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)
Biotempo 2008, Volumen 8,
50
cinemático de De la Hoz & Vial (1994), en
Atherinella serrimover
encontrándose en el máximo posible por lo que
También se evidencia la apertura bucal total,
adicional con el maxilar, lo que permite mayor
La mayor capacidad de protrusión es consecuencia
no existir un eje de rotación (Fig. 2b.
pero aparentemente por una función muscular, por
movimiento del maxilar, que pasa el movimiento al
misma proporción) de los huesos maxilar y dentario,
En cuanto al mecanismo de apertura bucal de
desarrollada. Estas características que les proveen
, en las cuales el maxilar posee unaAustromenidia
de géneros de Atherinidae como
originado en el tercio anterior, extremo distal
RESULTADOS
la carretera Piura- Sechura, en la provincia de
en el estuario de Virrilá. Estuario marino con
provienenAtherinella serrimover
MATERIAL Y METODOS
velocidad del premaxilar, a medida que se aproxima
Austromenidia y
movimientos de piezas bucales, demostrándose que,
en el caso de los géneros Cauque ,
las trayectorias angulares del premaxilar y mandíbula,
son semejantes y muestran un incremento de
a la posición de cierre, lo que denota que estos géneros
presentan mayor especialización en relación a sus
características cinemáticas de mordida; mientras que
en el género Basilichthys, el premaxilar se mueve
muy poco en relación al desplazamiento de la
mandíbula, y mantiene una velocidad angular
constante durante toda la trayectoria , lo que muestra
que este género tiene una posibilidad de mordida
restringida.( De la Hoz, 1994)
El presente trabajo explicará el modelo de abertura
bucal y mecanismo de mordida en Atherinella
serrimover, un habitante del estuario marino-
continental.
Los ejemplares de
de la colecta realizada en el mes de enero de 2008
ocasionales ingresos de agua continental aportada
por el río Piura, que esta ubicado en kilómetro 83 de
Sechura, con una extensión de 25 Km.
Los especimenes fueron fijados y preservados en
formol al 10 %, para ser pasados, posteriormente, al
alcohol de 70%. Para ver las estructuras óseas que
están asociadas con la cinemática de protrusion se
utilizo la técnica de tinción Rojo-Azul enzimático
(diafanización) propuesto por Dingerkus & Uhler (1997).
Bajo la técnica de diafanización se pone en
descubierto que son tres huesos que intervienen en
la cinemática de abertura de la boca en Atherinella
serrimover. Dentario: Posee dentario alto con lámina
dorsal posterior desarrollada y los dientes ocupan
menos de la mitad anterior del borde curvo del
dentario (Fig. 1a).
Premaxilar: Proceso ascendente largo y angosto,
ensanchado en una plaza laminar amplia (Fig. 1b).
Maxilar: Con cabeza proximal bien desarrollada
DISCUSIÓN
Una mayor magnitud del desplazamiento de los
premaxilares en la protrusión determina una
capacidad de mordida en posiciones de abducción
mandibular mayores en algunas especies, y en otras,
la menos capacidad de protrusión limita la realización
de mordidas en posiciones más abducidas de la
mandíbula. (De la Hoz, Cancino & Ojeda, 1994). La
acción de mordida con el premaxilar es un mecanismo
de alimentación y de apertura bucal más limitado,
llevada a cabo mediante el movimiento relativo del
premaxilar con un punto del extremo postero-dorsal
del dentario. Para que este mecanismo sea ejecutado,
es condición indispensable que el extremo anterior
del premaxilar esté en algún grado de proyección, es
decir adelantando al neurocráneo. (De la Hoz, 1994)
En la especie estudiada podemos observar que su
esquema estructural coincide con la configuración
Cauque y
cabeza proximal bien desarrollada, premaxilar largo,
angosto y con una amplia placa laminar (Fig. 2a), el
dentario es alto, con una lámina posterior
alto grado de plasticidad y capacidad de modulación
durante la mordida (apertura bucal).
Atherinella serrimover observamos el
desplazamiento casi sincronizado (simultáneo o en
pero pareciendo no existir un eje de rotación entre
ambos, siendo la apertura bucal iniciada por el
premaxilar y posteriormente se mueve el dentario,
de un diseño distinto del sistema de ligamentos
rostrales. En grupos con estas características, se
observa la aparición de una conexión tendinosa
independencia de los movimientos del maxilar con
respecto a la mandíbula, de otro modo existiría un
acoplamiento directo entre maxilar y mandíbula a
través del ligamento primordial. (De la Hoz, Cancino
& Ojeda, 1994)
podemos entender que la especie posee una amplia
gama de posiciones en el sistema de mordida, ya que,
en sistemas con un sólo patrón de mordida el grado
de protrusión premaxilar no alcanza el máximo
posible, como en el género Basilichthys. (De la Hoz,
Cancino & Ojeda, 1994)
Por las características observadas en la especie
, tanto en su esquema
estructural como en las características del mecanismo
de apertura bucal, vemos que coincide con el modelo
Cauque
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