Ir além do anti-laser pode permitir a transferaªncia de energia sem fio de longo alcance
Em vez de assumir feixes direcionados viajando ao longo de linhas retas em um alvo de absora§a£o, eles escolheram uma geometria que era desordenada e incapaz de retroceder no tempo.
![](data:image/jpeg;base64,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)
Arcos de eletricidade gerados por uma bobina de Tesla. Crédito: Airarcs / CC BY-SA 3.0
Desde que Nikola Tesla vomitou eletricidade em todas as direções com sua bobina em 1891, os cientistas tem pensado em maneiras de enviar energia elanãtrica pelo ar. O sonho écarregar seu celular ou laptop, ou talvez atémesmo um dispositivo de saúde como um marca-passo, sem a necessidade de fios e plugues. A parte complicada éfazer com que a eletricidade encontre o alvo pretendido e fazer com que esse alvo absorva a eletricidade em vez de apenas refleti-la de volta no ar - tudo de preferaªncia sem colocar ninguanãm em perigo ao longo do caminho.
Hoje em dia, vocêpode carregar um smartphone sem fio colocando-o a uma polegada de uma estação de carga. Mas a transferaªncia de energia sem fio de longo alcance utiliza¡vel, de um lado a outro de uma sala ou mesmo atravanãs de um edifacio, ainda éum trabalho em andamento. A maioria dos manãtodos atualmente em desenvolvimento envolve focalizar feixes estreitos de energia e direciona¡-los para o alvo pretendido. Esses manãtodos tiveram algum sucesso, mas atéagora não são muito eficientes. E ter focado feixes eletromagnanãticos voando pelo ar éperturbador.
Agora, uma equipe de pesquisadores da Universidade de Maryland (UMD), em colaboração com um colega da Wesleyan University em Connecticut, desenvolveu uma técnica aprimorada para tecnologia de transferaªncia de energia sem fio que pode prometer transmissão de energia de longo alcance sem energia estritamente focada e direcionada feixes. Seus resultados, que ampliam a aplicabilidade de técnicas anteriores, foram publicados em 17 de novembro de 2020 na revista Nature Communications .
A equipe generalizou um conceito conhecido como "anti-laser". Em um laser, um fa³ton dispara uma cascata de muitos fa³tons da mesma cor disparando em um feixe coerente. Em um anti-laser, ocorre o inverso. Em vez de aumentar o número de fa³tons, um anti-laser absorve de forma coerente e perfeita um feixe de muitos fa³tons ajustados com precisão. a‰ como um laser correndo para trás no tempo.
O novo trabalho, liderado pelo Professor de Fasica da UMD Steven Anlage do Quantum Materials Center (QMC), demonstra que épossível projetar um absorvedor perfeito coerente fora da estrutura original do laser reverso no tempo - um relaxamento de algumas das principais restrições em trabalho anterior. Em vez de assumir feixes direcionados viajando ao longo de linhas retas em um alvo de absorção, eles escolheram uma geometria que era desordenada e incapaz de retroceder no tempo.
“Queraamos ver esse efeito em um ambiente totalmente geral, onde não houvesse restriçõesâ€, diz Anlage. "Queraamos um tipo de ambiente aleata³rio, arbitra¡rio e complexo, e queraamos fazer com que a absorção perfeita acontecesse nessas circunsta¢ncias realmente exigentes. Essa era a motivação para isso, e noso fizemos."
Anlage e seus colegas queriam criar um dispositivo que pudesse receber energia de uma fonte mais difusa, algo que fosse menos feixe e mais banho. Antes de enfrentar o desafio sem fio, eles configuraram seu anti-laser generalizado como um labirinto de fios para as ondas eletromagnanãticas viajarem. Especificamente, eles usaram microondas, um candidato comum para aplicações de transferaªncia de energia. O labirinto consistia em um monte de fios e caixas conectados de uma forma propositalmente desordenada. As micro-ondas que passassem por esse labirinto ficariam tão emaranhadas que, mesmo que fosse possível reverter o tempo, isso ainda não as desembaraçaria.
Â
Enterrado no meio deste labirinto estava um absorvedor, o alvo para o qual fornecer energia. A equipe enviou microondas de diferentes frequências, amplitudes e fases para o labirinto e mediu como foram transformadas. Com base nessas medições, eles foram capazes de calcular as propriedades exatas das microondas de entrada que resultariam em uma transferaªncia de potaªncia perfeita para o absorvedor. Eles descobriram que, para as microondas de entrada escolhidas corretamente, o labirinto absorveu um número sem precedentes de 99,999% da energia enviada para ele. Isso mostrou explicitamente que uma absorção perfeita coerente pode ser alcana§ada mesmo sem um laser retrocedendo no tempo.
A equipe então deu um passo em direção a transferaªncia de energia sem fio. Eles repetiram o experimento em uma cavidade, uma placa de latão vários metros em cada direção com um orifacio de formato estranho no meio. O formato do orifacio foi projetado de forma que as microondas saltassem ao redor dele de uma forma imprevisível e caa³tica. Eles colocaram um absorvedor de energia dentro da cavidade e enviaram microondas para ricochetear no espaço aberto interno. Eles foram capazes de encontrar as condições de microondas de entrada certas para uma absorção perfeita e coerente com eficiência de 99,996%.
O trabalho recente de uma colaboração de equipes na Frana§a e na austria também demonstrou uma absorção perfeita e coerente em seu pra³prio labirinto desordenado de microondas. No entanto, seu experimento não foi tão geral quanto o novo trabalho de Anlage e colegas. No trabalho anterior, as microondas que entram no labirinto ainda seriam desemaranhadas por uma inversão hipotanãtica do tempo. Isso pode parecer uma distinção sutil, mas os autores dizem que mostrar que a absorção perfeita coerente não requer nenhum tipo de ordem no ambiente promete aplicabilidade em praticamente qualquer lugar.
Generalizar técnicas anteriores dessa forma convida a ideias que parecem ficção cientafica , como ser capaz de carregar sem fio e remotamente qualquer objeto em um ambiente complexo, como um prédio de escrita³rios, com eficiência quase perfeita. Esses esquemas exigiriam que a frequência, amplitude e fase da energia elanãtrica fossem ajustadas de forma personalizada para alvos específicos. Mas não haveria necessidade de focalizar um feixe de alta potaªncia e aponta¡-lo para o laptop ou telefone - as próprias ondas elanãtricas seriam projetadas para encontrar o alvo escolhido.
"Se tivermos um objeto para o qual queremos fornecer energia, primeiro usaremos nosso equipamento para medir algumas propriedades do sistema", diz Lei Chen, estudante de graduação em engenharia elanãtrica e de computação na UMD e principal autor do artigo . "Com base nessas propriedades, podemos obter os sinais de microondas exclusivos para este tipo de sistema. E eles sera£o perfeitamente absorvidos pelo objeto. Para cada objeto exclusivo, os sinais sera£o diferentes e especialmente projetados."
Embora essa técnica seja muito promissora, ainda hámuito a ser feito antes do advento dos escrita³rios sem fio e sem plug-ins. O absorvedor perfeito depende crucialmente da potaªncia que estãosendo ajustada corretamente para o absorvedor. Uma ligeira mudança no ambiente - como mover o laptop de destino ou aumentar as persianas da sala - exigiria um reajuste imediato de todos os parametros. Portanto, deveria haver uma maneira de encontrar rápida e eficientemente as condições certas para uma absorção perfeita na hora, sem usar muita energia ou largura de banda. Além disso, mais trabalho precisa ser feito para determinar a eficácia e a segurança dessa técnica em ambientes realistas.
Mesmo que ainda não seja hora de jogar fora todos os cabos de alimentação , a absorção perfeita coerente pode ser útil de várias maneiras. Nãoéapenas geral para qualquer tipo de alvo, também não se limita a a³ptica ou microondas. "Nãoestãovinculado a uma tecnologia especafica", diz Anlage, "Este éum fena´meno de onda muito geral. E o fato de ser feito em microondas éporque éonde estãoas forças em meu laboratório. Mas vocêpoderia fazer tudo isso com acaºstica, vocêpoderia fazer isso com ondas de matéria, vocêpoderia fazer isso com a¡tomos frios. Vocaª poderia fazer isso em muitos, muitos contextos diferentes. "
Além de Chen e Anlage, Tsampikos Kottos, professor da Wesleyan University, foi coautor do artigo.