2016
DOI: 10.1007/s00158-016-1496-0
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Sub-space approximations for MDO problems with disparate disciplinary variable dependence

Abstract: An approach to solving multidisciplinary design optimisation problems using approximations built in subspaces of the design variable space is proposed. Each approximation is built in the sub-space significant to the corresponding discipline while the optimisation problem is solved in the full design variable space. Since the approximations are built in a space of reduced dimensionality, the computational budget associated with building them can be reduced without compromising their quality. The method requires… Show more

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Cited by 10 publications
(5 citation statements)
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“…The Modified Extensible Lattice Sequences (MELS) method [53] was employed for the DOE studies. MELS is a quasi-random sequence designed to distribute the design points in space, minimising clumps and voids evenly, and is based on extensible lattice sequences [54]. The fitting process used the Fit Automatically Selected by Training (FAST) method [53], automatically building the best-fitting functions by testing all implemented methods.…”
Section: Design Explorationmentioning
confidence: 99%
“…The Modified Extensible Lattice Sequences (MELS) method [53] was employed for the DOE studies. MELS is a quasi-random sequence designed to distribute the design points in space, minimising clumps and voids evenly, and is based on extensible lattice sequences [54]. The fitting process used the Fit Automatically Selected by Training (FAST) method [53], automatically building the best-fitting functions by testing all implemented methods.…”
Section: Design Explorationmentioning
confidence: 99%
“…The Modified Extensible Lattice Sequences(MELS) method [52] was employed for the DOE studies. MELS is a quasirandom sequence designed to distribute the design points in space, minimising clumps and voids evenly, and is based on extensible lattice sequences [53]. The fitting process used the Fit Automatically Selected by Training (FAST) method [52], allowing the building automatically best-fitting functions by testing all implemented methods.…”
Section: Design Explorationmentioning
confidence: 99%
“…In [53][54][55], Kriging-based methods have been proposed. A novel approach to constructing the metamodels and trust-region methods based on these ones has been presented in [56][57][58].…”
Section: Introductionmentioning
confidence: 99%