
4-Term Pathway - Foundation Certificate for Science and Engineering - Transfer to Master of Engineering (Honours) - Engineering Mathematics with Study Abroad






About 4-Term Pathway - Foundation Certificate for Science and Engineering - Transfer to Master of Engineering (Honours) - Engineering Mathematics with Study Abroad
Program Description
Build a future by studying in the UK, with a pathway course at Kaplan International College (KIC) London. Situated in the world’s top academic city (QS Best Student Cities 2019), the College will prepare students for a university degree, and for a successful career.
Study at one of the most respected international colleges in London, and progress to one of 8 universities, including the University of Bristol.
The University of Bristol is a highly ranked Russell Group university with a fantastic reputation. Students will join a global community of students from more than 150 countries, and enjoy life in one of the UK’s most exciting cities.
This course follows the structure of our MEng Engineering Mathematics degree but gives the opportunity to spend a third year abroad at an English-speaking university. Students can transfer onto this course up until their second year.
The first two years provide a background in mathematical analysis, modelling and scientific computation and their application to engineering. These core topics underpin the advanced material that follows.
Students will spend their third year overseas at a partner university. Visit Global Opportunities to find out more about where students can study abroad.
As well as gaining first-hand exposure to pioneering research, in the final year students will have a wide choice of options from across engineering and mathematics to fit their interests.
A major focus of the course and a key strand throughout the curriculum is real-world problem solving, spanning many different application areas from robotics and social media to medicine and environmental modelling. Problems come from industrial collaborators or address challenges in current research. Working on these case studies, using theory and techniques from other units, students will develop mathematical modelling, collaboration and communication skills.
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