Nicholas Ryan vê novas possibilidades para regulamentação ambiental em mercados emergentes
O Professor Ryan explora os desafios que os países de baixo e médio rendimento enfrentam na expansão do acesso à energia, ao mesmo tempo que reduzem os custos ambientais e de saúde da produção de energia.
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Cortesia
Como é que as alterações climáticas afetam o futuro do desenvolvimento econômico?
Qual o papel da economia nos mercados de energia? Na entrevista abaixo, o Professor Associado de Economia Nick Ryan discute a sua recente investigação sobre política energética e ambiental em mercados emergentes. Ryan fala sobre os compromissos que os países de rendimento baixo e médio enfrentam entre expandir o acesso à energia e, ao mesmo tempo, reduzir os custos ambientais e de saúde da produção de energia. Nick e os seus colegas trabalharam diretamente com os decisores políticos para melhorar a regulamentação ambiental, e o seu trabalho poderá oferecer um modelo para expandir o acesso à energia e reduzir a poluição em todo o mundo.
Você tem um foco único nos mercados de energia e na regulamentação ambiental. Como você acabou nesse caminho?
Entrei na pós-graduação sabendo que estava realmente interessado no desenvolvimento econômico por vários motivos pelos quais muitas pessoas estão. Por que os países em desenvolvimento são muito mais pobres? Quais são os obstáculos ao enriquecimento e à adopção de tecnologia dos países ricos? Também estava interessado em estudar empresas, porque quando olhamos para muitos países altamente desenvolvidos, temos muitas grandes empresas que organizam uma enorme quantidade de atividade econômica. Este tipo de empresas também são extremamente importantes nos mercados energéticos, por isso vi uma oportunidade de fundir estas coisas.
Como é sua pesquisa atual nesta área?
A minha investigação diz principalmente respeito aos mercados de energia e à forma como esses mercados podem ser concebidos para funcionar a um custo muito baixo – isto é, para colocar energia de qualquer tipo, mas particularmente energia renovável, numa posição em que todos possam utilizá-la, especialmente as pessoas nos países pobres. Assim, por exemplo, poderiam ser microrredes para energia solar na zona rural de Bihar, na Índia, onde as pessoas não têm acesso à eletricidade. Isso poderia significar a elaboração de novos contratos para colocar centrais solares na rede a um preço mais baixo, para que os fornecedores de eletricidade ofereçam energia tão barata quanto possível, o que é competitivo com as centrais existentes. Ou isso poderia significar apenas mudar as regras do mercado de energia para que as fontes de energia existentes mais eficientes sejam utilizadas tanto quanto possível.
Na ausência de mudanças tecnológicas ou na ausência de promoção de uma nova regulamentação, existem oportunidades para reduzir custos e utilizar menos energia para realizar o mesmo trabalho na economia – parte da minha investigação está a apontar oportunidades para o fazer, alterando a concepção dos mercados de eletricidade.
Qual o papel da economia neste atual momento de transição energética?
Houve um enorme progresso tecnológico na geração de energia renovável, especialmente na energia solar e eólica, e, até certo ponto, no armazenamento de baterias. Estas coisas continuam a tornar-se muito, muito mais baratas e estão a começar a repercutir-se na economia das economias desenvolvidas e em desenvolvimento. Isto abre uma enorme possibilidade de implementar estas tecnologias em grande escala em países que estão preocupados com os custos.
No entanto, você não pode simplesmente trocar uma usina a carvão por um monte de painéis solares, um por um, e esperar que tudo funcione como antes. São necessárias mudanças nos mercados, nos preços, nas instituições reguladoras para tentar absorver e utilizar melhor estas novas fontes de energia. É aí que a energia, a economia e o estudo destes mercados energéticos são muito importantes para construir os tipos de instituições que permitirão aos países adoptar energias renováveis de forma barata e em grande escala. Compreender como os mercados respondem às transições energéticas, aos incentivos e oportunidades criados pelas energias renováveis mais baratas, é o foco de toda uma nova onda de investigação econômica.
Um dos seus artigos recentes analisa a forma como os agregados familiares em diferentes contextos escolhem entre fontes de eletricidade – o que encontrou aí?
Esse artigo é “Demanda de Eletricidade na Fronteira Global de Eletrificação”, com Robin Burgess (LSE), Michael Greenstone (UChicago) e Anant Sudarshan (Warwick). O que estudamos é a escolha que as famílias têm entre diferentes tipos de eletricidade: o que escolhem e porquê? E dizer tipos de eletricidade é estranho porque a eletricidade é a mesma coisa. É a mesma coisa onde quer que esteja. São apenas elétrons sendo empurrados através de um fio. Mas agora, em muitos países pobres, as pessoas têm a possibilidade de escolher a forma como a eletricidade é fornecida e de onde obtêm a eletricidade.
Por exemplo, você pode se conectar a uma rede elétrica construída pelo governo ou comprar um sistema solar por conta própria. O que vemos agora é que em muitos dos locais onde as pessoas não têm eletricidade da rede, a energia solar despontou como uma opção muito popular. No Mali, cerca de 60% dos agregados familiares têm sistema solar. No Uganda, na Tanzânia, está acima dos 40%. Queríamos compreender como e porquê as famílias tomam essa decisão, por isso, em Bihar, na Índia, analisámos o que as famílias fizeram quando a rede chegou e a energia solar ficou mais barata. Também analisamos o quão sensíveis eles são aos custos e à confiabilidade dessas opções.
O que descobrimos é que as famílias estão realmente satisfeitas por obter energia solar porque é muito barata, o que as torna muito melhor do que estavam antes, quando estavam sentadas à espera na sua aldeia, sem ligação à rede. Mas quando a rede chega, isso tende a expulsar os sistemas solares. A razão para isso, em parte, é que o governo está subsidiando a energia da rede para que seja ainda mais barata do que esses sistemas solares de pequena escala que muitas famílias poderiam comprar para si mesmas.