Dispositivos conhecidos como termoelanãtricas transversais evitam esse problema ao produzir uma corrente perpendicular ao dispositivo condutor, exigindo contatos apenas na extremidade fria do gerador.
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)
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Geradores de energia termoelanãtrica que produzem energia elanãtrica a partir do calor residual seriam uma ferramenta útil para reduzir as emissaµes de gases de efeito estufa se não fosse por um problema muito incômodo: a necessidade de fazer contatos elanãtricos com o lado quente, que muitas vezes équente demais para materiais que pode gerar uma corrente.
O calor faz com que os dispositivos falhem com o tempo.
Dispositivos conhecidos como termoelanãtricas transversais evitam esse problema ao produzir uma corrente perpendicular ao dispositivo condutor, exigindo contatos apenas na extremidade fria do gerador. Embora considerada uma tecnologia promissora, os materiais conhecidos por criar essa voltagem lateral são pouco eficientes - ou assim pensaram os cientistas.
Pesquisadores da Universidade do Estado de Ohio mostram em um novo estudo que um aºnico material, um cristal em camadas que consiste nos elementos raªnio e silacio, acaba sendo o padrãoouro de dispositivos termoelanãtricos transversais.
Os cientistas demonstraram que este aºnico composto funciona como um gerador termoelanãtrico altamente eficaz por causa de uma propriedade rara: carregar simultaneamente cargas positivas e negativas que podem se mover de forma independente, em vez de correr paralelamente entre si, o que os força a ziguezaguear em direção ao contatos para gerar uma corrente elanãtrica.
Ao construir um gerador termoelanãtrico com um cristal de cerca de cinco centametros de comprimento, os pesquisadores também determinaram que, quando o cristal estãosituado em um a¢ngulo especafico no dispositivo, ele pode produzir uma quantidade impressionante de energia.
"Na³s mostramos que esses materiais são tão eficazes quanto a tecnologia de gerador termoelanãtrico convencional, mas superam suas principais desvantagens", disse o co-autor do estudo Joshua Goldberger, professor de química e bioquímica do Estado de Ohio.
"Esta éa primeira vez que este tipo de dispositivo se mostra via¡vel. Com eficiências ordens de magnitude maiores do que qualquer dispositivo transversal anterior , este composto étão bom quanto o que vocêpode comprar comercialmente, mas promete ser muito mais simples e confia¡vel. "
A pesquisa foi publicada online na revista Energy & Environmental Science .
Embora 97% da energia seja gerada a partir do calor, nosjogamos a maior parte do calor fora, deixando-o escapar das chaminanãs, escapamentos de carros e similares.
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"O calor residual érealmente importante. Sempre e sempre houve uma busca para melhorar a eficiência de todos os motores que geram energia a partir do calor - a quantidade de trabalho que vocêpode obter deles para usar", disse o coautor do estudo Joseph Heremans, professor de engenharia meca¢nica e aeroespacial e Ohio Eminent Scholar em Nanotecnologia no estado de Ohio.
"Por muito tempo, sonhamos em encontrar pequenos motores que não tivessem pea§as ma³veis que captassem calor e gerassem eletricidade."
E agora eles tem.
A maioria dos materiais conduz apenas um tipo de carga, fazendo com que a maioria dos dispositivos termoelanãtricos sejam compostos de vários compostos - mas a complexidade de fazer contatos com eles tem dificultado os esforços para construir um gerador termoelanãtrico eficiente e eficaz que seja fa¡cil de construir e possa suportar altas temperaturas.
Dois anos atrás, esta equipe de pesquisa descobriu propriedades inesperadas em um composto diferente que permitia que elanãtrons e buracos, as fontes das cargas negativas e positivas, respectivamente, que geram uma corrente elanãtrica, corressem ao longo do que poderia se assemelhar a uma rodovia norte-sul para um carga e uma rodovia leste-oeste para o outro.
Depois dessa descoberta, os pesquisadores vasculharam as pesquisas existentes sobre outros cristais que outros cientistas descobriram para fazer a mesma coisa.
"Ficamos interessados ​​nisso porque, no inacio, não sabaamos que poderia existir. Quando descobrimos que poderia existir, estivemos realmente nos empenhando para encontrar esses materiais", disse Goldberger. Atéo momento, eles confirmaram experimentalmente 15 materiais com essas propriedades - dentre as mais de 110.000 estruturas cristalinas descobertas e catalogadas em um banco de dados internacional.
"Alguns foram descobertos, mas nenhum foi explorado quanto a funcionalidade. O que descobrimos éque podemos realmente fazer algo com eles", disse Wolfgang Windl, professor de ciência de materiais e engenharia da Ohio State e coautor do estudo .
"Tudo o que temos que fazer écolocar os fios em uma extremidade e orientar o cristal de uma determinada maneira e de repente temos um gerador de energia sem pea§as ma³veis. E vocêo aquece com qualquer perda de calor que tiver em sua casa, carro ou foguete, e isso vai gerar energia livre de emissaµes por si são e basicamente infinitamente. a‰ um pouco como magia negra para mim. "
Teoricamente, um gerador feito com esse composto poderia ser usado em qualquer lugar onde o calor fosse gerado - o tamanho do cristal pode ser varia¡vel e, neste estudo, foi ditado pelo tamanho da fornalha em que foi cultivado.
Heremans disse que o gerador poderia produzir eletricidade suficiente do escapamento do carro para impulsionar o veaculo para frente, mas ele defende a ideia de usar essa tecnologia em uma escala menor: "As aplicações de menor escala são onde as soluções complexas não são bem-vindas porque são muito caras ," ele disse. "a‰ aa que uma solução simples como esta provavelmente éa melhor."