6 - 8 minutos
La zona dentro de la Polinia de Agua del Norte y del hielo marino adyacente vista durante un vuelo de la Operación IceBridge el 19 de abril de 2016. La humedad evaporada del océano se ve condensada en pequeñas nubes. Crédito: NASA/Jeremy Harbeck
Las nubes son uno de los mayores riesgos a la hora de predecir el grado y la velocidad de calentamiento del Ártico en el futuro. Dependiendo de la época del año y del entorno cambiante en el que se formen y existan, las nubes pueden actuar tanto para calentar como para enfriar la superficie que se encuentra bajo ellas.
Durante décadas, los científicos han supuesto que las pérdidas de la capa de hielo del mar Ártico permitía la formación de más nubes en la superficie del océano. Ahora, una nueva investigación de la NASA demuestra que, al liberar calor y humedad a través de un gran espacio en el hielo marino conocido como polinia, el océano alimenta la formación de más nubes que atrapan el calor en la atmósfera y dificultan la posterior congelación del nuevo hielo marino.
Los resultados proceden de un estudio sobre una sección del norte de la bahía de Baffin, entre Groenlandia y Canadá, conocida como la polinia del agua del norte. Este estudio es uno de los primeros que investigan las interacciones que existen entre la zona en cuestión y las nubes mediante sensores activos instalados en satélites, lo que permitió a los científicos evaluar las nubes en sentido vertical, tanto en los niveles más bajos como en los más altos de la atmósfera.
Este enfoque permitió a los científicos descubrir con mayor precisión cómo cambiaba la formación de nubes cerca de la superficie del océano dentro de la polinia y el hielo marino circundante, explicó Emily Monroe, científica atmosférica del Centro de Investigación Langley de la NASA en Hampton, Virginia, que dirigió el estudio.
"En lugar de basarnos en los resultados de los modelos y los reanálisis meteorológicos para comprobar nuestra hipótesis, podemos obtener datos del barrido del satélite casi instantáneo de la zona que se halla dentro de la polinia", explica Monroe. "Puesto que cada barrido se recoge en una escala de tiempo del orden de unos 10 segundos, es más probable que la zona dentro de la polinia y el hielo cercano estén experimentando las mismas condiciones meteorológicas, por lo que podemos comparar con mayor precisión el cambio de las nubes al pasar la superficie de hielo a agua".
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Una visualización simplificada que muestra las respuestas de las nubes antes, durante y después de la apertura de un gran agujero rodeado de hielo de las nubes conocido como polinia. Se observa el efecto aislante del hielo marino, ya que la apertura de la polinia facilita los intercambios de calor (rojo) y humedad (amarillo). El calor emitido por las nubes (púrpura) sobre el agujero de hielo ayuda a mantener la polinia abierta, y permanece después de que el nuevo hielo marino cierre el agujero de hielo. Créditos: Goddard Space Flight Center Conceptual Image Lab/Jenny McElligott de la NASA
El hielo marino actúa como una tapa en una olla de agua hirviendo, explicó Linette Boisvert, científica especializada en hielo marino del Centro de Vuelo Espacial Goddard de la NASA en Greenbelt, Maryland, que participó en el estudio. Al retirar la tapa, el calor y el vapor escapan al aire.
" Se está produciendo un incremento del transvase del calor y de la humedad del océano hacia la atmósfera, ya que el hielo marino actúa como un tapón o una barrera entre la superficie relativamente cálida del océano y la atmósfera fría y seca que se encuentra por encima", explicó Boisvert. "Este calor y humedad de la atmósfera ralentiza que el hielo marino crezca verticalmente, lo que significa que no será tan grueso, por lo que es más vulnerable al deshielo en los meses de verano".
Al igual que otras polinias en el Ártico y el Antártico, la Polinia del Agua del Norte se forma cuando patrones de viento específicos soplan en una dirección persistente y abren agujeros en el hielo. Estos patrones de viento sólo existen en los meses de invierno, y los agujeros se hacen y se cierran repetidamente, exponiendo y aislando alternativamente el océano.
El borde occidental de la Polinia de Agua del Norte observado durante un vuelo de la Operación IceBridge el 3 de abril de 2019. La polinia, una gran porción de océano descubierto dentro de un área de considerable cobertura de hielo marino, se abre de cuatro a cinco veces durante los meses más fríos. La extensión de la Polinia de Agua del Norte varía de un año a otro, pero puede ser lo suficientemente grande como para cubrir el área de estados enteros de Estados Unidos, como Virginia. Créditos: NASA/Jeremy Harbeck
Los nuevos datos se obtienen en un momento en el que el hielo marino del Ártico parece haber alcanzado su extensión mínima anual tras disminuir durante los meses más cálidos de 2021. Estos datos ponen de manifiesto la influencia del hielo marino en una región que desempeña un papel fundamental en la regulación del ritmo del calentamiento global, la subida del nivel del mar y otros efectos del cambio climático provocado por el hombre.
El hielo marino no eleva directamente el nivel global del mar. Al igual que los cubitos de hielo en una bebida, el derretimiento del hielo marino no aumenta directamente el volumen de agua en el océano. Sin embargo, la disminución de la extensión del hielo marino en el Ártico puede exponer el agua de mar relativamente caliente a las capas de hielo costeras y a los glaciares de la región, provocando un mayor deshielo que aporta agua dulce al océano y provoca un aumento del nivel del mar.
La nueva investigación muestra que las nubes bajas sobre la zona de la polinia emitieron más energía o calor que las nubes de las zonas adyacentes cubiertas por el hielo marino. Además, esas nubes bajas contenían más agua líquida, casi cuatro veces más que las nubes sobre el hielo marino cercano. El aumento de la nubosidad y del calor de debajo de las nubes persistió durante aproximadamente una semana después en cada ocasión en que la polinia se volvió a congelar durante el tiempo que duró el estudio.
"El hecho de que el hielo marino se recupere y la polinia se cierre, no significa que las condiciones vuelvan a la normalidad de inmediato", dijo Boisvert. "Aunque las fuentes de humedad hayan desaparecido esencialmente, este efecto de nubes adicionales y de aumento del efecto radiativo de las nubes hacia la superficie permanece durante un tiempo después de que la polinia se congele".
Los resultados también sugieren que la respuesta de las nubes en la zona de la polinia ampliaron el tiempo que el agujero permaneció abierto, dijo Patrick Taylor, un científico del clima en la NASA Langley, que también formó parte del estudio.
"Pueden crear un manto más grueso y aumentar la cantidad de calor emitido hacia la superficie", dijo Taylor. "El calor emitido ayuda a mantener la superficie en la Polinia de Agua del Norte un poco más caliente y ayuda a mantener el evento en sí".
Los procesos meteorológicos a gran escala suelen complicar los estudios sobre el calentamiento del Ártico. Sin embargo, las roturas repetidas del hielo marino en la misma región crean un laboratorio natural para estudiar la retroalimentación entre las nubes y la alternancia entre el hielo marino y las polinias.
"Podemos comparar tanto las zonas de hielo marino como las de aguas abiertas, y las nubes sobre esos dos tipos de superficie lo suficientemente cerca, de modo que no tengamos que preocuparnos por los grandes cambios en las condiciones atmosféricas que han confudido los estudios anteriores", dijo Taylor. "Si no hay una respuesta de las nubes a un evento de polinia en el que el hielo marino desaparece en el transcurso de unos días, no se esperaría una respuesta en ningún otro lugar. La aparición de una polinia es un forzamiento muy fuerte y distinto".
El equipo tiene previsto continuar su investigación y comprobar si se puede observar un efecto nuboso similar en otras zonas en las que confluyen el hielo marino y el océano abierto.
Fuente:
By Roberto Molar Candanosa