Dispositivo oferece comunicação subaquática de longa distância e baixo consumo de energia
O sistema poderia ser usado para comunicação subaquática sem bateria em distâncias de escala de quilômetros, para auxiliar no monitoramento das mudanças climáticas e costeiras.
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)
O dispositivo é um conjunto de transdutores piezoelétricos que permite comunicação subaquática sem bateria. Créditos: Imagem: Cortesia dos pesquisadores
Pesquisadores do MIT demonstraram o primeiro sistema de rede e comunicação subaquática de consumo ultrabaixo, que pode transmitir sinais em distâncias em escala de quilômetros.
Esta técnica, que os investigadores começaram a desenvolver há vários anos, utiliza cerca de um milionésimo da energia que os métodos de comunicação subaquáticos existentes utilizam. Ao expandir o alcance de comunicação do seu sistema sem bateria, os pesquisadores tornaram a tecnologia mais viável para aplicações como aquicultura, previsão de furacões costeiros e modelagem de mudanças climáticas.
“O que começou como uma ideia intelectual muito interessante há alguns anos – comunicação subaquática com potência um milhão de vezes menor – agora é prático e realista. Ainda existem alguns desafios técnicos interessantes a serem enfrentados, mas há um caminho claro de onde estamos agora para a implantação”, diz Fadel Adib, professor associado do Departamento de Engenharia Elétrica e Ciência da Computação e diretor do grupo Signal Kinetics no Laboratório de mídia do MIT.
O retroespalhamento subaquático permite a comunicação de baixa potência, codificando dados em ondas sonoras que reflete ou espalha de volta em direção a um receptor. Estas inovações permitem que os sinais refletidos sejam direcionados com mais precisão à sua fonte.
Devido a esta “retrodiretividade”, menos sinal se espalha nas direções erradas, permitindo uma comunicação mais eficiente e de maior alcance.
Quando testado em um rio e em um oceano, o dispositivo retrodiretivo exibiu um alcance de comunicação 15 vezes maior que os dispositivos anteriores. No entanto, os experimentos foram limitados pela extensão das docas à disposição dos pesquisadores.
Para compreender melhor os limites da retrodifusão subaquática, a equipe também desenvolveu um modelo analítico para prever o alcance máximo da tecnologia. O modelo, que eles validaram usando dados experimentais, mostrou que seu sistema retrodiretivo poderia se comunicar através de distâncias em escala de quilômetros.
Os pesquisadores compartilharam essas descobertas em dois artigos que serão apresentados nas conferências ACM SIGCOMM e MobiCom deste ano. Adib, autor sênior de ambos os artigos, é acompanhado no artigo da SIGCOMM pelos co-autores principais Aline Eid, ex-pós-doutorado que agora é professora assistente na Universidade de Michigan, e Jack Rademacher, assistente de pesquisa; bem como os assistentes de pesquisa Waleed Akbar e Purui Wang, e o pós-doutorado Ahmed Allam. O artigo da MobiCom também foi escrito pelos coautores principais Akbar e Allam.
Comunicando-se com ondas sonoras
Os dispositivos de comunicação de retroespalhamento subaquático utilizam uma série de nós feitos de materiais “piezoelétricos” para receber e refletir ondas sonoras. Esses materiais produzem um sinal elétrico quando uma força mecânica é aplicada a eles.
Quando as ondas sonoras atingem os nós, elas vibram e convertem a energia mecânica em carga elétrica. Os nós usam essa carga para espalhar parte da energia acústica de volta à fonte, transmitindo dados que um receptor decodifica com base na sequência de reflexões.
Mas como o sinal retroespalhado viaja em todas as direções, apenas uma pequena fração chega à fonte, reduzindo a intensidade do sinal e limitando o alcance da comunicação.
Para superar este desafio, os investigadores utilizaram um dispositivo de rádio com 70 anos chamado conjunto Van Atta, no qual pares simétricos de antenas são ligados de tal forma que o conjunto reflecte a energia de volta na direcção de onde veio.
Mas conectar nós piezoelétricos para formar uma matriz Van Atta reduz sua eficiência. Os pesquisadores evitaram esse problema colocando um transformador entre pares de nós conectados. O transformador, que transfere energia elétrica de um circuito para outro, permite que os nós reflitam a quantidade máxima de energia de volta à fonte.
“Ambos os nós estão recebendo e ambos os nós estão refletindo, então é um sistema muito interessante. À medida que aumenta o número de elementos nesse sistema, você constrói uma matriz que permite alcançar alcances de comunicação muito mais longos”, explica Eid.
Além disso, eles usaram uma técnica chamada comutação de polaridade cruzada para codificar dados binários no sinal refletido. Cada nó tem um terminal positivo e um terminal negativo (como uma bateria de carro), portanto, quando os terminais positivos de dois nós estão conectados e os terminais negativos de dois nós estão conectados, esse sinal refletido é um “bit”.
Mas se os pesquisadores mudarem a polaridade e os terminais negativo e positivo forem conectados um ao outro, então o reflexo será um “bit zero”.
“Apenas conectar os nós piezoelétricos não é suficiente. Ao alternar as polaridades entre os dois nós, conseguimos transmitir dados de volta ao receptor remoto”, explica Rademacher.
Ao construir a matriz Van Atta, os pesquisadores descobriram que se os nós conectados estivessem muito próximos, eles bloqueariam os sinais uns dos outros. Eles desenvolveram um novo design com nós escalonados que permite que os sinais cheguem ao array de qualquer direção. Com esse design escalável, quanto mais nós um array tiver, maior será o seu alcance de comunicação.
Eles testaram o conjunto em mais de 1.500 testes experimentais no rio Charles, em Cambridge, Massachusetts, e no Oceano Atlântico, na costa de Falmouth, Massachusetts, em colaboração com o Woods Hole Oceanographic Institution. O dispositivo alcançou alcance de comunicação de 300 metros, mais de 15 vezes maior do que o demonstrado anteriormente.
No entanto, eles tiveram que interromper os experimentos porque ficaram sem espaço no cais.
Modelando o máximo
Isso inspirou os pesquisadores a construir um modelo analítico para determinar os limites teóricos e práticos de comunicação desta nova tecnologia de retroespalhamento subaquático.
Com base no trabalho do grupo sobre RFIDs, a equipe elaborou cuidadosamente um modelo que capturasse o impacto dos parâmetros do sistema, como o tamanho dos nós piezoelétricos e a potência de entrada do sinal, na faixa de operação subaquática do dispositivo.
“Não é uma tecnologia de comunicação tradicional, então é preciso entender como quantificar o reflexo. Quais são as funções dos diferentes componentes nesse processo?” Akbar diz.
Por exemplo, os pesquisadores precisavam derivar uma função que capturasse a quantidade de sinal refletido em um nó piezoelétrico subaquático de tamanho específico, o que foi um dos maiores desafios do desenvolvimento do modelo, acrescenta.
Eles usaram esses insights para criar um modelo plug-and-play no qual um usuário poderia inserir informações como potência de entrada e dimensões do nó piezoelétrico e receber uma saída que mostrasse o alcance esperado do sistema.
Eles avaliaram o modelo com base em dados de seus testes experimentais e descobriram que ele poderia prever com precisão o alcance dos sinais acústicos retrodirigidos com um erro médio inferior a um decibel.
Usando este modelo, eles mostraram que uma matriz de retroespalhamento subaquático pode potencialmente atingir alcances de comunicação de quilômetros de extensão.
“Estamos criando uma nova tecnologia oceânica e impulsionando-a para o reino das coisas que temos feito para as redes celulares 6G. Para nós é muito gratificante porque começamos a ver isso agora muito próximo da realidade”, afirma Adib.
Os pesquisadores planejam continuar estudando matrizes Van Atta de retroespalhamento subaquático, talvez usando barcos para que possam avaliar alcances de comunicação mais longos. Ao longo do caminho, pretendem lançar ferramentas e conjuntos de dados para que outros investigadores possam desenvolver o seu trabalho. Ao mesmo tempo, estão começando a avançar em direção à comercialização desta tecnologia.
“O alcance limitado tem sido um problema aberto em redes de retroespalhamento subaquático, impedindo-as de serem usadas em aplicações do mundo real. Este artigo dá um passo significativo no futuro da comunicação subaquática, permitindo-lhes operar com energia mínima e ao mesmo tempo alcançar longo alcance”, diz Omid Abari, professor assistente de ciência da computação na Universidade da Califórnia em Los Angeles, que não esteve envolvido com este trabalho. “O artigo é o primeiro a trazer a técnica de arranjo de refletores Van Atta para configurações de retroespalhamento subaquático e demonstrar seus benefícios na melhoria do alcance de comunicação em ordens de magnitude. Isto pode levar a comunicação subaquática sem bateria um passo mais perto da realidade, permitindo aplicações como a monitorização subaquática das alterações climáticas e a monitorização costeira.”
Esta pesquisa foi financiada, em parte, pelo Office of Naval Research, pela Sloan Research Fellowship, pela National Science Foundation, pelo MIT Media Lab e pela Doherty Chair in Ocean Utilization.