Os governos e as empresas dependem de quantidades perigosas de remoção futura de dióxido de carbono (CO 2 ) da atmosfera, em vez de reduzirem mais rapidamente as emissões e eliminarem gradualmente os combustíveis fósseis. Este...
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)
Crédito: Pixabay/CC0 Domínio Público
Os governos e as empresas dependem de quantidades perigosas de remoção futura de dióxido de carbono (CO 2 ) da atmosfera, em vez de reduzirem mais rapidamente as emissões e eliminarem gradualmente os combustíveis fósseis. Este problema deve-se em parte a uma imagem incompleta das consequências prejudiciais da remoção de dióxido de carbono para as pessoas, a segurança alimentar e os ecossistemas naturais, de acordo com uma nova investigação publicada na Science.
O artigo conclui que o potencial de remoção de dióxido de carbono atualmente relatado pelo órgão de avaliação científica do clima da ONU, o Painel Intergovernamental sobre Mudanças Climáticas (IPCC), superestima enormemente a quantidade de trabalho pesado de remoção de dióxido de carbono, especificamente bioenergia com captura e armazenamento de carbono, e árvores- plantação, pode fazê-lo com segurança na prossecução dos objetivos climáticos.
O IPCC funciona sintetizando a melhor literatura disponível no momento da redação e publicação dos seus relatórios.
A compreensão científica de como abrandar e travar o aquecimento global tornou-se mais sofisticada nos últimos anos, permitindo aos investigadores mapear agora as opções de remoção de dióxido de carbono face aos riscos de sustentabilidade, para ver o que manteria os objetivos da política climática sem representar riscos inaceitáveis.
A autora principal, Alexandra Deprez, IDDRI-Sciences Po disse: "Os governos e as indústrias estão apostando em grandes implantações futuras de remoção de dióxido de carbono para cumprir as metas climáticas do Acordo de Paris, mas a escala proposta ameaça a segurança alimentar, os direitos humanos, representa sérios danos aos recursos naturais ecossistemas e corre o risco de ultrapassar múltiplas fronteiras planetárias de formas potencialmente irreversíveis."
Os investigadores examinaram a ciência climática publicada que embasou os relatórios mais recentes do IPCC e os caminhos que limitam o aquecimento a 1,5°C.
Eles concluíram que os limiares sustentáveis para a remoção de dióxido de carbono com base na terra, utilizando culturas bioenergéticas, silvicultura e restauração de ecossistemas, são significativamente inferiores às expectativas de implantação transmitidas pela maioria dos caminhos apresentados nos relatórios do IPCC, uma vez aplicados os riscos à biodiversidade e aos meios de subsistência humanos nos vários cenários.
O coautor, Prof. Paul Leadley, da Universidade de Paris-Saclay, disse: "Os níveis de remoção de dióxido de carbono que são considerados viáveis a um custo razoável pelo IPCC criam altos riscos para a agricultura, os meios de subsistência e o meio ambiente. Isso porque não existe". Se não houver terra suficiente no nosso planeta para grandes quantidades de remoção de dióxido de carbono – algo mais tem de acontecer. A biodiversidade, a utilização de água doce e a segurança alimentar devem ser as questões que orientam os limites à remoção de dióxido de carbono, em vez das estimativas actuais dos potenciais técnicos e econômicos.
O último relatório de mitigação do IPCC ( AR6 WGIII ) trata da questão do cumprimento dos ambiciosos objetivos climáticos do Acordo de Paris, em parte através da identificação dos limites técnicos e econômicos para as opções de remoção de dióxido de carbono.
O limite máximo proposto para a bioenergia com captura e armazenamento de carbono e florestação/reflorestação (manutenção, melhoria ou plantação de novas florestas), quando considerada como área de terra , poderia exigir a conversão de até 29 milhões de km 2 de terra – mais de três vezes o área dos Estados Unidos – para culturas ou árvores bioenergéticas. Isto poderia potencialmente empurrar mais de 300 milhões de pessoas para a insegurança alimentar, o que é quase equivalente a toda a população dos EUA.
A análise dos compromissos climáticos existentes revela que, até ao final desta década, os países planeiam colectivamente produzir o dobro da quantidade de combustíveis fósseis do que o recomendado nas trajetórias alinhadas pelo IPCC em Paris, com pouca ou nenhuma ultrapassagem além dos 1,5°C, e até 2060 utilizar 12 milhões de combustíveis fósseis km 2 para remoção de carbono baseada na terra, próximo da quantidade total de terras agrícolas atualmente disponíveis no mundo.
A coautora, Dra. neste último, e cumprir os compromissos climáticos e de biodiversidade através da restauração e manutenção dos ecossistemas naturais .
O documento faz três recomendações aos decisores políticos e cientistas:
Estime um orçamento sustentável de remoção de dióxido de carbono (CDR), com base no limite socioecológico
Identificar caminhos viáveis ??de 1,5°C que não ultrapassem os limites de sustentabilidade do CDR, com foco nos planos climáticos nacionais (NDCs) de curto prazo, previstos para 2025 no âmbito do processo da UNFCCC
A governação do CDR deve atribuir um fornecimento sustentável limitado às utilizações mais legítimas
O documento também apela à comunidade científica para que informe o próximo ciclo de relatórios do IPCC – que ocorrerá na segunda metade desta década crítica para a ação climática. A identificação de cenários alinhados com Paris que não ultrapassem os limites de sustentabilidade deve ser uma prioridade fundamental para o sétimo ciclo do relatório de avaliação do IPCC ( AR7 ).
Alexandra Deprez acrescentou: "As crises climáticas e de biodiversidade são as duas faces da mesma moeda, e a remoção de dióxido de carbono em grande escala não resolverá nenhum destes problemas. A remoção de carbono precisa de ser cuidadosamente implementada numa escala muito menor do que os actuais planos climáticos e a maioria dos cenários climáticos sugerem, e juntamente com uma eliminação progressiva rápida, justa e ordenada dos combustíveis fósseis, se quisermos cumprir as nossas metas climáticas”.
Mais informações: Alexandra Deprez et al, Limites de sustentabilidade necessários para a remoção de CO2, Science (2024). DOI: 10.1126/science.adj6171 . www.science.org/doi/10.1126/science.adj6171
Informações da revista: Ciência