=
20°S
180°E
195°E
210°E
225°E
Longitude
=
240°E
En esta sección se añ=
;ade
únicamente un diagrama de caja mensual como ejemplo. Sin embargo, se han obtenido
resultados para los 12 meses,
de los 41 años=
de datos disponibles en el modelo de reanálisis ERA Interim. Para facilitar su acceso digital,
los gráficos se encuentran
disponibles en la dirección: https://doi.org/10.6084/m9.figshare.19102898.v1.
Para contrastar el análisis
estadístico de los diagramas de cajas, se aplica otro método,=
el cual consiste en obtener un conteo de datos en cada celda
de la malla gaussian=
a para períodos
acumulados de tiempo. De esta manera es posible visualizar dónde e=
xiste una gran acumulación de puntos
y donde no hay convergencia, como se puede
apreciar en la figura 7. Es también una visualización mucho más robusta de la convergencia en diferentes períodos de tiempo, pero a su vez no se consigue distinguir la=
ITCZ
en zonas de bifurcación=
en el
Océano Pacífico este. Por lo cual este paso aún se
encuentra en desarrollo a fin de pulir los resultados finales.
Figura 7
Conteo de datos de convergencia acumulados para=
enero por 10 años
60
=
30
0
-30
-60
10000
=
9000
=
8000
=
7000
=
6000
=
5000
=
4000
=
3000
=
2000
=
1000
=
45 &=
nbsp; &nbs=
p; &=
nbsp; &nbs=
p; 90
=
135
=
180
Longitude
0
=
225 &=
nbsp; &nbs=
p; &=
nbsp; &nbs=
p; 270&=
nbsp; &nbs=
p; &=
nbsp; &nbs=
p; 315
=
Resultados y Discusión
Mediante
la distribución<=
span
style=3D'letter-spacing:-.75pt'> de los diagramas de cajas se visualiza, en cada mes, el rango
de latitudes donde se encuentra la ITCZ, para cada intervalo de longitudes, y además las dimensiones
del rango intercuartílico y el rango de límites extern=
os
resultan útiles como indicadores de la amplitud de la ITCZ. Como se observa en la figura 6, mientras mayor sea el rango intercuartílico
(dimensión merid=
ional de las cajas
azules) y con ello el rango de límites externos, se interpreta =
que la
amplitud de la ITCZ será mayor en esa región, pues la
incertidumbre en su posición es mayor.
El uso de una metodología
heurística en el desarrollo del estudio permite que los resultados
tengan una aproximación distinta en comparación con
métodos propuestos por diferentes autores. Aunque se ha planteado
anteriormente la relación de la velocidad del viento con la formación de zonas de convergencia, sobre todo estableciendo su relaci&oacut=
e;n con la
precipitación caracter&=
iacute;stica de las mismas,
no existía un método de análisis computacional que empleara es=
ta variable
para localizar la zona de convergencia intertropical (Back & Bretherton, 2005). También es necesario considerar que los modelos de reanálisis brindan datos más precisos
y compuestos en comparación con los anteriores esquemas de
predicción meteorológica, por lo cual la metodología
propuesta plantea criterios robustos para estimar la convergencia y
relacionarla con la ubicación de la ITCZ, reduciendo la posibilidad =
de
una acumulación de errores de cálculo o sesgos en los resulta=
dos
(Bechtold et al., 2018).
Figura 8.
Diagr=
amas de caja acumulados para un mismo
mes en todos los años con datos disponibles en contraste con a&ntil=
de;os
con presencia de ENSO

20°N
=
10°N
=
0°=
10°S
=
20°S
=
20°N
=
10°N
=
0°=
10°S
=
20°S
=
20°N
=
10°N
=
0°=
10°S
=
20°S
=
20°N
=
10°N
=
0°=
=
10°S
=
20°S
180°E
195°E
210°E
225°E&nb=
sp; =
240°E  =
; 255°E  =
; 270°E
Longitud
285°E
=
Los=
diagramas de caja mensuales permiten observar que la distribuci&oa=
cute;n de posiciones de
la ITCZ<=
span
style=3D'letter-spacing:-.6pt'> se mantiene mayoritariamente en un rango de latitudes
entre 20ºN y 15ºS, y también se nota
un desplazamiento hacia
el norte de la línea ecuatorial aco=
mpañado con una disminución en el rango
intercuartílico que se manifiesta de manera paulatina a partir del m=
es
de abril.
Figura 9
Distribución
de mediana, rango intercuartílico y de valores
extremos.
10
=
8
=
6
=
4
=
2
=
0
=
-2
Jan
=
span>25
Feb
Mar &=
nbsp; Apr &=
nbsp; May &=
nbsp; Jun &=
nbsp; Jul &=
nbsp; Aug &=
nbsp; Sep &=
nbsp; Oct &=
nbsp; Nov &=
nbsp; Dec=
span>
=
20
=
15
=
10
=
5
=
0
Jan &=
nbsp; Feb &=
nbsp; Mar &=
nbsp; Apr &=
nbsp; May &=
nbsp; Jun &=
nbsp; Jul &=
nbsp; Aug &=
nbsp; Sep &=
nbsp; Oct &=
nbsp; Nov &=
nbsp; Dec=
span>
=
Esto
se observa de forma resumida
en la Figura 9, en la cual el uso de valores
promedio para la distribución de cuartiles y los límites externos permi=
te identificar una tendencia<=
span
style=3D'letter-spacing:-.75pt'> marcada del desplazamiento m=
eridional de la ITCZ, alcanzando su valor más bajo en el mes de marzo, y su valor más alto entre agosto
y septiembre. De esta forma,
es posible coincidir con lo expuesto por Schneider (2014) y Phi=
lander
(1996) en que la ITCZ se ubica principalmente sobre la línea ecuator=
ial,
con puntuales excepciones en los meses de marzo y abril de ciertos añ=
;os. A su vez, la distribución obtenida
para la ubicación de la ITCZ en cada mes compone
un recurso importante
para su análisis, abasteciendo de datos y reduciendo la incertidumbre con otras zonas de
convergencia o la existencia de bifurcaciones que mencionan Bellucci (2010)=
y
Bischoff (2016).
Aunque el comportamiento de la ITC=
Z es
consistente para cada mes a través de los años, existen
variaciones abruptas importantes en los años donde se encontró
activo el ENSO en la región. En la Figura
8 es posible visual=
izar un comportamiento atípico, en referencia<=
span
style=3D'letter-spacing:-.15pt'> a la
distribución acumulada,=
entre
los meses finales
de 1982 hasta
los primeros de 1983 y de manera similar entre los año=
s de
1997 y 1998. Esto concuerda con lo planteado por Münnich (2005) y Ham (2014) respecto al descenso
latitudinal de la ITCZ en relación con el flujo energético en=
la
zona intertropical y su relación con la presencia del ENSO. También puede atribuirse el =
desplazamiento abrupto de la ITCZ a distintos factores medioambientales y de cambio climático
como mencionan Hu (2007) y Sulca (2018),
lo cual podría explicar la presencia de varios meses atípicos identificados=
en
las distribuciones mensuales, como son: Enero 1992 y 2016, Febrero 1992, 20=
00,
2010 y 2017, Abril 1996 y 2012,=
entre
otros.
Adicionalmente, en la Figura 10 se=
puede
observar el desplazamiento de la ITCZ en diferentes meses del año, e=
stos
gráficos muestran la acumulación de puntos de convergencia pa=
ra
cada mes, en los 41 años de datos disponibles en el modelo de
reanálisis ERA Interim. =
Se
evidencia que existen desplazamientos más notorios en la regió=
;n
del Pacífico oriental que más
dista del continente americano y desplazamientos cortos y menos
frecuentes, en la región
más cercana. También es posible identificar una variaci&oacut=
e;n
estacional en esta figura, debido a que=
en cada año existe un comportamiento similar respect=
o a la ubicación en los diferentes
&nbs=
p;
meses, c=
umpliendo con la tendencia a descender en el primer
trimestre del año y luego ascender con fluctuaciones en el se=
gundo
y tercer trimestre, lo que ya había sido propuesto en estudios
realizados por Lashkari (2017) y Keshtgar (2020).
Figura 10
Conteo de datos de convergencia acumulados para<=
span
style=3D'letter-spacing:-.3pt'> registro
histórico
Al visualizar las distribuciones mensuales
de todos los años se identifican meses con un rango
intercuartílico a=
típico como: Febrero de 1984, 1995, Septiembre de 1982, 1992 y 2015, y
Julio de 1994, entre otros. También es posible identificar una reducción del rango intercuartílico
en los años posteriores a 1900, con excepciones puntuales, lo cual coincide con las proyecciones
&nbs=
p;
de Byrne (2018) respecto a la disminución de la amplitud de la ITCZ en el siglo 20. La presencia p=
untual de
valores atípicos en la variación del rango intercuartí=
lico
en los años con presencia del ENSO podría implicar que junto =
con
el descenso longitudinal también se manifieste un incremento de la
amplitud en la ITCZ como consecuencia de este fenómeno.
 =
;
Sobre l=
os resultados obtenidos tambi&=
eacute;n se puede interpretar que existe un patrón
muy marcado y constante en la localización de la ITCZ. Como se obser=
va
en la Figura 10, es posible id=
entificar varias
zonas de convergencia importantes en=
el mapa global,
bien definidas y delimi=
tadas
entre sí, aunque la excepción está en la zona del
pacífico oriental, donde varios autores
han identificado una zona de bifurcación por la gran masa de agua del océano pacífico que incide
en la variabilidad d=
e condiciones climáticas de la zona (Bischoff & Schneide=
r, 2016; Keshtgar et al., 2020).
Es posible afirmar
que, en el registro histórico, los meses finales
del año presenta=
n una menor dispersión de datos, lo cual simplifica la localizaci&=
oacute;n de la ITCZ y reduce la incertidumbre; =
mientras que en contraste, los meses intermedios tienen un mayor
valor para su rango
intercuartílico promedio, dispersión y valores extremos por lo
que su localización representa una dificultad mayor.
Finalmente, es necesario contextualizar que los
resultados de esta metodología buscan ser un complemento para una serie de herramientas climatológicas <=
/span>de predicción, desarrolladas con la finalidad de integrar un sistema de sop=
orte
técnico para tomar decisiones respecto a la planificación y desarrollo de operaciones marinas
en el país. P=
or esto,
no se pueden conside=
rar
los resultados como un punto
final, sino al contrario, como un punto
de partida para continuar
desarrollando un modelo
completo que permita
emplear la ITCZ como característica predictiva de clima y fenóme=
nos
atmosféricos y oceánicos. A su vez en el desarrollo de este est=
udio
se encontraron avances respecto a la localización de la ITCZ en diferentes regiones, los mismos que
emplean modelos
de datos atmosféricos similares combinados con un procesamiento estadístico,
como el trabajo de Žagar (2011), Colna (2017), y Lashkari (2017=
).
.
Conclusiones
La elaboración de un algoritmo para el
post-procesamiento, filtrado y visualizaci&oac=
ute;n de datos de vien=
to es
posible desde diferentes enfoques; en este estudio el uso de un méto=
do
heurístico simplificado<=
span
style=3D'letter-spacing:-.4pt'> permitió que el tiempo de trabajo
del algoritmo y la memoria
requerida para almacenar los datos fueran cortos. Adicionalmente, el=
uso
de herramientas gráficas y estadísticas combinadas rep=
resentó una gran ventaja
para analizar todas
las variables necesarias e incrementar la confiab=
ilidad
de los resultados.
En los algoritmos de procesamiento se realizaron va=
rias
iteraciones a fin de modelar e identif=
icar los rangos en los que se ubican diferentes zonas de convergencia. Este planteamiento,
junto con herramientas visuales de registro
acumulado de tiempo,
facilitó la identificación de las variab=
les
físicas y geográficas que permitieron establecer la
localización de la ITCZ, especialmente en zonas como el Océano
Pacífico Oriental donde la presencia de bifurcación entre zon=
as
de convergencia o la doble ITCZ complicaba el análisis.
El criterio inicial para encontrar
estadísticamente la localización de la ITCZ no es suficientemente robusto, considerando la presencia de valores atípicos y la dificultad de reducir la
dispersión de datos al emplear únicamente algoritmos de conexión basados en rangos de distancia
y caracterización de líneas de convergencia, por lo cu=
al
se propuso un contraste estadístico que facilite la visualizaci&oacu=
te;n
acumulada de datos. Esto ha abierto una nueva perspectiva al estudio, pues =
se
podrán combinar ambos criterios para permitir delimitar la ITCZ en z=
onas
de bifurcación y respaldar el análisis con el registro
histórico acumulado, que muestra de forma clara la acumulació=
n de
puntos de convergencia con patrones constantes.
&nbs=
p;
Aunque
la resolución y confiabilidad de los datos
del modelo de reanálisis ERA Interim
es buena, sería mejor emplear todos los algoritmos en los datos
mejorados del modelo de reanálisis ERA 5, pues esto permitirá
incrementar la resolución de los resultados y a su vez obtener mayor
precisión en las zonas que pueden ser de gran interés a una
escala nacional o regional.
Reconocimientos
Este trabajo ha sido financiado
parcialmente por el Proyecto de Investigación CEDIA IDI XVII-2023-12=
-WEC
GALAPAGOS y EPN PIGR-2103. Los autores desean expresar su agradecimiento a
CEDIA y la Escuela Politécnica Nacional.
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