FISIOLOGÍA DE UN PEZ
Los peces son animales vertebrados de sangre fría y su temperatura depende del agua que los rodea. La mayoría de las personas se hallan familiarizadas con todas las características físicas de los peces: un cuerpo estilizado, unas aletas, unas agallas, grandes ojos, boca amplia y que tienen escamas.
-Sistema respiratorio
Los peces realizan la mayor parte del intercambio gaseoso mediante el
uso de las branquias, que se encuentran hacia ambos lados de la faringe.
Las branquias están constituidas por estructuras filiformes
denominadas filamentos branquiales. Cada uno de estos filamentos
contienen capilares, que permiten una gran superficie para el
intercambio de oxígeno y dióxido de carbono. Este intercambio se produce
cuando el pez aspira agua, que pasa a través de las
branquias.
-Sistema digestivo
En los peces, al ser la comida ingerida a través de la boca, es
desglosada en el estómago. Órganos como el hígado y el páncreas añaden
enzimas digestivas. La absorción de nutrientes se realiza a través del
intestino.
-Sistema locomotor
-Aletas dorsales: Ubicadas en la zona dorsal, su función principal es entregar estabilidad y maniobrabilidad.
-Aleta caudal: Ubicada en la cola, su función es impulsar el nado.
-Aletas anales: Ubicadas ventrales al ano, su función es estabilizadora.:
-Aletas pectorales: Ubicadas detrás de las branquias, su función principal es estabilizadora, aun cuando existen interesantes modificaciones de estas aletas (como en el caso del pez volador)
-Aletas pélvicas o ventrales: Ventrales a las aletas pectorales.
-Sistema circulatorio
El seno venoso es una cámara de paredes delgadas que recibe la sangre de las venas
del pez antes de permitirle fluir al atrio, una cámara muscular grande y
que sirve como un compartimento de dirección única que dirige la sangre
hacia el ventrículo.
-Sistema excretor
Los peces de agua
salada tienden a perder agua debido a la ósmosis. En los peces de agua
salada, los riñones concentran la basura y expulsan del cuerpo tan poca
agua como les sea posible.
Sistema nervioso
-Sistema nervioso central
Comparándolos
con otros vertebrados, los peces tienen generalmente un cerebro pequeño
en relación al tamaño de su cuerpo, en torno a un quinceavo de la masa
cerebral de aves o mamíferos de un tamaño similar.
El
cerebro está dividido en varias regiones.Conectando el cerebro anterior
al cerebro medio o mesencéfalo se encuentra el diencéfalo (en el
diagrama adyacente, esta estructura se encuentra debajo de los lóbulos
ópticos y por consiguiente no visible).
El cerebro medio contiene los dos lóbulos ópticos.El metencéfalo está particularmente implicado en natación y equilibrio.
El mielencéfalo la parte más posterior del cerebro.
-Sistema sensorial
Muchos peces poseen órganos sensoriales muy desarrollados.
Sin embargo, la mayor parte de peces tienen receptores sensibles que forman la línea lateral. La línea lateral permite a muchos peces detectar corrientes suaves y
vibraciones, así como sentir el movimiento de sus presas o de otros
peces cercanos. Los peces se orientan usando puntos de referencia y
pueden utilizar mapas mentales de relaciones geométricas basadas en
señales múltiples o símbolos.
PECES COMUNES EN LA BAHÍA DE
1-La Melva
De coloración azulada, con líneas y puntos oscuros por detrás sobre la línea. Vientre más claro.
Talla: 100 cm.. Migradores. Persigue a los bancos. Periódicamente costero.
Es una de las especies perseguidas por el pescador deportivo.
Carne roja, debe estar bien sangrada ya que tiene fama de indigesta.
Pesca con redes, curricán de superficie y media agua.
2.La Tintorera Caella.
La tintorera es un tiburón de cuerpo estilizado y alargado, con un hocico largo y cónico. Tiene ojos grandes que, al igual que todos los carcarriniformes, se encuentran provistos de una membrana nictitante, una especie de párpado semitransparente que va de arriba a abajo y protege los globos oculares cuando luchan con su presa.
3.Pez Espada.
Se trata de un pez marino, de grandes dimensiones y aletas espinosas que habita en los mares tropicales y subtropicales, entre los 200 y los 800 metros de profundidad, pudiendo ascender de noche a la superficie.
4.La Morena.
Es un pez que se conoce por su forma similar a la de una serpiente y por su peculiar y agresivo carácter. En general la morena es un animal de aguas tropicales y subtropicales, amante de los arrecifes de coral y de las praderas de algas.
5.El Marrajo.
Cuerpo moderadamente alargado, fusiforme, con el morro cónico y puntiagudo. Dos aletas dorsales, la primera grande y la segunda muy pequeña, más o menos igual que la anal. Aleta caudal en forma de luna.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm5aDmaQDFRh_7-Cpdmm1PDVQNxRVwOh9TdCYBV5GfAGBw_uJgsdtzjZCIlgyr4YkzffH9NZvkgc95Ig4MfxK0wFzhyFBdiUxgys4PCorKiqbT3wdM_YvgNyLtWJk_PAVVNh3RL_yQdSkz/s1600/Marrajo+de+aleta+corta.jpg)
6.La Araña.
El Pez Araña dispone de espinas venenosas en la parte superior del cuerpo y, además, el opérculo tiene una espina venenosa larga que apunta hacia atrás.
7.Besugo de la Pinta.
Cuerpo alargado, moderadamente alto, y rechoncho. Cabeza relativamente pequeña, con el morro corto.
8.Pintarroja o Bienmesabe.
El pintarroja es de coloración grisácea, en ocasiones gris amarillento o rojizo, con multitud de manchas pardas o blanquecinas en el cuerpo.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP1ZEHKed2hKjy53-TV-Z690qdRrYYjb19R3k3m2RPttBxYtjHN8tOnWcpMES89s_CJ8Jba7RLQxYkgY4OhbEaTykPQXHxM4J-Xtvg3SRrybfDA94il3c77oXW_b_hw4FvBur4QtD6g4hr/s1600/PINTARROJA.jpg)
9.La Salema.
Las rompientes y los fondos rocosos recubiertos de algas de las márgenes de la playa de La Arena y toda la costa, suelen ser visitadas, durante la primavera y el verano por enormes bancos de salemas, unos peces vegetarianos de aspecto similar a la dorada, que pueden alcanzar un tamaño de e incluso 55 centímetros de longitud y hasta 3,5 kilos de peso.
10.El Pargo Bocinegro.
Pagrus pagrus es conocida principalmente como bocinegro (con frecuencia pronunciado bucinegro) y pargo o parguete en prácticamente en toda la costa gaditano-onubense y por una gran mayoría de informantes, que la diferencian bien del otro pargo (Dentex gibbosus).
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcGLaO2LIytHpCGtMoo8pg17YbvWLgDDWXOLRUXj4LRYs7opSO7pwiuEh6n1WmlMBPlnFZxWKjESG6h0q6U5MM0dMTicott4NLmgut0iSd4B9awTWVfIOKYZu36Ret2OgIFVIV9LsPWy5_/s1600/Pagrus_pagrus_M.jpg)
11.El Salmonete.
El salmonete de roca se encuentra principalmente en el mar mediterráneo y Atlántico Norte.
El color que tiene en el lomo es entre rosado y rojo.
12.El Langostino.
La Mancomunidad de Municipios del Bajo Guadalquivir, junto con la Universidad de Granada, están llevando a cabo pruebas de análisis sensorial del langostino del Golfo de Cádiz (Melicertus kerathurus), con objeto de compararlo con otros de la misma especie que son capturados en el Mediterráneo y el Atlántico y establecer sus diferencias.
13.La Cabrilla.
Este pequeño pez constituye una de las capturas más frecuentes de la pesca en embarcación en la línea costera. De régimen bentónico, vive en pequeñas grietas y oquedades fondos rocosos, a una profundidad que suele situarse entre los cinco y los cien metros.
14.Palometón.
El palometón es un pez de grandes dimensiones, pudiendo alcanzar dos metros y 50 kg.de peso.
15.El Rubio.
De coloración rojiza, las aletas pectorales también rojizas en su cara interna con manchas y la externa violácea manchada de azul.
16.El Rascacio.
Pez teleósfero marino de cabeza espinosa y aleta dorsal con espinas fuertes que utiliza para defenderse. Su carne es comestible muy parecida al cabracho. No sobrepasa los treinta centímetros.
17.La Caballa.
Se trata de un pez teleósteo de la familia de los Escómbridos de cuerpo relativamente esbelto y fusiforme. Cabeza afilada, ojos grandes y párpados verticales transparentes.
20.Verrugato de Piedra.
Dorso gris azulado con reflejos metálicos, con numerosas líneas oblicuas de coloración doradas bordeadas de oscuro.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMIkQ0sokr5GVN2F081Yit7ssX3GxLEnQ_R9CCup1-hDiLrdBkL109w7KGJ3uDeSxO_VDdcCfRa7XrpkfX5yHGia_OMBomBYtUUbA_6AgzFU39oaEj0oaA4ptLkOdz7WdTwti4UNBgNVrN/s1600/lol.jpeg)
21.La Chova.
Es un pez de cuerpo alargado y aplanado por sus costados. Su cabeza es grande hasta detrás de los ojos ,su dentadura está formada por pequeños dientes muy afilados y cortantes, mandíbula inferior ligeramente sobresalida de la superior, lo que la hace tener un aspecto muy voraz.
22.El Lenguado.
En los primeros meses del verano se reproducen, dando lugar a unas larvas que tienen una forma normal que, al cabo de unas semanas se ‘deforman’, su cuerpo se aplana y sus ojos pasan hacia el lado superior.
23.La Corvina.
Pez de coloración gris plateada, con tonos azules y verdosos en el dorso y parte superior de los costados, que se vuelven pálidos y presentan reflejos dorados, especialmente la línea lateral; el vientre es blanco.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSfk4R6QYxCpKupkNpjf4q_XjwdtPRQxGTC8mAMyoPLKxVmX5k88CC3e_vYEre2vaMlScJcvaFdOYwLyPrNqlG0v4JfrYaGEQtoqapyEwZfEFLi1L4f8_G9vuRbdARdfU3MujpMgjY-VTu/s1600/%C3%ADndice.jpeg)
24.La Breca.
La breca, también conocida como pagel o garapello, pagell, lamote, abretán o bica. Pertenece a la familia de los espáridos.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCHwU9In0ttIxYcFXnXC35qulODsgWqFo16tom14nmy15PIlTsarm1CgLwICKoiskgjltWzThTW0cmuAMkRlL_awMLMzXkMXkfd4Dd7-JklHnozZbkPMcVr_GmBnEoDq1-corWUmxXmVBO/s1600/%C3%ADndice.jpeg)
25.La Raya.
La raya venenosa, pastinaca, vive camuflada en el fondo del mar. Lleva en la cola un dardo que sacude a un lado y a otro cuando se siente amenazado.
![](data:image/png;base64,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)
26.La Lubina.
La lubina posee dos aletas dorsales separadas, la primera tiene ocho o nueve rayos espinosos, y la segunda está dotada de una primera espinosa seguida de doce o trece rayos blandos. Los rayos de la aleta anal son cortos, duros y muy afilados.
Lenguado
-Dorada
-Rodaballo
-Sargo
-Gallo
-Bacaladilla
-Boquerón
-Caballa
-Sardina
-Bonito
-Alistao
-Atún
-Pez espada
-Salmonete
-Congrio
-Lubina
-Anguila
-Merluza
-Cabracho
-Chanquete
-Mero
-Lecha
-Palometa
-Mujol
PECES COMUNES EN LA BAHÍA DE
1-La Melva
De coloración azulada, con líneas y puntos oscuros por detrás sobre la línea. Vientre más claro.
Talla: 100 cm.. Migradores. Persigue a los bancos. Periódicamente costero.
Es una de las especies perseguidas por el pescador deportivo.
Carne roja, debe estar bien sangrada ya que tiene fama de indigesta.
Pesca con redes, curricán de superficie y media agua.
2.La Tintorera Caella.
La tintorera es un tiburón de cuerpo estilizado y alargado, con un hocico largo y cónico. Tiene ojos grandes que, al igual que todos los carcarriniformes, se encuentran provistos de una membrana nictitante, una especie de párpado semitransparente que va de arriba a abajo y protege los globos oculares cuando luchan con su presa.
3.Pez Espada.
Se trata de un pez marino, de grandes dimensiones y aletas espinosas que habita en los mares tropicales y subtropicales, entre los 200 y los 800 metros de profundidad, pudiendo ascender de noche a la superficie.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkmHAhJ4CxYt9CcIveUtgUzCMJ6nZxxSHyyrqH5ZLYkuG_7u2XUuFEV6pxuS-JTKkqmKojxBmKw0deIax0CEJ_2KUMGJdxT-Xxnwa5nk8-pQI8VJT9kP-7SCKPF-SJJoo3_RSmH79yXG_o/s1600/%C3%ADndice.jpeg)
4.La Morena.
Es un pez que se conoce por su forma similar a la de una serpiente y por su peculiar y agresivo carácter. En general la morena es un animal de aguas tropicales y subtropicales, amante de los arrecifes de coral y de las praderas de algas.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc2pvoA0xVNuUciQQN2z3m5yj6evT-2GjcffMeT0hLdKVS92N9veZnVWYB9Lk3YVFp1pOD_BANvcfw1Yr7XbJrDFntWcyjIkbNSf2DkxcRqwbZ67avOSshNTneUZ2guG7glwPCjep8rrtI/s1600/images.jpeg)
5.El Marrajo.
Cuerpo moderadamente alargado, fusiforme, con el morro cónico y puntiagudo. Dos aletas dorsales, la primera grande y la segunda muy pequeña, más o menos igual que la anal. Aleta caudal en forma de luna.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm5aDmaQDFRh_7-Cpdmm1PDVQNxRVwOh9TdCYBV5GfAGBw_uJgsdtzjZCIlgyr4YkzffH9NZvkgc95Ig4MfxK0wFzhyFBdiUxgys4PCorKiqbT3wdM_YvgNyLtWJk_PAVVNh3RL_yQdSkz/s1600/Marrajo+de+aleta+corta.jpg)
6.La Araña.
El Pez Araña dispone de espinas venenosas en la parte superior del cuerpo y, además, el opérculo tiene una espina venenosa larga que apunta hacia atrás.
7.Besugo de la Pinta.
Cuerpo alargado, moderadamente alto, y rechoncho. Cabeza relativamente pequeña, con el morro corto.
8.Pintarroja o Bienmesabe.
El pintarroja es de coloración grisácea, en ocasiones gris amarillento o rojizo, con multitud de manchas pardas o blanquecinas en el cuerpo.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP1ZEHKed2hKjy53-TV-Z690qdRrYYjb19R3k3m2RPttBxYtjHN8tOnWcpMES89s_CJ8Jba7RLQxYkgY4OhbEaTykPQXHxM4J-Xtvg3SRrybfDA94il3c77oXW_b_hw4FvBur4QtD6g4hr/s1600/PINTARROJA.jpg)
9.La Salema.
Las rompientes y los fondos rocosos recubiertos de algas de las márgenes de la playa de La Arena y toda la costa, suelen ser visitadas, durante la primavera y el verano por enormes bancos de salemas, unos peces vegetarianos de aspecto similar a la dorada, que pueden alcanzar un tamaño de e incluso 55 centímetros de longitud y hasta 3,5 kilos de peso.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLXf-A6hRJ_40pof7NUXlqCySUl8S3vCbanZhcTaS8dtVh2Ew9sPfQNQtk_NHIqlGfI4KZlF-OxcR4ATqp79iECWhg5sQwERB_HczngbxjKlcwjEN0JuRevkh_Ahomd9BkPx1lIFzw_j-L/s1600/%C3%ADndice.jpeg)
10.El Pargo Bocinegro.
Pagrus pagrus es conocida principalmente como bocinegro (con frecuencia pronunciado bucinegro) y pargo o parguete en prácticamente en toda la costa gaditano-onubense y por una gran mayoría de informantes, que la diferencian bien del otro pargo (Dentex gibbosus).
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcGLaO2LIytHpCGtMoo8pg17YbvWLgDDWXOLRUXj4LRYs7opSO7pwiuEh6n1WmlMBPlnFZxWKjESG6h0q6U5MM0dMTicott4NLmgut0iSd4B9awTWVfIOKYZu36Ret2OgIFVIV9LsPWy5_/s1600/Pagrus_pagrus_M.jpg)
11.El Salmonete.
El salmonete de roca se encuentra principalmente en el mar mediterráneo y Atlántico Norte.
El color que tiene en el lomo es entre rosado y rojo.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzAe8TJjDVtKAu1RSqzKDGN8X41TN2nzP1v6hq_7GYXM-pvvCtLn_VcruNTZrnNGNsIDqML0UhsxtnqHL4H-SJdJpcmQ8cL_XGT_k_D-SMUpJIZq5qNMGGFNOPIwUTokMWeRDN_uTRAi6n/s1600/salmonete.jpg)
12.El Langostino.
La Mancomunidad de Municipios del Bajo Guadalquivir, junto con la Universidad de Granada, están llevando a cabo pruebas de análisis sensorial del langostino del Golfo de Cádiz (Melicertus kerathurus), con objeto de compararlo con otros de la misma especie que son capturados en el Mediterráneo y el Atlántico y establecer sus diferencias.
13.La Cabrilla.
Este pequeño pez constituye una de las capturas más frecuentes de la pesca en embarcación en la línea costera. De régimen bentónico, vive en pequeñas grietas y oquedades fondos rocosos, a una profundidad que suele situarse entre los cinco y los cien metros.
14.Palometón.
El palometón es un pez de grandes dimensiones, pudiendo alcanzar dos metros y 50 kg.de peso.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoChpdd9hPpB0do_YKfKSEeOj0Ku86q6M0J8mliaG3FjtVc2H5zsGHakP0EVDmoHiLaxZ6Bpmv3HmqtZKsxbjyGSvFVXooKzE6F6PPoXsg-7z81vRYEP36vxq8-fawHbzqBii7VDm1mO5y/s1600/palometon-01.jpg)
15.El Rubio.
De coloración rojiza, las aletas pectorales también rojizas en su cara interna con manchas y la externa violácea manchada de azul.
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16.El Rascacio.
Pez teleósfero marino de cabeza espinosa y aleta dorsal con espinas fuertes que utiliza para defenderse. Su carne es comestible muy parecida al cabracho. No sobrepasa los treinta centímetros.
17.La Caballa.
Se trata de un pez teleósteo de la familia de los Escómbridos de cuerpo relativamente esbelto y fusiforme. Cabeza afilada, ojos grandes y párpados verticales transparentes.
20.Verrugato de Piedra.
Dorso gris azulado con reflejos metálicos, con numerosas líneas oblicuas de coloración doradas bordeadas de oscuro.
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21.La Chova.
Es un pez de cuerpo alargado y aplanado por sus costados. Su cabeza es grande hasta detrás de los ojos ,su dentadura está formada por pequeños dientes muy afilados y cortantes, mandíbula inferior ligeramente sobresalida de la superior, lo que la hace tener un aspecto muy voraz.
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22.El Lenguado.
En los primeros meses del verano se reproducen, dando lugar a unas larvas que tienen una forma normal que, al cabo de unas semanas se ‘deforman’, su cuerpo se aplana y sus ojos pasan hacia el lado superior.
23.La Corvina.
Pez de coloración gris plateada, con tonos azules y verdosos en el dorso y parte superior de los costados, que se vuelven pálidos y presentan reflejos dorados, especialmente la línea lateral; el vientre es blanco.
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24.La Breca.
La breca, también conocida como pagel o garapello, pagell, lamote, abretán o bica. Pertenece a la familia de los espáridos.
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25.La Raya.
La raya venenosa, pastinaca, vive camuflada en el fondo del mar. Lleva en la cola un dardo que sacude a un lado y a otro cuando se siente amenazado.
26.La Lubina.
La lubina posee dos aletas dorsales separadas, la primera tiene ocho o nueve rayos espinosos, y la segunda está dotada de una primera espinosa seguida de doce o trece rayos blandos. Los rayos de la aleta anal son cortos, duros y muy afilados.
Lenguado
-Dorada
-Rodaballo
-Sargo
-Gallo
-Bacaladilla
-Boquerón
-Caballa
-Sardina
-Bonito
-Alistao
-Atún
-Pez espada
-Salmonete
-Congrio
-Lubina
-Anguila
-Merluza
-Cabracho
-Chanquete
-Mero
-Lecha
-Palometa
-Mujol