommend that you also gain oceanographic fieldwork experience by taking the 20-credit biennial Marine Sciences field course.

GLOBAL TECTONICS

Code ENV-5018A

Credits 20

Processes in the Earth’s interior exert a profound influence on all aspects of the Earth’s system, and have done so throughout geological time. This module is designed to explore all aspects of those processes from the creation and destruction of tectonic plates to the structure of the Earth’s interior and the distribution and dissipation of energy within it. This will include: the theory and mechanisms of plate tectonics, the generation of magma and volcanism; the mechanisms behind earthquakes. The geological record of this activity, its evolution and impacts on the Earth will also be discussed.

WEATHER

Code ENV-5043A

Credits 20

The weather affects everyone and influences decisions that are made continuously around the world. From designing and siting a wind farm to assessing flood risk and public safety, weather plays a vital role. Have you ever wondered what actually causes the weather we experience, for example why large storms are so frequent across north western Europe, especially in Winter? In this module you will learn the fundamentals of the science of meteorology. We will concentrate on the physical processes that underpin the radiation balance, thermodynamics, wind-flow, atmospheric stability, weather systems and the water cycle. We will link these to renewable energy and the weather we experience throughout the Semester. Assessment will be based entirely on a set of practical reports that you will submit, helping you to spread your work evenly through the semester. You will learn how Weather is a rich fusion of descriptive and numerical elements and you will be able to draw effectively on your own skill strengths while practising and developing others, guided by Weatherquest’s Meteorologists.

STELLAR PHYSICS

Code PHY-5005A

Credits 20

Science arguably began, thousands of years ago, when humans first attempted to understand the behaviour of both the Sun and distant stars. This module provides an introduction to our modern view of the physics of stars: their structure, evolution, dynamics, chemistry, and magnetic fields. It will look at many of the diverse kinds of object we call stars, including their origins and the endpoint of their evolution. Through a piece of coursework you will see how the physics discussed in the module applies to the Sun. Much of the physics that will be introduced (e.g. magnetohydrodynamics, perturbation theory) is useful in other contexts too.

Clearing and Admissions Live Chat

Open Days

Important Information

Assessment for Year 4

We employ a range of assessment methods to best reflect each module and what we hope you will gain from it.

Assessments will usually feature a combination of practical reports, data handling, project work, dissertations, and examinations. 

Compulsory Modules

PHYSICS PROJECT

Code PHY-6004Y

Credits 40

This individual research module is compulsory for all students registered on a Physics degree. It comprises supervised research in at least one area of physics. It may involve research partners in other Schools at UEA. The project can involve collection and analysis of data in the laboratory or from a telescope, and/or development of a piece of equipment, and/or development of software or a theoretical/numerical model, and/or analysis of pre-existing data from a variety of sources. It must include independent scientific analysis. It will be assessed by a written report, a presentation, and an online research journal maintained throughout the project.

ADVANCED PHYSICS LABORATORY

Code PHY-6001A

Credits 20

This module explores concepts in physics through a series of advanced laboratory experiments, working in teams. The experiments are underpinned by associated teaching in other modules of the Physics course.

ANALYTICAL MECHANICS AND ELECTROMAGNETIC FIELD THEORY

Code PHY-6003B

Credits 20

On this module you will study fundamental, higher-level concepts in classical physics that provide powerful tools in applications as well as theoretical background for further advanced studies in classical and quantum physics. These include extended systems, analytical mechanics, the fundamental laws of electromagnetic fields, and electromagnetic waves. The module will include computational applications.

Optional A Modules

(0-20 credits)

PHYSICAL CHEMISTRY II

Code CHE-5201B

Credits 20

The module covers a number of areas of modern physical chemistry which are essential to a proper understanding of the behaviour of chemical systems. These include the second law of thermodynamics and entropy, quantum mechanics, electronic spectroscopy, the thermodynamics of solutions and chemical kinetics of complex reactions. The practical part of the module features experiments highlighting key aspects of the chemistry explored.

PROGRAMMING FOR NON-SPECIALISTS

Code CMP-5020B

Credits 20

You will be introduced to a number of programming concepts at the start of your programming career, using a modern programming language common to many digital industries, with specific focus on applications within STEM fields. We structure learning through lectures, delivering core materials, and tutor supported exercises to reinforce learning, and to prepare you for programming in your following studies.

ANALOGUE AND DIGITAL ELECTRONICS

Code CMP-5027A

Credits 20

RENEWABLE ENERGY

Code ENG-5002B

Credits 20

This module builds on understanding in wind, tidal and hydroelectric power and introduces theories and principles relating to a variety of renewable energy technologies including solar energy, heat pumps and geothermal sources, fuel cells and the hydrogen economy, biomass energy and anaerobic digestion. You will consider how these various technologies can realistically contribute to the energy mix. You will study the various targets and legislative instruments that are used to control and encourage developments. Students will also apply their knowledge to propose, design and evaluate renewable technology solutions in order to meet performance, cost and emissions reduction targets within the coursework exercise, also involving application of project management and financial project appraisal techniques in a renewable energy context

DYNAMICS AND VIBRATION

Code ENG-5004B

Credits 20

You will build on the introductory material you gained in first year engineering mechanics. An appreciation of why dynamics and vibration are important for engineering designers leads to consideration of Single-degree-of-freedom (SDOF) systems, Equation of motion, free vibration analysis, energy methods, natural frequency, undamped and damped systems and loading. Fourier series expansion and modal analysis are applied to vibration concepts: eigenfrequency, resonance, beats, critical, under-critical and overcritical damping, and transfer function. Introduction to multi-degree of freedom (MDOF) systems. Applications to beams and cantilevers. MathCAD will be used to support learning.

EXPLORING THE EARTH'S SUBSURFACE

Code ENV-5004B

Credits 20

In this module you will learn about the processes that shape the Earth's shallow subsurface, and how to detect and map subsurface structures and resources. Physical properties of solid materials and subsurface fluids will be explored, including how fluid movement affects these properties. Methods to image the subsurface will be introduced using real datasets, collected by the class where possible. We will apply the theory to real-life problems including risk mitigation, engineering and resource exploration. This module will include fieldwork on campus where possible, specialist computer software, and some light mathematical analysis (trigonometry, rearranging linear equations, logarithms).

EXPLORING THE EARTH'S SUBSURFACE WITH FIELDCOURSE

Code ENV-5005K

Credits 20

What lies beneath our feet? This module addresses this question by exploring how wavefields and potential fields are used in geophysics to image the subsurface on scales of metres to kilometres. You’ll study the basic theory, data acquisition and interpretation methods of seismic, electrical, gravity and magnetic surveys. A wide range of applications are covered, including archaeological geophysics, energy resources and geohazards. Highly valued by employers, this module features guest lecturers from industry who explain the latest 'state-of-the-art' applications and give you unique insight into real world situations. Students doing this module are normally expected to have a good mathematical ability, notably in calculus and algebra. This module also includes a one-week field course, currently held in the Lake District during Easter break. The cost of attending the field course is subsidised by the School but students enrolling must commit to paying a sum to cover their attendance.

WEATHER APPLICATIONS

Code ENV-5009B

Credits 20

This module will build upon material covered in Meteorology I, by covering topics such as synoptic meteorology, weather hazards, micro-meteorology, further thermodynamics and weather forecasting. The module includes a major summative coursework assignment based on data collected on a UEA meteorology fieldcourse in a previous year.

WEATHER APPLICATIONS WITH FIELDCOURSE

Code ENV-5010K

Credits 20

Weather is one of the most popular topics of conversation. But how, specifically, does it present risks and opportunities, to people, organisations and to the wider environment? In this module you will develop a clear understanding of these linkages and an evidence base to draw on in future roles in which weather is a factor. You’ll learn how to confidently source a diverse range of real-time weather information and you’ll practice analysing such data, leading subsequently to successful interpretation and effective communication, both written and in front of the camera. You’ll see, first hand, how meteorology depends upon computer systems for the efficient sharing, processing and visualisation of weather information. Being taught by weather practitioners with long experience of providing weather services to users, you will get the inside track on what it’s like to work in weather. Weather Forecasting is one central theme and application which will provide a focus for learning. How are forecasts made and delivered, who uses forecasts and what are their distinctive needs? Success in forecasting depends in part on a good physical understanding of atmospheric processes - through practical work, we’ll study those processes and use real examples of weather systems and events to reinforce the learning. At the end of the module, through an embedded week-long Easter residential fieldcourse, you’ll apply your enhanced process understanding and forecasting knowledge in a hands-on way to design and implement meteorological field experiments, testing hypotheses through the collection and interpretation of field data collected using weather sensors. You’ll write up your choice of fieldcourse experiment for assessment, after first receiving informal feedback on a related poster presentation.

OCEAN CIRCULATION

Code ENV-5016A

Credits 20

SHELF SEA DYNAMICS AND COASTAL PROCESSES

Code ENV-5017B

Credits 20

The shallow shelf seas that surround the continents are the oceans that we most interact with. They contribute a disproportionate amount to global marine primary production and CO2 drawdown into the ocean, and are important economically through commercial fisheries, offshore oil and gas exploration, and renewable energy developments (e.g. offshore wind farms). You will explore the physical processes that occur in shelf seas and coastal waters, their effect on biological, chemical and sedimentary processes, and how they can be harnessed to generate renewable energy. You will develop new skills during this module that will support careers in the offshore oil and gas industry, renewable energy industry, environmental consultancy, government laboratories (e.g. Cefas) and academia. The level of mathematical ability required to take this module is similar to Ocean Circulation and Meteorology I. You should be familiar with radians, rearranging equations and plotting functions.

GLOBAL TECTONICS

Code ENV-5018A

Credits 20

WEATHER

Code ENV-5043A

Credits 20

ENERGY TRANSITIONS

Code ENV-5044B

Credits 20

This module examines the complexities of the transition to low carbon energy systems. It draws on a range of disciplines, theories and perspectives to critically examine many of the key challenges. It begins by exploring how we can understand energy systems and how they differ across space and time. The module draws on historical analyses to understand how energy systems have evolved in the past, as well as examining the different ways in which we can imagine the future of energy. Students will gain an in-depth understanding of the complexities of changing energy systems, enabling them to critically engage with debates around future “energy transitions”, the role that innovation and emergent technologies might play, and the various challenges of shifting towards renewable based energy systems.

MATHEMATICAL MODELLING

Code MTHF5032B

Credits 20

Mathematical modelling is concerned with how to convert real problems, such as those arising in industry or other sciences, into mathematical equations, and then solving them and using the results to better understand, or make predictions about, the original problem. This topic will look at techniques of mathematical modelling, examining how mathematics can be applied to a variety of real problems and give insight in various areas. The topics will include approximation and non-dimensionalising, and discussion of how a mathematical model is created. We will then apply this theory to a variety of models such as traffic flow as well as examples of problems arising in industry. We will consider population modelling, chaos, and aerodynamics.

STELLAR PHYSICS

Code PHY-5005A

Credits 20

Optional B Modules

(20-40 credits)

SCIENCE COMMUNICATION

Code BIO-6018Y

Credits 20

You will gain an understanding of how science is disseminated to the public and explore the theories surrounding learning and communication. You will investigate science as a culture and how this culture interfaces with the public. Examining case studies in a variety of different scientific areas, alongside looking at how information is released in scientific literature and subsequently picked up by the public press, will give you an understanding of science communication. You will gain an appreciation of how science information can be used to change public perception and how it can sometimes be misinterpreted. You will also learn practical skills by designing, running and evaluating a public outreach event at a school or in a public area. If you wish to take this module you will be required to write a statement of selection. These statements will be assessed and students will be allocated to the module accordingly.

PHYSICAL CHEMISTRY III

Code CHE-6201A

Credits 20

The module covers a selection of advanced topics in physical chemistry including statistical thermodynamics, reaction mechanisms and theories of reaction rates, photochemistry, electrochemistry and diffraction techniques.

THE LEARNING AND TEACHING OF MATHEMATICS

Code EDUB6014A

Credits 20

The aim of the module is to introduce you to the study of the teaching and learning of mathematics with particular focus to secondary and post compulsory level. In this module, you will explore theories of learning and teaching of mathematical concepts typically included in the secondary and post compulsory curriculum. Also, you will learn about knowledge related to mathematical teaching. If you are interested in mathematics teaching as a career or interested in mathematics education as a research discipline, then this module will equip you with the necessary knowledge and skills.

CONTROL SYSTEMS

Code ENG-6007A

Credits 20

Automatic control is essential in any field of engineering and science. Control systems are an integral part of robotic systems, manufacturing systems, self-driven vehicles and any industrial operation and household application involving control of temperature, humidity, flow, pressure, etc. A competent engineer should be familiar with the control theories commonly used nowadays and their practical application. In particular, this module is focused on the analysis and design of control systems based on the classical control theory. Among other topics, this module covers: -Systems modelling using Laplace transforms. -System identification. -Open-loop and closed-loop control systems and the importance of feedback. -Evaluation of systems stability and behaviour using different analysis tools like Bode plots, the Routh-Hurwitz criterion, the Root Locus method or Nyquist plots. -Design and tuning of different common types of controllers, like PID controllers and lead/lag compensators, to meet a variety of design requirements. -Digital control systems. -Programming and operation of PLCs (programmable logic controllers) and its use in automatic industrial systems. -Analysis and design of control systems using Matlab In order to reinforce the learning and engagement, different case studies of industrial applications from local companies are introduced and potentially a site visit.

SOLAR ENERGY ENGINEERING

Code ENG-6010A

Credits 20

This module addresses the engineering and technical aspects of solar energy, covering solar energy resource availability, solar energy conversion systems, photovoltaic (PV) and solar thermal collector systems, and other solar energy applications in the industrial, domestic, transport and agricultural sectors. You will obtain advanced knowledge on the estimation of solar radiation through models and solar radiation databases for any site and surface geometry, shading analysis, the optimum and cost-effective design, performance analysis and sizing of PV systems and solar thermal collector systems, and their integration in buildings. In parallel, you will develop software skills in the above topics and practical skills in PV cell/module characterisation, performance and degradation analysis in the laboratory.

NUCLEAR ENGINEERING AND TECHNOLOGY

Code ENG-6011B

Credits 20

This module is designed to provide students with an in-depth understanding of this key energy sector. It addresses the technical and financial aspects of nuclear power, offering a comprehensive grounding in the underpinning science, engineering and safety features, along with relevant nuclear regulators and policy. Students will develop knowledge and insights as well as analytical and modelling skills, in addition to skills that are transferable into future or current work settings, such as management of time and information, report writing and the deployment of critical reasoning and independent thinking.

GEOPHYSICAL HAZARDS

Code ENV-6001B

Credits 20

Geophysical hazards such as earthquakes, volcanic eruptions, tsunamis and landslides have significant environmental and societal impacts. This module focuses on the physical basis and analysis of each hazard, their global range of occurrence, probability of occurrence and their local and global impact. You will address matters such as hazard monitoring, modelling and assessment, and consider approaches towards risk mitigation and the reduction of vulnerability (individual and societal), with an emphasis on their practical implementation. Scenarios and probabilities of mega-disasters are also investigated. All the teaching faculty involved have practical experience of supplying professional advice on these hazards (and related risks) in addition to their own research involvement. A basic knowledge of physical science and of mathematics is assumed e.g. use of logs, exponentials, powers, cosines, rearrangement of equations.

MODELLING ENVIRONMENTAL PROCESSES

Code ENV-6004A

Credits 20

Our aim is to show how environmental problems may be solved from the initial problem, to mathematical formulation and numerical solution. Problems will be described conceptually, then defined mathematically, then solved numerically via computer programming. The module consists of lectures on numerical methods and computing practicals; the practicals being designed to illustrate the solution of problems using the methods covered in lectures. We will guide you through the solution of a model of an environmental process of your own choosing. The skills developed in this module are highly valued by prospective employers.

CLIMATE SYSTEMS

Code ENV-6025B

Credits 20

Please note that ENV-5043A (Weather) is a pre-requisite for this module. What sets the mean global temperature of the world? Why are some parts of the world arid whilst others at the same latitudes are humid? This module aims to provide you with an understanding of the processes that determine why the Earth’s climate (defined, for example, by temperature and moisture distribution) looks like it does, what the major circulation patterns and climate zones are and how they arise. You will study why the climate changes in time over different timescales, and how we use this knowledge to understand the climate systems of other planets. This module is aimed at you if you wish to further your knowledge of climate, or want a base for any future study of climate change, such as Meteorology/Oceanography.

DYNAMICAL OCEANOGRAPHY

Code MTHE6007B

Credits 20

The ocean is an important component of the Earth's climate system. This module covers mathematically modelling of the large-scale ocean circulation and oceanic wave motion. This module builds upon the techniques in fluid dynamics and differential equations that you developed in year two. It then uses these techniques to explain some interesting phenomena in the ocean that are relevant to the real world. We begin by examining the effects of rotation on fluid flows. This naturally leads to the important concept of geostrophy, which enables ocean currents to be inferred from measurements of the sea surface height or from vertical profiles of seawater density. Geostrophy also plays a key role in the development of a model for the global scale circulation of abyssal ocean. The role of the wind in driving the ocean will be examined. This enables us to model the large-scale circulation of the ocean including the development of oceanic gyres and strong western boundary currents, such as the Gulf Stream. The module concludes by examining the role of waves, both at the sea surface and internal to the ocean. The differences between wave motion at mid-latitudes and the Equator are examined, as is the roll of the Equator as a wave-guide. The equatorial waves that you will study are intimately linked with the El Niño phenomenon that affects the climate throughout the globe.

WAVES

Code MTHE6031B

Credits 20

You will gain an introduction to the theory of waves. You will study aspects of linear and nonlinear waves using analytical techniques and Hyperbolic Waves and Water Waves will also be covered. It requires some knowledge of hydrodynamics and multi-variable calculus. The unit is suitable for those with an interest in Applied Mathematics.

QUANTUM MECHANICS

Code MTHE6032A

Credits 20

This module covers the laws of physics described by quantum mechanics that govern the behaviour of microscopic particles. The module will focus on non-relativitic quantum mechanics that is described by the Schrodinger equation. Time-dependent and time-independent solutions will be presented in different contexts including an application to the hydrogen atom. Approximation schemes will also be discussed, with particular emphasis on variational principles, WKB approximation and scattering theory.

PARTIAL DIFFERENTIAL EQUATIONS

Code MTHE6034A

Credits 20

Partial Differential Equations (PDEs) are ubiquitous in applied mathematics. They arise in many models of physical systems where there is coupling between the variation in space and time, or more than one spatial dimension. Examples include fluid flows, electromagnetism, population dynamics, and the spread on infectious diseases. It is therefore important to understand the theory of PDEs, as well as different analytic and numerical methods for solving them. This module will provide you with an understanding of the different types of PDE, including linear, non-linear, elliptic, parabolic and hyperbolic; and how these features affect the required boundary conditions and solution techniques. We will study different methods of analytical solution (such as greens functions, boundary-integral methods, similarity solutions, and characteristics); as well as appropriate numerical methods (with topics such as implicit versus explicit schemes, convergence and stability). Examples and applications will be taken from a variety of fields.

THE PHYSICS OF THE UNIVERSE

Code PHY-6001B

Credits 20

In this module you will apply physics concepts and mathematical techniques to discover the astrophysics that govern the Universe at various scales, in both time and space. This includes stellar structure and evolution; stellar systems and populations; our Milky Way, other galaxies, and galactic systems; and the early Universe. You will also learn about the observational tools such as telescopes and detectors.

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Important Information

Entry Requirements

A Levels

AAB including Mathematics and Physics or ABB including Mathematics and Physics with an A in the Extended Project.

T Levels

No acceptable pathways for 2022 entry.

BTEC

Not accepted

Scottish highers

AAAAA including Mathematics and Physics

Scottish highers advanced

BBC including Mathematics and Physics

Irish leaving certificate

4 subjects at H2, 2 subjects at H3 including Mathematics and Physics

Access course

Pass Access to HE Diploma with Distinction in 36 credits at Level 3 and Merit in 9 credits at Level 3 including 12 credits in Mathematics and 12 credits in Physics

European Baccalaureate

80% overall including 70% in Mathematics and Physics

International Baccalaureate

33 including HL6 Mathematics and HL5 Physics or HL5 Mathematics and HL6 Physics

GCSE offer

You are required to have Mathematics and English Language at a minimum of Grade C or Grade 4 or above at GCSE.

Additional entry requirements

A-Level General Studies and Critical Thinking are not accepted.  Science A Levels must include a pass in the practical element.

If you do not meet the academic requirements for direct entry, you may be interested in one of our Foundation Year programmes such as BSc Physics with a Foundation Year

INTO UNIVERSITY OF EAST ANGLIA 

If you do not meet the academic and/or English requirements for direct entry our partner, INTO University of East Anglia offers guaranteed progression on to this undergraduate degree upon successful completion of a preparation programme. Depending on your interests, and your qualifications you can take a variety of routes to this degree: 

Examples see useful links: 

International Foundation in Physical Sciences and Engineering (for Year 1 entry to UEA)

International Foundation in Mathematics and Actuarial Sciences (for Year 1 entry to UEA) 

Alternative Entry Requirements

UEA recognises that some students take a mixture of International Baccalaureate IB or International Baccalaureate Career-related Programme IBCP study rather than the full diploma, taking Higher levels in addition to A levels and/or BTEC qualifications. At UEA we do consider a combination of qualifications for entry, provided a minimum of three qualifications are taken at a higher Level. In addition some degree programmes require specific subjects at a higher level. 

Important note

Once enrolled onto your course at UEA, your progression and continuation (which may include your eligibility for study abroad, overseas experience, placement or year in industry opportunities) is contingent on meeting the assessment requirements which are relevant to the course on which you are enrolled.

Students for whom english is a foreign language

Applications from students whose first language is not English are welcome. We require evidence of proficiency in English (including writing, speaking, listening and reading): 

IELTS: 6.0 overall (minimum 5.5 in all components) for year 1 entry
IELTS: 6.5 overall (minimum 6.0 in all components) for year 2 entry

We also accept a number of other English language tests. Please click here to see our full list. 

INTO University of East Anglia  

If you do not yet meet the English language requirements for this course, INTO UEA offer a variety of English language programmes which are designed to help you develop the English skills necessary for successful undergraduate study: 

Interviews

Most applicants will not be called for an interview and a decision will be made via UCAS Track. However, for some applicants an interview will be requested. Where an interview is required the Admissions Service will contact you directly to arrange a time. 

Gap year

We welcome applications from students who have already taken or intend to take a gap year.  We believe that a year between school and university can be of substantial benefit. You are advised to indicate your reason for wishing to defer entry on your UCAS application. 

Intakes

This course is open to UK and International applicants. The annual intake is in September each year. 

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Course Reference Number: 5267097

BSc (Hons) PHYSICS WITH A YEAR ABROAD