Pesquisa desenvolvida na UFF aponta riscos ambientais gerados por instalação de zona portuária em Maricá
No ano de 2021, foi concedida uma licença ambiental pelo Instituto Estadual do Ambiente (Inea) para a implementação do projeto do Terminal Ponta Negra (TPN), localizado em Maricá, Rio de Janeiro. Trata-se do maior empreendimento portuário do país...
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)
No ano de 2021, foi concedida uma licença ambiental pelo Instituto Estadual do Ambiente (Inea) para a implementação do projeto do Terminal Ponta Negra (TPN), localizado em Maricá, Rio de Janeiro. Trata-se do maior empreendimento portuário do país, que deverá abranger uma área de cinco e meio milhões de metros quadrados. O projeto, no entanto, passou por longos anos de embargo, que impediam na justiça o prosseguimento da liberação para a construção.
Em meio a esse contexto, ganhou destaque a tese da pós-graduanda em Geografia pela Universidade Federal Fluminense, Marina Aires. Intitulada “Vulnerabilidade da Zona Costeira de Maricá: Estudo de caso de Derramamento de Óleo no Empreendimento dos Terminais Ponta Negra (TPN) utilizando Modelagem Computacional, e com orientação do professor do Departamento Jorge Luiz Fernandes de Oliveira, a tese serviu de base para o MPRJ embargar as obras do terminal.
O trabalho possui como objetivo identificar as áreas de risco sob ameaça de derrame de óleo no TPN por meio da utilização de técnicas de modelagem hidrodinâmica na área adjacente ao empreendimento, observando-se as condições de sazonalidade de correntes marinhas e ventos. Para analisar os impactos de um possível derrame de óleo na área do TPN simulando cenários com vários volumes de óleo derramado, utilizou-se o Sistema Base de Hidrodinâmica Ambiental (SisBaHiA®).
Segundo Marina Aires, o derrame de oito m³ apontou que o tempo de resposta para conter o óleo no TPN é de uma hora após o acidente. “Esse cenário crítico, que levou em consideração as condições meteorológicas, oceânicas e o comportamento do transporte de óleo no mar, mostrou a importância da determinação do tempo de resposta para essa área. Além desse tempo, sérios prejuízos econômicos seriam gerados para o TPN”, enfatiza.
De acordo com o orientador Jorge de Oliveira, “o estudo mostra a vulnerabilidade do litoral de Maricá e Saquarema ao derrame de petróleo e o tempo para as equipes de proteção evitarem impactos nas praias da Região dos Lagos”, enfatiza. Essa percepção é corroborada por Marina, que destaca o fato de a tese contestar a informação de que o litoral da região não seria sensível ao derramamento de óleo. Nesse sentido, o estudo aponta para a necessidade de uma revisão nos documentos referentes ao TPN, principalmente no Estudo do Impacto Ambiental (EIA) e no Relatório de Meio Ambiente (RIMA).
Além de chamar a atenção para essa situação, outra contribuição inovadora do trabalho é a utilização de técnicas computacionais para determinar o tempo que um possível acidente levaria para impactar a área, e que oscila de acordo com condições meteorológicas e oceanográficas, independentemente da ação humana. “Ultrapassando-se esse tempo, os prejuízos passam a ser grandes para a economia, o meio ambiente e a sociedade dos municípios citados”, ressalta a doutoranda.
Marina Aires aponta que são muitos os desafios nessa direção, mas o maior deles é a luta contra o poder econômico, que estaria tentando desqualificar as pesquisas desenvolvidas na universidade em defesa do meio ambiente. “Estamos atentos e, ao contrário do que muitas vezes é dito, geramos muito conhecimento de qualidade e também de baixo custo”. Marina complementa dizendo que “as práticas sustentáveis devem ser entendidas como atitudes positivas que preservam os recursos naturais e mantêm o equilíbrio ecológico no planeta, e vão desde a diminuição da poluição ambiental, o incentivo à reciclagem de resíduos sólidos e a eliminação de desperdícios. Trata-se de um tema muito atual e relevante, que serve para preservar o planeta para as futuras gerações”, finaliza.