Terras indígenas e áreas protegidas são fundamentais para a conservação da floresta na Amazônia brasileira, mostra estudo
Um estudo liderado por pesquisadores do Centro de Observação e Modelagem da Terra da Universidade de Oklahoma analisou imagens de satélite de séries temporais de 2000 a 2021, revelando o papel vital dos territórios indígenas e áreas protegidas...
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)
Curral com pilhas de toras de madeira nativa extraídas da Amazônia brasileira, ao fundo. Crédito: Foto de Tarcisio Schnaider, via Shutterstock
Um estudo liderado por pesquisadores do Centro de Observação e Modelagem da Terra da Universidade de Oklahoma analisou imagens de satélite de séries temporais de 2000 a 2021, revelando o papel vital dos territórios indígenas e áreas protegidas na conservação da floresta na Amazônia brasileira. Os resultados do estudo, publicados recentemente na Nature Sustainability , chamaram a atenção para os impactos negativos das políticas governamentais de conservação enfraquecidas nos últimos anos.
A Amazônia brasileira abrange a maior área de floresta tropical com a maior biodiversidade do mundo. Desde 2000, os territórios indígenas e as áreas protegidas aumentaram substancialmente na região e, até 2013, os territórios indígenas e as áreas protegidas representavam 43% da área total de terra e cobriam aproximadamente 50% da área florestal total.
No entanto, persistem tensões entre a conservação da floresta e os objetivos de desenvolvimento socioeconômico. Nos últimos anos, a conservação da floresta tem sido ameaçada por grandes mudanças socioecológicas no Brasil. O enfraquecimento das políticas e fiscalização florestal e ambiental, bem como os impactos da pandemia de COVID-19, tiveram impactos devastadores sobre os grupos indígenas da região.
Neste estudo colaborativo EUA-Brasil, Yuanwei Qin, Ph.D., e Xiangming Xiao, Ph.D., do Centro de Observação e Modelagem da Terra da OU, com Fabio de Sa e Silva, Ph.D., professor assistente de internacional estudos e Wick Cary Professor de Estudos Brasileiros na OU College of International Studies, trabalhou com colaboradores do Instituto Nacional de Pesquisas Espaciais do Brasil e do Instituto Nacional de Pesquisas da Amazônia no Brasil. A equipe de pesquisa combinou várias fontes de dados para documentar e quantificar a dinâmica e o impacto da perda florestal na Amazônia brasileira nas últimas duas décadas.
Devido à frequente cobertura de nuvens e fumaça induzida por incêndios na Amazônia brasileira, os mapas florestais anuais a partir de análises de imagens ópticas têm precisão apenas moderada. Em um artigo de 2019 publicado pela mesma revista, a equipe de pesquisa combinou dados de imagem de sensores ópticos e de microondas para gerar mapas anuais da floresta amazônica brasileira. Usando esses mapas florestais anuais, eles avaliaram os efeitos dos territórios indígenas e áreas protegidas na dinâmica do desmatamento na Amazônia brasileira até 2021.
“Entre 2000 e 2021, as áreas designadas como territórios indígenas ou áreas protegidas aumentaram para cobrir aproximadamente 52% das florestas da Amazônia brasileira, respondendo por apenas 5% da perda florestal líquida e 12% da perda florestal bruta no período”, disse Qin. “Esta descoberta destaca o papel vital dos territórios indígenas e das áreas protegidas para a conservação da floresta na região”.
As áreas protegidas na Amazônia brasileira estão sujeitas a diferentes arranjos de governança estaduais e nacionais e têm diferentes objetivos de gestão, incluindo proteção integral ou uso sustentável. Eles descobriram que, de 2003 a 2021, a perda bruta de floresta caiu 48% nas áreas protegidas sujeitas a proteção estrita e 11% nas áreas protegidas sujeitas a uso sustentável.
"Esses efeitos variados na conservação da floresta exigem análises causais mais aprofundadas por parte dos pesquisadores e convidam as partes interessadas, os tomadores de decisão e o público a reavaliar as políticas existentes para essas áreas. Designações legais são importantes, mas se a lei não for aplicada, o a proteção pretendida das florestas e da biodiversidade será ilusória. Esta é uma área em que o Brasil está falhando conscientemente", disse de Sá e Silva.
Os resultados deste estudo também mostram que a perda anual de área florestal foi afetada pelas políticas florestais brasileiras, como evidenciado por uma grande redução da perda de área florestal no início dos anos 2000 até meados dos anos 2010, correspondendo ao governo do presidente Luiz Inácio Lula da Silva em 2003 –2010, e aumento renovado da perda de área florestal mesmo entre os territórios indígenas e as áreas protegidas em 2019–2021, correspondendo ao governo do presidente Jair Bolsonaro em 2019–2022.
“Como reconstruir políticas efetivas e reduzir a perda de área florestal na Amazônia brasileira nos próximos anos será um dos grandes desafios do governo Lula e das comunidades internacionais”, disse Xiao.
Este estudo se soma a um portfólio de esforços de pesquisa para documentar áreas florestais na Amazônia brasileira por Qin e Xiao, incluindo um artigo de 2019, "Estimativas aprimoradas de cobertura e perda florestal na Amazônia brasileira em 2000–2017", publicado na Nature Sustainability ; um artigo de 2021, "A perda de carbono da degradação florestal excede a do desmatamento na Amazônia brasileira", publicado na Nature Climate Change ; bem como outros dois. Saiba mais em ceom.ou.edu .
Mais informações: Yuanwei Qin et al, Conservação de florestas em territórios indígenas e áreas protegidas na Amazônia brasileira, Nature Sustainability (2023). DOI: 10.1038/s41893-022-01018-z
Informações do periódico: Nature Climate Change , Nature Sustainability