Mudar o que comemos pode compensar anos de emissaµes que causam o aquecimento do clima, segundo uma nova análise
O estudo destaca lugares onde mudar o que as pessoas crescem e comem poderia liberar espaço para o crescimento dos ecossistemas, compensando nossas emissaµes de CO 2 no processo.
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)
Domanio paºblico
Alimentos com proteanas vegetais - como lentilhas, feijaµes e nozes - podem fornecer nutrientes vitais usando uma pequena fração da terra necessa¡ria para produzir carne e laticanios. Ao mudar para esses alimentos, grande parte da terra restante poderia sustentar ecossistemas que absorvem CO 2 , de acordo com um novo estudo publicado na revista Nature Sustainability .
Em seu estudo, os pesquisadores analisaram e mapearam áreas onde a produção extensiva de alimentos de origem animal, que requer 83 por cento das terras agracolas da Terra , suprime a vegetação nativa , incluindo florestas.
O estudo destaca lugares onde mudar o que as pessoas crescem e comem poderia liberar espaço para o crescimento dos ecossistemas, compensando nossas emissaµes de CO 2 no processo.
"O maior potencial de regeneração florestal e os benefacios clima¡ticos que isso acarreta existem empaíses de renda alta e média alta, lugares onde reduzir a fome de carne e laticanios teria impactos relativamente menores na segurança alimentar", diz Matthew Hayek , o principal autor do estudo e professor assistente do Departamento de Estudos Ambientais da New York University.
A queima de combustaveis fa³sseis para obter energia emite CO 2 , aquecendo o planeta. Quando o aquecimento atinge 1,5 ° C (2,7 ° F) acima dos naveis pré-industriais, são esperados impactos mais graves, como secas e aumento doníveldo mar. Os cientistas descrevem quanto combustavel fa³ssil podemos queimar antes de atingir esse limite, usando o " ora§amento de carbono " global .
De acordo com as descobertas dos autores, o recrescimento da vegetação poderia remover aténove a 16 anos das emissaµes globais de CO 2 de combustavel fa³ssil , se a demanda por carne despencasse drasticamente nas próximas décadas junto com suas enormes necessidades de terra. Essa quantidade de remoção de CO 2 efetivamente dobraria o ora§amento de carbono da Terra, que estãodiminuindo rapidamente.
“Agora sabemos que ecossistemas intactos e funcionais e áreas adequadas de habitat da vida selvagem ajudam a reduzir o risco de pandemiasâ€, acrescenta Harwatt. "Nossa pesquisa mostra que hápotencial para devolver grandes áreas de terra a vida selvagem. A restauração de ecossistemas nativos não são ajuda o clima; quando combinada com a redução das populações de gado, a restauração reduz a transmissão de doenças da vida selvagem para porcos, galinhas e vacas e, finalmente, para os humanos. "
“Podemos pensar em mudar nossos hábitos alimentares em direção a dietas amiga¡veis ​​a terra como um suplemento para a mudança de energia, em vez de um substitutoâ€, diz Hayek. "A restauração de florestas nativas poderia ganhar o tempo necessa¡rio para ospaíses fazerem a transição de suas redes de energia para uma infraestrutura renova¡vel e livre de fa³sseis."
Em seu relatório, os autores enfatizam que suas descobertas foram elaboradas para auxiliar em estratanãgias adaptadas localmente para mitigar asmudanças climáticas . Embora o consumo de carne em muitospaíses hoje seja excessivo e continue a aumentar, a criação de animais continua cratica em alguns lugares.
Essas considerações sera£o importantes a medida que ospaíses tentam desenvolver suas economias de forma sustenta¡vel, de acordo com Nathan Mueller da Colorado State University, um dos co-autores do estudo.
"O uso da terra tem tudo a ver com compensações", explica Mueller, professor assistente do Departamento de Ciência do Ecossistema e Sustentabilidade e do Departamento de Ciências do Solo e Culturas. "Embora o potencial para restaurar ecossistemas seja substancial, a pecua¡ria extensiva écultural e economicamente importante em muitas regiaµes ao redor do mundo. Em última análise, nossas descobertas podem ajudar a visar lugares onde a restauração de ecossistemas e a interrupção do desmatamento em curso teriam os maiores benefacios de carbono."
Propostas recentes para cobrir grande parte dasuperfÍcie da Terra em florestas geraram polaªmica como uma solução climática. Plantar fisicamente mais de um trilha£o de a¡rvores exigiria um esfora§o fasico substancial. Além disso, o planejamento inadequado pode encorajar plantações de a¡rvores uniformes, limitar a biodiversidade ou esgotar a águacada vez menor em áreas secas. Por último, os desafios consistem em encontrar terra suficiente para manter as a¡rvores protegidas de corte ou queima no futuro, liberando o carbono armazenado de volta na atmosfera como CO 2 .
No entanto, os pesquisadores mantiveram esses problemas potenciais em mente ao elaborar seu estudo.
“Na³s mapeamos apenas áreas onde as sementes poderiam se dispersar naturalmente, crescendo e se multiplicando em florestas densas e biodiversas e outros ecossistemas que trabalham para remover CO 2 ¬ para nósâ€, diz Hayek. "Nossos resultados revelaram mais de 7 milhões de quila´metros quadrados onde as florestas seriam aºmidas o suficiente para crescer novamente e prosperar naturalmente, coletivamente uma área do tamanho da Raºssia."
Em breve, soluções tecnologiicas para asmudanças climáticas podem estar no horizonte, como maquina¡rio que remove CO 2 diretamente da atmosfera ou tubos de exaustão de usinas de energia. Colocar muita confianção nessas tecnologias pode ser perigoso, no entanto, de acordo com a co-autora do estudo Helen Harwatt, uma bolsista da Harvard Law School.
"Restaurar a vegetação nativa em grandes extensaµes de terras agracolas de baixo rendimento éatualmente nossa opção mais segura para remover CO 2 ", diz Harwatt. "Nãohánecessidade de apostar nosso futuro apenas em tecnologias que ainda não foram comprovadas em escalas maiores."
Mas os benefacios de reduzir o consumo de carne e laticanios va£o muito além da abordagem da mudança climática.
“A redução da produção de carne também seria benanãfica para a qualidade e quantidade da a¡gua, habitat da vida selvagem e biodiversidadeâ€, observa William Ripple, co-autor do estudo e professor de ecologia da Universidade Estadual de Oregon.
Eventos recentes também destacaram a importa¢ncia de ecossistemas sauda¡veis ​​na prevenção de doenças pandaªmicas de origem animal, como a COVID-19.
“Agora sabemos que ecossistemas intactos e funcionais e áreas adequadas de habitat da vida selvagem ajudam a reduzir o risco de pandemiasâ€, acrescenta Harwatt. "Nossa pesquisa mostra que hápotencial para devolver grandes áreas de terra a vida selvagem. A restauração de ecossistemas nativos não são ajuda o clima; quando combinada com a redução das populações de gado, a restauração reduz a transmissão de doenças da vida selvagem para porcos, galinhas e vacas e, finalmente, para os humanos. "