Evolutionary topology optimization for temperature reduction of heat conducting fields

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Topology Optimization Using the SIMP Method for Multiobjective Conductive Problems (2012, methodology): “This evaluation must be performed over all the X domain with the smallest element size possible, making it particularly time-consuming with the exception of some particular configurations [21].”
Bi-directional Evolutionary Structural Optimization on Advanced Structures and Materials: A Comprehensive Review (2016, methodology): “The ESO method has been extended to topology optimization of structures with such constraints as buckling load [85], frequency [163], temperature [78] or a combination of the above [104].”
Topology Optimization of Heat and Mass Transfer Problems: Laminar Flow (2013, methodology): “successfully studied several configurations demonstrating the potential of the ESO method in [15, 16].”
Topology optimization of heat conduction problems using the finite volume method (2006, methodology): “Here we consider a heat diffusion problem to demonstrate the basic technicalities of solving a topology optimization problem involving the use of the FVM (see also Sigmund 2001b,c; Donoso and Sigmund 2004; Diaz and Benard 2003; Bendsoe and Sigmund 2004; Li et al. 2004; Habbal et al. 2004 for advan”