A equipe descobriu que misturar fumaa§a de incaªndio florestal com poluia§a£o urbana aumenta a produção de oza´nio, o que significa que incaªndios florestais contra o vento nas cidades são uma receita para problemas de qualidade do ar.
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)
Domanio paºblico
Usando dados coletados de um jato especialmente equipado que passou um maªs voando e estudando as plumas de incaªndios florestais, os cientistas tem uma melhor compreensão agora de como a fumaa§a do incaªndio afeta a qualidade do ar.
Crucialmente, eles encontraram um mecanismo para prever a produção do poluente oza´nio - que, noníveldo solo, pode criar ma¡s condições respirata³rias e também prejudicar os ecossistemas. Além disso, a equipe descobriu que misturar fumaa§a de incaªndio florestal com poluição urbana aumenta a produção de oza´nio, o que significa que incaªndios florestais contra o vento nas cidades são uma receita para problemas de qualidade do ar.
"a‰ claro que bem sabido que os incaªndios florestais reduzem a qualidade do ar. Mas éimportante entender os mecanismos químicos e fasicos pelos quais eles fazem isso, para que possamos prever com mais eficácia como os incaªndios individuais afetara£o as comunidades a favor do vento", disse Paul O. Wennberg, R. Stanton Avery Professor de Química Atmosfanãrica e Ciências Ambientais e Engenharia.
Wennberg éo autor correspondente de um artigo sobre a pesquisa publicado pela Science Advances em 8 de dezembro.
O documento baseia-se em dados coletados por meio do projeto NASA / NOAA FIREX-AQ, que passou um maªs voando em missaµes fora de Boise, Idaho, durante o vera£o de 2019. (O projeto posteriormente estudou incaªndios agracolas no meio-oeste). 8 que havia sido convertido em um laboratório voador, os cientistas voaram atravanãs de plumas de fumaa§a e coletou informações de instrumentos montados no avia£o. Incluados na carga estavam dois instrumentos da Caltech operados pelos alunos de graduação em química Krystal Vasquez e Hannah Allen, o cientista John Crounse e o autor principal Lu Xu, que concluiu o trabalho como cientista no laboratório de Wennberg e agora éum cientista pesquisador da Instituto Cooperativo de Pesquisa em Ciências Ambientais (CIRES) da Universidade de Colorado Boulder trabalhando no Laborata³rio de Ciências Químicas da NOAA.
“A fumaa§a édifacil de estudarâ€, diz Xu. "A química e a mistura evoluem em escalas muito menores do que a resolução normalmente disponavel por sensoriamento remoto. Além disso, éoperacionalmente difacil amostrar atémesmo de aeronaves, devido a falta de visibilidade e aos desafios com o controle de tra¡fego aanãreo. O FIREX-AQ superou a maioria dessas barreiras com uma aeronave muito bem equipada com planejamento de voo altamente coordenado com o controle de tra¡fego aanãreo local e os oficiais de controle de incidentes que lutam contra os incaªndios â€.
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O projeto FIREX-AQ coletou informações detalhadas sem precedentes sobre a evolução da química nas plumas do incaªndio florestal. Isso incluiu observações importantes que explicam a química que produz oza´nio nessas plumas de fogo. As descobertas desta análise ajudam os pesquisadores a entender por que as plumas de fogo tem uma química amplamente diversa: apenas a favor do vento do fogo, a produção de oza´nio évigorosa, mas a taxa de sua formação diminui a medida que a pluma se mistura com o ar ambiente. Inicialmente, a pluma épreparada com um a¡cido nitroso quamico (HONO, também escrito como HNO 2), que uma vez emitido para a atmosfera, éconvertido pela luz solar em radical hidroxila (OH) e a³xido natrico (NO) - ambos os ingredientes principais que conduzem a formação de oza´nio a partir de compostos orga¢nicos vola¡teis (VOCs, que são produtos da combustão ineficiente de madeira e solo).
Xu, Wennberg e seus colegas analisaram os dados e demonstraram que a produção de oza´nio pode ser prevista em função da quantidade de HONO emitida pelo fogo, da quantidade de VOCs e da quantidade de NO. Amedida que a pluma de fogo fica sem NO e HONO, a química fica paralisada, mas o mais importante, o combustavel para a formação de oza´nio - os VOCs - permanece elevado. Como tal, quando essas plumas de fogo se misturam em atmosferas urbanas ricas em a³xido natrico - que éproduzido pela combustão de combustavel fa³ssil, por exemplo, de carros e caminhaµes - a formação de oza´nio comea§ara¡, novamente impactando a qualidade do ar da cidade.
"Incaªndios florestais aumentam o oza´nio regional em todo o oeste dos EUA durante a temporada de incaªndios. A natureza episãodica dos incaªndios florestais pode resultar em impactos mais severos em áreas próximas aos incaªndios florestais, como nosno oeste dos EUA frequentemente experimentamos nos últimos anos", disse Xu.
Em seguida, a equipe planeja continuar explorando os dados FIREX-AQ para obter informações adicionais. “Ainda hámuito mais descobertas sobre a química do fogo e a qualidade do ar nas informações coletadas por meio deste projetoâ€, diz Wennberg.
O artigo da Science Advances éintitulado "Química do oza´nio nas plumas de incaªndio florestal do oeste dos EUA". Existem vários coautores do Caltech; NOAA; NASA; o Instituto Nacional de Aeroespacial, Universidade do Colorado, Boulder; Florida State University; Instituto de Tecnologia da Georgia; a Associação de Pesquisa Espacial das Universidades; Colorado State University; o Laborata³rio de Pesquisa Naval dos EUA; a Universidade de Oslo na Noruega; a Universita¤t Innsbruck na austria; Universidade da cidade de Yokohama no Japa£o; e a Universidade de Montana.