- A level requirements: AAA
- UCAS code: H421
- Study mode: Full-time
- Length: 4 years
Study Aerospace Engineering and by the end of your time at Liverpool, you will be able to show that you can now design, build, test and fly an aircraft.
The Aerospace Engineering MEng is a four-year integrated Master’s degree developed to fast-track our graduates to become Chartered Engineers either with the Institution of Mechanical Engineers or the Royal Aeronautical Society.
As an aerospace engineering student, you will experience a wide variety of topics and modes of study, whether it be conducting research, analysing reports or designing and building an aircraft.
By studying the MEng, you will develop a greater depth and breadth and specialist knowledge in core aerospace subjects than on the three-year BEng degree programme. At the end of the degree you will be able to demonstrate further key skills required by employers in advanced modules such as advanced aerodynamics; advanced aerostructures; flight handling qualities; advanced guidance systems and enterprise studies.
As part of year four, you will be able to demonstrate your knowledge and understanding in the year four Capstone Design Project, a year long assignment where you will be asked to find solutions to industry challenges or create your own invention.
The MEng degree is recognised throughout the UK and fully satisfies the Engineering Council’s academic requirements for registration as a Chartered Engineer. All of our Aerospace Engineering degree programmes are accredited, or pending accreditation, by our professional bodies, the Royal Aeronautical Society and the Institute of Mechanical Engineers and are a recognised qualification on the route to Chartered Engineer status.
Discover what you'll learn, what you'll study, and how you'll be taught and assessed.
You will be introduced to a range of fundamental topics that an aerospace engineer must at least be aware of to be able to function in such a multi-disciplinary industry.
This module provides students with a hands-on introduction to aerospace design and the skills required by a professional engineer. The module is configured around a group design project but is enhanced with lecture material and practical exercises to introduce skills such as technical drawing, data analysis and technical writing. The majority of these are brought together through their application to the design project that runs alongside them.
This module provides students with a hands-on introduction to aerospace design and the skills required by a professional engineer. The module is configured around a group design project but is enhanced with lecture material and practical exercises to introduce skills such as report writing, oral presentation, computer-aided design and the analysis of engineering mechanisms and components. The majority of these are brought together through their application to the design project that runs alongside them.
To provide students with a basic understanding of electronics from first principles covering analogue and electromechanical systems. Basic circuits and theory will be introduced including the use of semiconductor devices such as diodes and transistors. Electromechanics will be developed to provide the student with a fundamental knowledge of the principles of DC and AC machines, transformers and linear actuators
To provide students with a basic understanding of modelling and simulation techniques. Mathematical modelling and graph theory will be introduced to develop practical skills in the modelling and designing of different types of systems including electromechanical systems.
This module introduces fluid mechanics to the First Year Undergradute students, describes the fundamental principles of fluid property, dimension analysis, hydrostatics and hydrodynamics. Students will be able to solve simple engineering problems involves steady fluid flow.
A short module to introduce students to the language and main concepts of the aerospace engineer to provide a solid basis for the remainder of their degree programme
This module introduces students to the basic concepts and principles of elementary statistics and programming. It explains the purposes and advantages of analysing data collected specifically to solve problems in engineering, reviews available software tools and programming languages used to formulate and answer basic engineering questions. It draws on examples from applications across the range of School of Engineering program areas.
This module introduces students to important mechanical properties of metallic alloys, polymers, ceramics, construction materials and composites used in engineering industry. It also introduces the mechanical testing techniques used to measure such properties, the common mechanisms of materials and component failure in use, and some appreciation of materials processing. The laboratory sessions are designed to familiase students with engineering laboratory methods and procedures, as well as providing an experience of hands-on mechanical testing techniques.
This module aims to introduce students to the fundamental concepts and theory of how engineering structures work to sustain loads. It will also show how stress analysis leads to the design of safer structures. It will also provide students with the means to analyse and design basic structural elements as used in modern engineering structures.
The module provides an introduction to the laws of thermodynamics which are essential to understanding many branches of engineering. The module will be taught through reference to everyday examples and applications drawn from aerospace, civil and mechanical engineering.
MATH198 is a Year 1 mathematics module for students of programmes taught in the School of Engineering, e.g. Aerospace, Civil, Mechanical or Industrial Design Engineering. It is designed to reinforce and build upon A-level mathematics, providing you with the strong background required in your engineering studies and preparing you for the Year 2 mathematics module MATH299 (Mathematics engineering II). In the first semester, the foundations are laid: differential calculus, vector algebra, integration and applications. Semester two covers complex numbers, differential equations, Laplace transformations and functions of two variables
You will continue to study the core engineering topics as well as taking part in a two-day flight test course in the national flying laboratory aircraft. You are required to participate in the Flight Test Course and marks will contribute to AERO212 and AERO215 modules.
Students undertaking Aerospace Engineering programmes will be required to wear safety shoes or boots (both toe cap and midsole protection must conform to European safety legislation) for some activities, and these must be provided by the students themselves.
This module covers the main technical aspects of gas turbine engines used on aircraft and other mechanical applications (e.g. power generation, marine). It covers many topics from the basic principles of aeroengines (e.g. production of thrust) through to the design of axial flow turbomachinery (compressors and turbines). An understanding of the principles of compressible flow is also developed. Students do a laboratory using the Virtual Engine Test Bench to explore aeroengine components, thermodynamics and performance. In addition, they use a commercial CFD package to perform a compressible flow simulation.
Aircraft design is a complex process and requires knowledge and skills in a number of topics, e.g. aerodynamics, structures, materials, flight mechanics and control. The module will look at these topics relating to the components of full aircraft, e.g. mass distribution, aerodynamic surface sizing, fuselage, landing gear, etc. This module explains the different stages of this multi-disciplinary process: Configuration Selection; Conceptual Design; Preliminary Design. The module describes each of these processes and provides analytical engineering tools to allow the students to complete a project to the Preliminary Design.
Introduction to aerospace communications and avionic systems for Aerospace Engineering and Avionics/Aerospace Electronics students.
Dynamic systems are encountered in most engineering disciplines such as mechanical engineering, aerospace engineering, electrical engineering. These systems require specific techniques to be analysed for design or monitoring purpose.
In this module, students will learn the main methods for analysing dynamic systems in time and frequency domains. They will learn how to solve dynamical problems, how to evaluate and control the stability, the accuracy and the rapidity of a dynamical system.
This module will be mainly delivered through class lectures and assessed through a final exam. Additionally, students will be taught some experimental techniques related to second-order dynamical systems through an assessed laboratory work.
To introduce some advanced Mathematics required by Engineers, Aerospace Engineers, Civil Engineers and Mechanical Engineers. To assist students in acquiring the skills necessary to use the mathematics developed in the module.
The module focusses on the essentials of data analysis and interpretation, engineering experimentation, measurement techniques and principles of instrumentation.
This module introduces the main materials processing and manufacturing techniques used to shape metals. It also introduces technologies used to modify the surface properties of metal components, and heat-treatment procedures used to change materials’ mechanical properties.
Students will be introduced to the basic concepts of computer programming in the MATLAB language to solve engineering problems. This will include basic programming constructs, mathematical operations, file input and output, and data visualization.
Project Management is a core skill for professional engineers of all types and a sound education in this subject area is required by the professional accrediting bodies. The knowledge and skills developed in this module will equip students for their future UG project work and for their careers ahead.
This module teaches students the theory of fundamental techniques in project management, risk management, and cost management.
In this modules student undertake a group "virtual project" in which they undertake all stages of project management involved n a major construction projects. The five virtual project tasks require students to apply their theoretical learning; and they provide an opportunity to develop key professional skills.
This module aims to introduce students to techniques for load and displacement analysis of simple structures.
During your third year you will undertake an individual project. This provides you with the opportunity to conduct independent research and/or develop innovative concepts in your preferred technical area of interest.
This module aims to understand advanced engineering materials, focusing on non-ferrous alloys and composite materials. It covers the processing, heat treatment, microstructure and properties of Al, Ti and Ni alloys. It introduces constituent materials, manufacturing methods, test methods and mechanical response of composite materials.
To provide students with an understanding of aerodynamic theories (conservation laws, hierarchy of aerodynamic models, potential flow theory, thin aerofoil theory and the generation of lift, lifting line theory, shock/expansion theory, boundary layer theory).
Aircraft design is a complex process and requires knowledge and skills in a number of topics, e.g. aerodynamics, structures, materials, flight mechanics and control. Starting with a pre-completed customer brief, students on this course will build upon the methods of Year 2 Design course and proceed with an advanced Conceptual Design of the vehicle. This will include the use of analysis tools and the creation of a simple simulation model of the aircraft. The module will be taught largely in lecture format but is supported by pc-based laboratory support sessions.
Aerostructures for aerospace engineering
The module introduces key techniques and concepts used in the analysis of the trim, stability, and dynamic response characteristics of conventional fixed-wing aircraft. It builds on the point-performance theory taught in year two, but whereas in the latter, point mass models suffice, it now becomes necessary formally to treat rigid-body motion in three dimensions; this is done by introducing angular momentum, rotating frames of reference, and the Newton-Euler equations.
Notions of trim and of static and dynamic stability are introduced using various simplified reduced degree-of-freedom models, axis systems, and state and control variables. The standard six degree-of-freedom (6-DOF) equations of motion of a rigid aeroplane are developed; it is shown how these can be solved numerically to enable accurate flight simulation, and how they can be linearized. The relationship between the linearizations and the aircraft’s natural modes is studied. Also introduced are a several important feedback control design methods, useful for modifying and improving aircraft stability and control characteristics. These include the Root Locus, Bode and Nyquist based design methods, and gain and phase margins as design goals. Also discussed are linear state-space methods.
The Year 3 individual research project; 300 hours student work over 2 semesters; 3 assessment stages (proposal 5%, interim 20%, final 75%).
Avionics includes pretty much all of the electrical sensors and systems that are present on modern aircraft. The aim of tbis module is to provide the opportunity for students to apply their knowledge and creative skills to design and evaluate a practical design solution to meet a given requirement and to further develop their team-working and presentation skills. The module includes 5 weeks lectures to review the fundamentals of avionic systems, and 5 week group project to study/design one of the following 3 avionic systems:i) Instrument Landing System (ILS) ii) Automated Direction Finding (ADF)iii) Distress Frequency Monitoring
This module extends the coverage of Matlab and introduces Simulink as a tool for creating simulation models of dynamical systems.
This module will introduce students to the fundamental concepts of high frequency electromagnetics, and circuit design techniques that must be considered in the design of high frequency circuits and systems.
Students will learn in-depth knowledge of transmission lines, the Smith Chart, standing waves and scattering parameters etc.
After this module, students will be able to appreciate the microwave and RF circuit design for contemporary communication systems.
The module will introduce the common types of rotorcraft configuration, and will cover the basic theory of helicopter performance and flight dynamics. It will explain how rotorcraft behave in flight, and the roles of some of the main constituent components. The lectures will explain how basic physical and mathematical principles (e.g. fluid mechanics, dynamics, differential equations) can be applied to the analysis of helicopter flight. There is also some discussion of other rotary wing types such as the tilt-rotor and the autogyro.
An introduction to the main concepts of space flight is provided, including princples of space propulsion, space launch vehicles and orbital mechanics of spacecraft.
This module covers broad aspects of uncertainty quantification methods, reliability analysis and risk assessment in engineering applications. It also provides understanding of statistical analysis of engineering data and computational methods for dealing with uncertainty in engineering problems.
During this year you will work towards demonstrating you knowledge and understanding as part of the year four Capstone Design Project.
Advanced Aerodynamics builds upon the body of knowledge acquired in undergraduate years to provide students with a deeper understanding of three-dimensional aerodynamics of lifting surfaces and axisymmetric vehicles in incompressible and compressible flow.
Equal emphasis is placed on theoretical and computational aspects of aerodynamics. Analytical design skills are developed using potential flow theory from the incompressible to the supersonic flow regime. Examples include the derivation of integral coefficients from a given circulation distribution on a wing, as well as the analytical derivation of conical supersonic flow equations and their subsequent solution in Matlab. Numerical skills are acquired through the open source CFD package OpenFOAM, as well as simplified computational prediction tools, such as the panel method and the method of characteristics.
This module is about theory of static and dynamic structural analyses of beams and structures made of rods (trusses) and beams (frames). The structures concerned cover both general structures and aerospace structures.
This module is about the theories of structural vibration, steady and unsteady aerodynamics, and static and dynamic aeroelasticity.
This module is the culmination of your Aerospace Engineering degree. It allows you to demonstrate all that you have learned as applied to an aircraft design project. You will work in a small team to satisfy an aircraft design proposal. You will start with a conceptual design exercise and then move into a more detailed design phase of activity. The ultimate demonstration of your aircraft’s capabilities comes with a flight test exercise either in the School of Engineering’s flight simulation facility or in hardware for small unmanned air system projects. The design exercise is marked using group-based coursework assessments which are moderated by a webPA exercise.
The module teaches the concepts of Entrepreneurship, Intrapreneurship, Company Infrastructure and Investment Proposals. It is taught using lectures, class questions, case studie sand a comprehensive coursework assignment. Successful students will have acquired knowledge and understanding at mastery level of the process and how itis executed in a modern industrial environment.
This module covers the fundamentals of Flight Handling Qualities for both fixed and rotary wing aircraft. Students will work in groups to assess handling qualities of different aircraft. The module adopts a Problem Based Learning approach and contains a number of lectures, desktop modelling and flight simulator sessions. The module is assessed through a group presentation and final report, both of which will contain an element peer assessment for the final mark.
This module focuses on a specific project related to a students third year project, with a journal style paper written.
Advanced Fluid Mechanics covers fluid motion in a range of problems of engineering interest. Both laminar and turbulent flows will be considered. Limiting cases of the equations of motion will be solved analytically and with the aid of simple numerical methods programmed in Matlab (R). The full equations of motion will be described and solved numerically using the open-source Computational Fluid Dynamics software package OpenFOAM (R).
The module will be delivered via a series of lectures, computing room exercises and tutorial sessions. It will be assessed through three courseworks (30%) and a final examination (70%).
In this module students develop an understanding of the use of advanced guidance laws in autonomous air systems, including the interactions of airframe dynamics, sensors and control surfaces.
This modules discusses energy generation and usage, and how they complement each other. The topics are introduced in lectures that then lead onto a case study on a specific topic.
This module will give students an understanding of the biomechanics of the musculoskeletal system and will cover techniques used to measure and analyse body movements as mechanical systems.
The module provides an understanding of nuclear engineering, with coverage going from the atomic scale through to the bulk scale. The topics will cover reactor dynamics, design and operation, lifetime behaviour, evolution of technologies and nuclear waste. For example, understanding the implications of the fission/fusion processes themselves on the behaviour of the core.
This module develops understanding and appreciation of basic probability theory. It involves the quantification of uncertainties in the input and modelling, their implementation and the evaluation of the associated results in view of decision making. An introduction to numerical concepts will be provided. The methods shown in the module have a general applicability, which is demonstrated by examples and practical applications.
This module is about classical optimisation and modern optimisation and their numerical methods. Structural optimisation and their numerical methods. Students will get an idea of how to optimise simple structure and get optimal solutions by analytical and numerical methods.
We are leading the UK’s involvement in the international Conceive-Design-Implement-Operate (CDIO) initiative – an innovative educational framework for producing the next generation of engineers.
Our degree programmes encompass the development of a holistic, systems approach to engineering. Technical knowledge and skills are complemented by a sound appreciation of the life-cycle processes involved in engineering and an awareness of the ethical, safety, environmental, economic, and social considerations involved in practicing as a professional engineer.
You will be taught through a combination of face-to-face teaching in group lectures, laboratory sessions, tutorials, and seminars. Our programmes include a substantial practical component, with an increasing emphasis on project work as you progress through to the final year. You will be supported throughout by an individual academic adviser.
Assessment takes many forms, each appropriate to the learning outcomes of the particular module studied. The main modes of assessment are coursework and examination. Depending on the modules taken, you may encounter project work, presentations (individual and/or group), and specific tests or tasks focused on solidifying learning outcomes.
We have a distinctive approach to education, the Liverpool Curriculum Framework, which focuses on research-connected teaching, active learning, and authentic assessment to ensure our students graduate as digitally fluent and confident global citizens.
Studying with us means you can tailor your degree to suit you. Here's what is available on this course.
The School of Engineering has world-class, modern, engineering teaching and learning facilities. Within the School there are traditional lecture theatres as well as teaching laboratories, PC teaching centres, smaller study rooms and one of the University’s largest PC teaching/study rooms with over 160 high-specification workstations with specialist engineering software installed. The School also houses impressive specialist engineering research laboratories and research facilities that provide the setting for student practical work and many student projects.
I've never looked back since picking Liverpool because it's got everything I need in terms of the student lifestyle; the life experience plus the study. The flight simulators really caught my eye and that's something that really appeals to me. The course provides you with a really valuable degree and I know that employers see it as a valuable degree.
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As a student you will have maximum opportunities for career prospects, graduate opportunities, student summer placements specifically during the annual engineering careers fair with 30 blue chip companies attending (including Jaguar Land Rover, Nestle, Toyota, JCB, British Army, United Utilities, ABB Ltd, Network Rail, BAE Systems and many more).
At Liverpool, our goal is to support you to build your intellectual, social, and cultural capital so that you graduate as a socially-conscious global citizen who is prepared for future success. We achieve this by:
Hear what graduates say about their career progression and life after university.
Neha is the founder of Aviotron Automations, an education technology company that focuses on imparting practical education for K-12 level using trending technologies such as design thinking methodology, space education, aeromodelling and 3D printing.
Your tuition fees, funding your studies, and other costs to consider.
Tuition fees cover the cost of your teaching and assessment, operating facilities such as libraries, IT equipment, and access to academic and personal support. Learn more about tuition fees, funding and student finance.
|Full-time place, per year||£9,250|
|Year in industry fee||£1,850|
|Year abroad fee||£1,385|
|Full-time place, per year||£24,500|
We understand that budgeting for your time at university is important, and we want to make sure you understand any course-related costs that are not covered by your tuition fee. This may include a laptop, books or stationery. All safety equipment, other than boots, is provided free of charge by the department.
Find out more about the additional study costs that may apply to this course.
We offer a range of scholarships and bursaries to help cover tuition fees and help with living expenses while at university.
The qualifications and exam results you'll need to apply for this course.
My qualifications are from: United Kingdom.
AAA including Mathematics and a second science.
Applicants with the Extended Project Qualification (EPQ) are eligible for a reduction in grade requirements. For this course, the offer is AAB with A in the EPQ.
You may automatically qualify for reduced entry requirements through our contextual offers scheme.
|GCSE||4/C in English and 4/C in Mathematics|
Mathematics and a second science.
Applicants following the modular Mathematics A Level must be studying A Level Physics or Further Mathematics as the second science (or must be studying at least one Mechanics module in their Mathematics A Level).
Accepted Science subjects are Biology, Chemistry, Computing, Economics, Electronics, Environmental Science, Further Mathematics, Geography, Geology, Human Biology, Physics and Statistics.
For applicants from England: For science A levels that include the separately graded practical endorsement, a "Pass" is required.
|BTEC Level 3 Subsidiary Diploma||
Acceptable at grade Distinction alongside AA in A Level Mathematics and a second science.
|BTEC Level 3 Diploma||
D*D in relevant BTEC considered alongside A Level Mathematics grade A. Accepted BTECs include Aeronautical, Aerospace, Mechanical, Mechatronics and Engineering.
|BTEC Level 3 National Extended Diploma||
Not accepted without grade A in A Level Mathematics
35 overall, including 5 at Higher Level Mathematics and Physics
|Irish Leaving Certificate||H1, H1, H2, H2, H2, H2 including H1 in Higher Mathematics and Higher Second Science.|
|Scottish Higher/Advanced Higher||
Pass Scottish Advanced Highers with grades AAA including Mathematics and a second science.
|Welsh Baccalaureate Advanced||Not accepted|
|Cambridge Pre-U Diploma||D3 in Cambridge Pre U Principal Subject is accepted as equivalent to A-Level grade A Global Perspectives and Short Courses are not accepted.|
Many countries have a different education system to that of the UK, meaning your qualifications may not meet our entry requirements. Completing your Foundation Certificate, such as that offered by the University of Liverpool International College, means you're guaranteed a place on your chosen course.
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