GALINI: Global ALgorithms for mixed-Integer Nonlinear optimisation of Industrial systems

Awarded by
Engineering & Physical Sciences Research Council
Amount
£984,063
Start
01/09/2017
End
31/08/2022

This fellowship develops GALINI, new open-source decision-making software constructing and deploying next generation process optimisation tools dealing with combinatorial complexity, disparate temporal/spatial scales, and safety considerations. The GALINI project proposes step-changes in optimisation algorithms that are immediately applicable to efficiency challenges in process systems engineering: safely operating batch reactors, retrofitting heat-exchanger networks, intermediate blending, and integrating planning and scheduling.

Our open source software package is here:

https://github.com/cog-imperial/galini

The primary GALINI research aim is to develop optimisation software that pushes the boundary of computational tractability for energy efficiency applications. Effective optimisation software in the process industries answers: How can we best achieve a definite engineering objective? Given constraints such as an existing plant layout or a contractual obligation to produce specific products, the software supports novel engineering by quantitatively comparing the implications of different options and identifying the best decision. GALINI is particularly interested in design: How should we build new facilities or modify existing ones to achieve our design goals with maximum efficiency?

GALINI develops deterministic global optimisation software for mixed-integer nonlinear programs, a type of optimisation problem highly relevant to energy efficiency and process systems engineering. Energy efficiency instances may exhibit the mathematical property of nonconvexity, i.e. have many locally optimal solutions; global optimisation mathematically guarantees the best process engineering solution. GALINI proposes transformational shifts in algorithms that creatively reimagine the core divide-and-conquer algorithm typically applied to this type of optimisation problem.

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