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Two-Phase Methods for Global Optimization
2002Virtually all methods for global optimization consist of two phases: a global phase, aimed at thorough exploration of the feasible region or subsets of the feasible region where it is known the global optimum will be found, and a local phase aimed at locally improving the approximation to some local optima.
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Review on optimization of phase change parameters in phase change material building envelopes
Journal of Building Engineering, 2021Zhigao Sun, Hang Yu, Erlin Meng
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Optimization of Phase Diagrams
2013The principles of phase equilibria are central to understand many scientific and technological disciplines and to address the materials design. Thermodynamically they are expressed in terms of the phase diagrams, the geometrical representation of equilibrium relationships in a system over wide ranges of composition and temperatures.
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Coupled Phase-Shift STAR-RISs: A General Optimization Framework
IEEE Wireless Communications Letters, 2023Zhaolin Wang, Xidong Mu, Yuanwei Liu
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An effective phase field method for topology optimization without the curvature effects
Computers and Mathematics With Applications, 2023Yibao Li
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Topology optimization design of inner fins in spherical phase change capsules
Journal of Energy Storage, 2023Chunyu Zhu
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An isogeometric phase–field based shape and topology optimization for flexoelectric structures
Computer Methods in Applied Mechanics and Engineering, 2022Navid Valizadeh, Timon Rabczuk
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