Nova descoberta em exoesqueletos de animais leva a avanços na concepção de materiais de construção
A indústria cimenteira éuma das maiores produtoras de dia³xido de carbono, responsável por até8% das emissaµes antra³picas mundiais desse gás; esta descoberta ajudara¡ na redua§a£o do uso de cimento, melhorando a tolera¢ncia ao dano do materia
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)
Motivo segmentar inspirado na estrutura do exoesqueleto do artra³pode. Crédito: Nature Communications (2022). DOI: 10.1038/s41467-022-28991-5
Pesquisadores da Monash University descobriram um novo motivo de design derivado da ragida cobertura externa de invertebrados que pode ajudar a criar materiais mais tolerantes a danos para futuras construções.
Em um artigo publicado na Nature Communications , o professor Wenhui Duan, do Departamento de Engenharia Civil da Universidade Monash, diz que o novo padra£o, somando-se aos oito padraµes de projeto estrutural biola³gicos conhecidos e comuns, pode adicionar um motivo de alta resistência a materiais de construção comumente usados , como compósitos e cimento, e pode ajudar a reduzir as emissaµes de carbono .
A indústria cimenteira éuma das maiores produtoras de dia³xido de carbono, responsável por até8% das emissaµes antra³picas mundiais desse gás; esta descoberta ajudara¡ na redução do uso de cimento, melhorando a tolera¢ncia ao dano do material.
A equipe de pesquisa replicou o motivo do design em material de cimento, um dos materiais de construção mais consumidos no mundo. Eles adotaram uma técnica de impressão 3D combinada com nanotecnologia e inteligaªncia artificial para fabricar um compa³sito de cimento leve que adotou esse motivo de design segmentado, demonstrando uma capacidade de carga superior e um padrãode falha progressivo exclusivo.
"Demonstramos a aplicação deste motivo de design na produção de um material de cimento leve de alta resistência e tolerante a danos . Além disso, esse motivo de design também pode ser aplicado a vários materiais, como cera¢mica, vidro, materiais polimanãricos e meta¡licos para design de materiais avana§ados, energia armazenamento /conversão e estruturas arquiteta´nicas, em colaboração com as equipes da Universidade de Queensland e da Universidade de Manchester", diz o professor Duan.
Desde a descoberta da estrutura helicoidal em 1972, um dos padraµes estruturais mais comuns na biologia, houve um esfora§o para extrair motivos de design de mais de 7 milhões de espanãcies vivas no mundo para ajudar na fabricação de materiais estruturados/estruturais.
Apa³s quase 50 anos de pesquisa, repetições nota¡veis ​​foram confirmadas na maioria das classes de espanãcies, mas apenas oito categorias de motivos de design foram extraadas e adotadas em design de materiais, atéagora.
A nova estrutura de design foi identificada em várias espanãcies, como os exoesqueletos de artra³podes, as pernas de mamaferos, anfabios e ranãpteis. Esses motivos de design são fontes valiosas de inspiração para o design de materiais modernos e auxiliam na fabricação de material estrutural.
"Em comparação com o motivo de design atual, nosso motivo de projeto segmentar dissipa a energia pela rotação do segmento. A beleza do motivo de projeto descoberto éque o material pode exibir um comportamento de falha progressiva peria³dica única. Isso significa que podemos conter o dano dentro de uma determinada regia£o de material, enquanto o resto da estrutura ainda pode manter a integridade e a maior parte (cerca de 80%) da capacidade de carga."