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o desactivar el desprendimiento de vórtices en las cercanías
de Rec, por lo que en este sentido, el presente trabajo bus-
ca estudiar la interacción alrededor de Recconsiderando un
régimen de flujo bidimensional.
II. METODOLOGÍA
Se plantea un esquema experimental para medir perfiles
de velocidades aguas abajo del sistema binario, utilizando
anemometría de hilo caliente en un túnel de viento, para
complementar con visualización en agua utilizando la téc-
nica de electrólisis.
Túnel de viento
Los experimentos fueron llevados a cabo en un túnel de
viento subsónico de circuito cerrado, con dos secciones de
prueba para alta y baja velocidad [10].
La zona de prueba de baja velocidad cuenta con una sec-
ción transversal cuadrada de 50 ×50 cm, el aire es impul-
sado por 16 ventiladores axiales alcanzando una velocidad
entre 0.1−2 m/s. Antes de que el aire ingrese a las seccio-
nes de pruebas es laminarizado a través de paneles metáli-
cos (honeycomb) cuyo diámetro nominal es de 6.35 mm. El
grado de turbulencia, es decir, la razón entre la fluctuación
de la velocidad (Urms), y la velocidad axial promedio del tú-
nel (U) , en las zonas de prueba, no excede al 0.3% con un
precisión mayor al 1% de la velocidad media [11].
FIG. 1: Esquema del sistema binario. 1) Cilindro principal de diá-
metro D =3mm. 2) Cilindro secundario de diámetro d =2mm.
3) End plate. 4) Hot wire.
El montaje experimental consiste en posicionar dos cilin-
dros de forma vertical (sistema de cilindros binarios), don-
de el cilindro secundario se fija a un ángulo αdel cilindro
principal (0◦≤α≤180◦). El montaje y las características
geométricas son presentadas en la Fig. 1.
El instrumento de medición es un anemómetro de hilo
caliente (Hot Wire) que se ubica aguas abajo del sistema.
La adquisición de datos y el movimiento de la sonda en la
dirección transversal es controlado con una tarjeta de ad-
quisición de datos (DT322 Data Translation Card). El mo-
vimiento de la sonda de hilo caliente es producido por un
sistema de desplazamiento lineal a través de un motor paso
a paso permitiendo registrar series de velocidad a través de
la estela de ambos cilindros. La calibración de la sonda de
hilo caliente se realiza a través de un tubo pitot conectado a
un manómetro diferencial.
Las señales analógicas, medidas con el anemómetro de
hilo caliente, son digitalizadas bajo el esquema de la Fig. 2.
La preparación de la señal digital se hace a través de filtro
pasa bajo (ω0=300 Hz) , un ajuste de offset y un ampli-
ficador de la señal filtrada. Posteriormente la señal digital
se adquiere ajustando la frecuencia de muestreo (ωs=1024
FIG. 2: Esquema del proceso de digitalización de la señal.
Hz) para que se cumpla el criterio de Nyquist [12]. El tama-
ño de los datos para cada posición de la sonda corresponde
aN=32.768.
Estanque con agua
La visualización de las estructuras de vórtices, son reali-
zadas en un estanque con agua. El sistema binario es intro-
ducido en el estanque y acoplado a un carro con movimiento
lineal. Debido a que el número de Reynolds involucrado es
bajo (del orden del Reynolds crítico Rec), la inestabilidad
de BvK se desarrolla a través del movimiento relativo entre
el sistema binario y el agua inicialmente en reposo. En este
sentido, el movimiento del carro es accionado a través de
un doble sistema de desplazamiento lineal activado por un
motor paso a paso NEMA17, el cual está operado con una
tarjeta TB6600 y gobernado con una tarjeta Arduino MEGA
2560. En la Fig. 3se detalla parte del montaje
Se utiliza visualización por burbujas de hidrógeno para
obtener imágenes de las estructuras de vórtices aguas abajo
del sistema de cilindros [13]. Debido al movimiento relati-
vo, es necesario acoplar tres elementos al movimiento del
carro: el cátodo, para la formación de burbujas de hidró-
geno, el cual se posiciona aguas arriba de los cilindros; los
cilindros, para la formación de la estela y una cámara para
la obtención de imágenes, ubicada aguas abajo de los cilin-
dros.
Se utiliza un alambre de cobre de 200 µm de diámetro
como cátodo, mientras que la obtención de imágenes se ob-
tiene a través de una cámara Sony IMX477 la cual es activa-
da por una tarjeta Raspberry. Las burbujas son iluminadas
con un plano laser de 532 nm en longitud de onda y orienta-
da en el plano de emisión de burbujas, tal como se muestra
en el esquema de la Fig. 3. La frecuencia de muestreo de la
cámara se ajustó a 60 fps para cumplir con el principio del
Nyquist, considerando el tiempo característico del sistema
para un ReD=50, ν=1.004 mm2/s (viscosidad cinemática
del agua) y D=3 mm.
III. RESULTADOS
Perfil de velocidades.
En primer lugar, se presentan resultados del perfil de ve-
locidades para un cilindro, identificando un régimen subcrí-
tico (Re <Rec) y supercrítico (Re >Rec) para la formación
Rozas et al. / Anales AFA - XVI Meeting on Recent Advances of Physics of Fluids and its Applications 31-35 32