Please use this identifier to cite or link to this item: http://hdl.handle.net/10553/42001
Title: Optimization methodology for the material assignation of bioprinted scaffolds based on genetic algorithms and finite element analysis
Authors: Paz Hernández, Rubén 
Monzón Verona, Mario Domingo 
Díaz Padilla, Noelia Del Carmen 
UNESCO Clasification: 331399 Otras (especificar)
Keywords: Optimization
Scaffold
Bioprinting
Genetic algorithms
Metamodels
Issue Date: 2018
Project: H2020-MSCA-RISE-2016-734156
Mejora de la Biofuncionalidad de Scaffolds Polimericos Obtenidos Por Fabricacion Aditiva 
Conference: 5th TERMIS World Congress (4-7 september), 2018 International Conference Center, Kyoto, Japón. "Integration of Industry, Government, and Academia for Regenerative Medicine"
Abstract: This paper presents an optimization methodology based on genetic algorithms, metamodels and design of experiments combined with Finite Elements Analysis (FEA) to optimize the material assignation of bioprinted scaffolds. The method optimizes the material assignation of the different bars of the strut structure to achieve the desired stiffness of the scaffold in different points of time. Therefore, the optimized design is the best combination of materials that minimizes the difference between the desired and achieved stiffness over time, so that the degradation process (4D) will be considered in the optimization process. The optimization algorithm is based on genetic algorithms and FEA simulations to evaluate the different designs proposed during the algorithm evolution. Moreover, the methodology integrates design of experiments and metamodels to estimate the simulation results, thus decreasing the number of FEA simulations and consequently reducing the optimization processing time. The mechanical properties of the materials (such as the elastic modulus) is defined in the different points of time according to experimental results of several bioinks and biomaterials. Simple configurations of struts is proposed to apply the methodology.
URI: http://hdl.handle.net/10553/42001
Appears in Collections:Ponencias
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