As framboesas são a fruta definitiva do vera£o. Famosos por sua cor escarlate atraente e estrutura distinta, eles consistem em dezenas de drupeletas carnudas com uma polpa doce, mas levemente a¡cida.
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)
Kai Junge, estudante de doutorado e primeiro autor do artigo que seráapresentado na conferaªncia RoboSoft 2022, de 4 a 8 de abril de 2022, Edimburgo. Crédito: Anne-Muriel Brouet/EPFL
As framboesas são a fruta definitiva do vera£o. Famosos por sua cor escarlate atraente e estrutura distinta, eles consistem em dezenas de drupeletas carnudas com uma polpa doce, mas levemente a¡cida. Mas essa estrutura delicada também ésua principal fraqueza, pois os deixa vulnera¡veis ​​atémesmo ao menor arranha£o ou contusão. Os agricultores sabem muito bem que as framboesas são uma fruta difacil de colher ose isso se reflete em seu prea§o. Mas e se robôs, equipados com atuadores e sensores avana§ados, pudessem ajudar? Engenheiros do laboratório de Design e Fabricação de Roba´s Computacionais (CREATE) da EPFL decidiram enfrentar esse desafio.
Os custos trabalhistas altassimos e a escassez de trabalhadores fazem com que os agricultores percam milhões de da³lares em produtos a cada ano ose o problema éainda mais grave quando se trata de culturas delicadas, como framboesas . Mas, por enquanto, não hálternativa via¡vel para colher a fruta manualmente. "a‰ um dilema emocionante para nós, engenheiros de roba³tica", diz Josie Hughes, professora da CREATE. "A temporada de colheita da framboesa étão curta e os frutos são tão valiosos que desperdia§a¡-los simplesmente não éuma opção. Além disso, o custo e os desafios logasticos de testar diferentes opções no campo são proibitivos. Por isso decidimos execute nossos testes no laboratório e desenvolva uma ranãplica de framboesa para treinar robôs de colheita."
Uma ferramenta de treinamento para robôs
Para os não iniciados, escolher uma framboesa não étarefa fa¡cil. Vocaª tem que segurar a baga por baixo, agarra¡-la suavemente entre o polegar e o dedo indicador , depois puxa¡-la com cuidado atéque ela se solte do recepta¡culo osa parte da fruta que permanece presa a planta ose caia na palma da sua ma£o. Para ajudar os robôs de colheita a se acostumarem com essa tarefa, os engenheiros da CREATE projetaram e construaram uma framboesa de silicone que pode "dizer" ao roba´ quanta pressão estãosendo aplicada, tanto enquanto a fruta ainda estãopresa ao recepta¡culo quanto depois de ser liberada. As propriedades da framboesa de silicone podem ser ajustadas para simular a resistência da fruta e exigir que o roba´ exera§a a força de colheita necessa¡ria. Graças a esse feedback, os robôs podem ser treinados para colher a fruta sem danifica¡-la. "Nossa framboesa sensorizada, juntamente com um programa de aprendizado de ma¡quina, pode ensinar um roba´ a aplicar a quantidade certa de força", explica Ph.D. estudante Kai Junge. "A parte mais difacil étreinar o roba´ para afrouxar o aperto quando a framboesa se soltar do recepta¡culo para que a fruta não seja esmagada. Isso édifacil de conseguir com robôs convencionais."
Por baixo de sua forma anormalmente uniforme esuperfÍcie rosa levemente translaºcida, a ranãplica de framboesa da CREATE éuma impressionante faznha de engenharia. Sua carne éfeita de silicone e seu recepta¡culo de pla¡stico impresso em 3D; também contanãm um sensor fluadico composto por um tubo de silicone macio para medir a força de compressão aplicada pelo roba´. A força de tração que mantanãm a fruta e o recepta¡culo juntos égerada por dois ama£s.
Por enquanto, o roba´ de colheita do laboratório épouco mais do que uma garra com dois dedos impressos em 3D cobertos com uma fina camada de silicone e presos a um braa§o roba³tico. Mesmo assim, os engenheiros tiveram que sacrificar mais de uma daºzia de framboesas para calibrar sua pina§a no laboratório. Eles então realizaram uma sanãrie de testes, primeiro colhendo a ranãplica de framboesa a ma£o e depois usando o sistema roba³tico.
Embora a equipe CREATE tenha demonstrado a prova de conceito de seu design, a tecnologia em si estãolonge de estar madura. "a‰ incrivelmente desafiador", diz Hughes. "Atéagora temos usado um sistema de feedback muito simples em nosso roba´. O pra³ximo passo seráprojetar e construir controladores mais complexos para que os robôs possam colher framboesas em uma escala maior sem esmaga¡-las." Os engenheiros estãoatualmente desenvolvendo um sistema de ca¢mera que permitira¡ aos robôs não apenas “sentir†as framboesas, mas também “ver†onde estãolocalizadas e se estãoprontas para serem colhidas. Eles planejam testar seu roba´ de colheita no campo neste vera£o, no auge da temporada local de framboesas.
"Esse tipo de sistema também pode ser usado para colher outras frutas, por exemplo", diz Hughes. "Tambanãm gostaraamos de desenvolver tecnologia para outras frutas macias e aplicar esse conceito de gaªmeos fasicos a tarefas mais complicadas, como outras frutas vermelhas, tomates, damascos ou uvas".