Os pesquisadores investigam as propriedades termoelanãtricas completas de uma única molanãcula
Dominar a termocorrente por meio de moléculas únicas éa chave para os coletores de energia termoelanãtrica com eficiências sem precedentes.
![](data:image/jpeg;base64,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)
Pixabay
Um dos sonhos dos fasicos hoje éser capaz de colher eletricidade do calor dissipado. A chave para isso provavelmente reside em circuitos que contem moléculas únicas. Em vez de ser limitada a conduta¢ncia cla¡ssica, a energia termelanãtrica pode ser intensificada dramaticamente pelas propriedades dos estados qua¢nticos. Mas então, quais estados qua¢nticos oferecem boa eficiência? Quais caracteristicas são desejáveis? A teoria geralmente oferece previsaµes contrastantes. Infelizmente, os experimentos também não forneceram nenhuma prova, uma vez que são notoriamente difaceis de configurar. Mas agora, pesquisadores da Delft University of Technology (TU Delft) em colaboração com UC Louvain, University of Oxford, Northwestern University e Heriot-Watt University fizeram exatamente isso. Eles sondaram experimentalmente as propriedades termoelanãtricas dependentes de gate e polarização de uma única molanãcula pela primeira vez. Os resultados foram publicados em Nature Nanotechnology .
Dominar a termocorrente por meio de moléculas únicas éa chave para os coletores de energia termoelanãtrica com eficiências sem precedentes. No entanto, isso éverdade apenas em teoria, porque testes experimentais detalhados simplesmente não eram possaveis atéagora: estudar as propriedades termoelanãtricas de uma única molanãcula éuma tarefa difacil que requer a possibilidade de aquecer precisamente um lado de uma única molanãcula enquanto mantanãm o outro lado frio. Tambanãm requer a capacidade de medir com precisão as diminutas correntes termoelanãtricas resultantes, que tem apenas alguns fA-pA de tamanho. Além disso, a sintonia dos parametros experimentais, como o enviesamento da temperatura aplicada a molanãcula única e o controle de seu potencial eletroquamico, são vitais para um entendimento completo da física subjacente da termoeletricidade em objetos do tamanho de a¡tomos.
Suposições de longa data
Em um novo artigo, os pesquisadores da TU Delft realizaram um experimento tão desafiador. Eles empregam uma nova metodologia que lhes permite estudar as propriedades elanãtricas e termoelanãtricas de uma única molanãcula simultaneamente, e sobre um grande portão e regime de tensão de polarização.
"Nossos experimentos revelam - pela primeira vez - o papel dos graus internos de liberdade, como vibrações moleculares ou entropia de spin, nas propriedades termoelanãtricas", diz o ex-pesquisador da TU Delft e professor assistente na UC Louvain Pascal Gehring. "Acessando a função de resposta termoelanãtrica, obtemos uma visão completa da função de transmissão de moléculas individuais e, assim, verificamos suposições antigas sobre a interação de graus de liberdade eletra´nicos, de spin e vibracionais na eletra´nica molecular."
Direções sintanãticas
As medidas são as primeiras de seu tipo. Eles revelam as diferentes contribuições de diferentes estados e mostram a importa¢ncia do acoplamento elanãtron-vibracional e da entropia de spin. Gehring: "Assim, validamos as teorias sobre quais fatores impactam mais crucialmente as propriedades termoelanãtricas e indicamos as direções sintanãticas que influenciam a conversão de calor em energia em moléculas individuais."
Os resultados também fornecem a primeira implementação realista de um projeto molecular. Os pesquisadores descobriram que a resposta termoelanãtrica de uma única molanãcula éfortemente impactada por sua entropia, ou em outras palavras, seu estado de desordem. Se a entropia da molanãcula muda muito ao adicionar um elanãtron extra a ela (porque, por exemplo, seu grau de liberdade de spin muda), um fator de potaªncia termoelanãtrica aumentado pode ser obtido. Assim, a engenharia de moléculas únicas com altas entropias espaciais ou de spin seria uma nova maneira promissora de projetar futuros geradores de energia termoelanãtrica para aplicações de coleta de energia.