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Journal of Natural Sciences Research                                                              www.iiste.org
ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online)
Vol.2, No.2, 2012

Length-weight Relationships of Some Important Estuarine Fish
                      Species from Merbok Estuary, Kedah
        Mansor Mat Isa1,2* Mohamad Najamuddin Abdul Basri1 Mohamad-Zafrizal Mohd Zawawi2
                                  Khairun Yahya1,2 Siti-Azizah Md Nor1,2
1. School of Biological Sciences, University of Science Malaysia, 11800 Minden, Penang, MALAYSIA
2. Centre for Marine and Coastal Studies, University of Science Malaysia, Muka Head, 11060, Teluk
Bahang, Penang, MALAYSIA
                          *E-mail of the corresponding author: drmansor@usm.my
Abstract
Merbok estuary, located in the northern part of Peninsular Malaysia, was inhibited by 81 species that are
representatives of 45 genera and 36 families of fish. The length-weight relationship of 23 fish species
belonging to 18 families was presented. The b values varied between 2.7928 for Butis gymnopomus and
3.6001 for Sillago sihama. Nine species exhibited positive allometric growth, 10 species were negative
allometric growth, 3 species had isometric growth and 1 species was Gompertz form of growth. The
length-weight relationships for some species from the Merbok estuary are hereby publish for the first time,
and most of the fish specimens were juveniles.
Keywords: Estuarine fishes, length, weight, fisheries management, Merbok estuary

1. Introduction
Fish is a cheap protein source that contains nutrients and plays an important role in the development of a
nation. Length and weight data of fish are very important parameters in the estimation of the length and age
structures, population dynamic (Krause et al. 1998), growth and mortality rates, and well-being of the fish
(Kohlers et al. 1995). They are also used to obtain information such as biomass from length frequency
distribution (Anderson & Gutreuter 1983, Gayanilo et al. 1997) and fish condition (Petrakis & Stergiou 1995,
Abowei et al. 2009) for stock assessment and management of the population of fish (Garcia et al. 1989,
Sparre & Venema 1998, Blackwell et al. 2000, Haimovici & Velasco 2000). The knowledge of the natural
history of fish species (Odedeyi et al. 2007) and in fish stock assessment, the length-weight relationship, is
very crucial in estimating the standing stock biomass and comparing the development history of fish
population from different regions (Patrakis & Stergiou 1995).
The condition factor or well-being of fish is crucial in fisheries biology (Weatherly & Gill 1987). This factor
is the quantitative parameter that represents the well-being of the fish (Le Cren 1951), which reflects the
condition of the fish in its habitat; the heavier the fish species of a given length, the better the physiological
condition, indicating the fish feeds more in that area (Bagenal & Tesch 1978). This condition factor is also an
index to understand the lifecycle of fish by referring to the coefficient values derived from the length-weight
relationship data (Schneider et al. 2000). In other words, the condition factor of fish is strongly affected by
both biotic and abiotic environmental factors (Saliu 2001). This parameter could be used to determine the
status of the aquatic ecosystem in which the fish live, whether the ecosystem is in good condition or polluted
(Luff & Bailey 2000, Anene 2005).
Unfortunately, no work on the LWR has been done on the fish species distributed in the Merbok estuary. The
exception is Mansor et al. (2001) who worked on 28 species of 10 families of fish collected from the coastal
and deep waters of the West Coast of Peninsular Malaysia, 36 species of 10 families collected from the East
Coast of Peninsular Malaysia, 16 species of 4 families from Sabah waters, and 27 species of 5 families in
Sarawak waters. This present study is focused on the length-weight relationship of some commonly found
fish species and classifies them based on the growth pattern, which could provide information about the
well-being of fish species inhabiting the Merbok estuary.

2. Materials and Methods
2.1 Study Area


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Journal of Natural Sciences Research                                                            www.iiste.org
ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online)
Vol.2, No.2, 2012
Merbok estuary is one of the representative mangrove reserves lying between 5°30′ N and 100°25′ E in the
northern part of Peninsular Malaysia. The length of the main river is about 35 km, connecting many
tributaries and most of the water body is high in salinity except for a few kilometers at the upper site
associated with freshwater (Ong et al. 1991, Mansor et al. 2012). The depth varies from 3 m to 15 m, with a
few deep holes about 20 m, where tributaries join the Sungai Merbok. The water of Sungai Merbok drains
into the Straits of Malacca with input of freshwater into the estuary through several small streams along the
river. This is a fishing area for artisanal fishery as well as mariculture activities on prawns/shrimps, finfish
cage culture, and mollusk collection (FAO/BOBP 1984).
2.2. Sampling Procedures
Fish samples were collected monthly in 2010 by using barrier nets, locally known as “pukat kering” in a 2 km
radius of the 6 physicochemical sampling stations. The nets were deployed by artisanal fishers with the
dimensions of the net at 100 – 120 m long, 3 – 5 m deep, and with 2.5 cm mesh size and without bunt. The
nets were normally set during the low tide by anchoring the bottom rope to the riverbed. Then the head rope
was raised and secured to poles during the high water. The fish was harvested during the low-water period for
about 12 h after the net was set (Mansor et al. 2012). The fish caught were kept in plastic bags, labeled
accordingly, and stored in ice for further work in the laboratory.
The fish samples were separated according to the species (Mansor et al. 1998, Ambak et al. 2010). The
length and weight measurement were conducted in the field (for commercial size fish), while the trash fishes
(small fish and commercial fish with smaller sizes) were taken back to the laboratory for identification,
measurement, and weighing. The total length (TL), body length (BL), standard length (SL), and whole body
weight (BW) for each individual fish were taken and recorded.
The relationship between the TL and BW of the fish was estimated by fitting the data to a potential
relationship in the form of W = aLb (Le Cren 1951, Benedict et al. 2009), where W is the BW of fish in
grams, L is the TL of fish in centimeters, a is a constant or intercept, and b is the length exponent or slope.
The parabolic equation (W = aLb) was then transformed into a linear equation using a logarithmic
method: Ln W = Ln a + b Ln L. Based on the equation, the estimated values of a and b were obtained using
least-squares regression (Zar 1984). The determination coefficient (r2) was used as an indicator of the quality
of the linear regression (Zar 1984). The t-test analysis was carried out for the length and weight data of each
species to confirm the significance of the relationship at P < 0.001 (Zar 1984).
The growth patterns of fish determined by the exponent b values were calculated from the linear equation of
the length-weight relationship. The fish were considered to have negative allometric growth when
the b values were lower than 3, positive allometric growth if the b values were greater than 3, and isometric
form of growth when b = 3. These growth patterns indicate the group of the fish either they are heavy, light,
or isometric. Light fish can be categorized when the value of b is <3, as heavy when the value of b is >3,
whereas the value of b = 3 indicates isometric growth (Smith 1996, Salam et al. 2005, Froese 2006, King
1995, Mansor et al. 2010). The mean condition factor (K) for each fish species were calculated using the
formula of K = (W/L3*100)/n (Le Cren 1951, Froese 2006); where W is BW, L is TL and n is the number of
individual of the fish species.

3. Results and Discussion
The Merbok estuary could be occupied by 69 species, representatives of 45 genera and from 36 families of
fish and 2 families, 3 genera, and 8 species of shrimps. The average CPUE of fishes and shrimps captured by
barrier net amounted to 1,248.6 g per boat per trip (g/b/t), of which 72.06% (897.9 g/b/t) were contributed by
fish species, and 27.94% (350.7 g/b/t) were marine and giant freshwater prawns. The percentage rankings of
important fish species are as shown in Fig. 2. Arius argyropleuron was the most common in terms of
abundance due to the fact that these catfish are schooling in nature (Fischer & Bianchi 1984; Kailola 1999)
and easily entangled in the net in a group. Mansor et al. (2012) reported that this fish matured throughout the
year with major spawning peak for females occurred in April and minor peak in July, whereas males recorded a
higher peak in November. Absolute fecundity of mature ovary was ranged from 19 to 87 eggs.
Overall, more than 61 fish species were measured and weighed, but only 23 species, belonging to 18 families
were chosen in this study which had the regression (r2) values greater than 0.85. The number of individuals
varied from 9 in the case of Grammatobothus polyophthalmus to 539 for A. argyropleuron. The total length


                                                       9
Journal of Natural Sciences Research                                                           www.iiste.org
ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online)
Vol.2, No.2, 2012
of the fish species ranged from 2.2 cm to 82.0 cm, and the body weights were between 0.5 g and 6,600 g with
the smallest fish represented by Scatophagus argus and the biggest fish, by Lates calcarifer.
Estimates of a and b for the length-weight relationship, the coefficient of the regression (r2), and 95%
confidence limits for b are tabulated in Table 1. The exponent b values varied between 2.793 for Butis
gymnopomus and 3.600 for Sillago sihama. Nine fish species showed positive allometric growth, which were
considered as heavy groups with the b values ranged from 3.144 to 3.600, including B. butis, G.
polyophthalmus, Gerres filamentosus, Gerres oyena, Acentrogobius audax, Pomadasys kaakan,
Platycephalus indicus, S. sihama, Terapon jarbua, and Tetraodon nigroviridis. Ten species showed negative
allometric species and were categorized as light fish at b ranged between 2.793 and 2.942,
including O. mossambicus, B. gymnopomus, L. calcarifer, Leiognathus nuchalis, Leiognathus smithursti,
Lutjanus johnii, Lutjanus russelli, Liza subviridis, S. argus, and Terapon jarbua. Three species had isometric
growth (b = 3.045–3.089): A. argyropleuron, Johnius belangerii, and Siganus javus. There was 1 species,
i.e., Oxyeleotris marmorata (Fig. 3), in the Gompertz growth equation (Jørgensen 1994, Gamito 1998). The
expected range of 2.79 < b < 3.60 was within the values confirmed by Froese (2006) and Froese & Pauly
(2007). This variability might have been caused by seasonal fluctuations that reflected in the change of
weight over the course of a year or by variability in sampling sites (Safran 1992) and might be also affected
by habitat differences as shown by O. marmorata, which is a freshwater fish species, being plump
approaching larger size.
The mean condition factors ranged from 0.5769 (SD, 0.1143) for P. indicus to 3.4994 (SD, 0.5619) for S.
argus. Higher values of K were shown by S. argus most probably due to the truncation of body forms. The
values obtained from this study showed that most of the species were in good condition. The factors affecting
the variation values of K may include sex, stages of maturity, and state of stomach contents (Gayanilo &
Pauly 1997, Abowei et al. 2009).
Length-weight relationships for 23 species from the study area are hereby published for the first time. Most of
the fish specimens were juveniles. Nine species exhibited positive allometric growth, 10 species were
negative allometric growth, 3 species had isometric growth and 1 species was Gompertz form of growth. Our
study shows that the length weight of juvenile fishes are useful indicators for determining the importance of
Merbok estuary as nursery areas. However further study on the fish condition in relation to the
physicochemical parameters in the area would provide better understanding on the healthiness of the
ecosystem for the betterment of conservation and management of the fishery resources.

Acknowledgments
We would like to thank the University of Science Malaysia for providing the physical facilities to carry out
this research. This study would not have been possible without the support, cooperation and active
involvement of the staff of the School of Biological Sciences and Centre of Marine Coastal
Studies, and Mohd-Shafiq, Z. for helped with statistical analyses. This project was funded
by University of Science Research University Grant, 1001/Pbiologi/851048.

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Journal of Natural Sciences Research                                                                    www.iiste.org
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First Author:

MANSOR MAT ISA, born in Tokai, Kedah, Malaysia on 4th Aug 1955.
Graduated from the National University of Malaysia in 1981.
Obtained Ph.D. on Fish Population Dynamics and Management from
the University College of Swansea, Swansea, Wales, United Kingdom in September 1993.
Became a Fisheries Officer at the Fisheries Research Institute, Penang Malaysia from 1981 to 1989.
Appointed as a Research Officer at the Fishery Resources Development and Management Department of the
Southeast Asian Fisheries Development Centre, Chendering, Kuala Terengganu, Malaysia from 1993 to
2005.
Took part as a part time tutor at the Open University of Malaysia, Sungai Petani Branch in 2006-2007.
Joining as a University Lecturer at the School of Biological Sciences, University of Science Malaysia from
2007 till present.




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Journal of Natural Sciences Research                                                                      www.iiste.org
ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online)
Vol.2, No.2, 2012
  Table 1: The length-weight relationships of 21 fish species collected from Merbok estuary. n, number of
      individuals; TL, Total length; BW, Body weight; a, intercept; b, slope; fitted parameters with 95%
  confidence interval (CI); r2, regression coefficient; K, mean condition factor and SD, standard deviation.


Family: species                  n     TL (cm)         BW (g)        95% CI of b     r2         BW          K      SD
                                                                                            = a TL b               of K

                                      Min    Max    Min      Max

Ariidae; Arius                  539    7.7   32.0    4.8     334.8   3.049–3.129   0.9760   W         =   1.0196   0.1396
     argyropleuron (Valeciann                                                               0.0070
     es, 1840)                                                                              L3.0890
Bothidae; Grammatobothus         9     5.9   15.3    1.2      34.5   2.734–3.934   0.9610   W         =   0.8931   0.1611
     polyophthalmus (Bleeker,                                                               0.0043
     1865)                                                                                  L3.3339
Cichlidae; Oreochromis          14     6.2   24.5    4.8     308.7   2.796–3.060   0.9949   W         =   1.8925   0.1751
     mossambicus (Peters,                                                                   0.0227
     1852)                                                                                  L2.9280
Eleotridae; Butis               102    7.9   14.0    4.1      33.7   3.275–3.806   0.8747   W         =   1.0308   0.1688
     butis (Hamilton, 1822)                                                                 0.0028
                                                                                            L3.5402
     “       Butis              440    8.2   29.9    6.0     224.9   2.753–2.830   0.9777   W         =   0.8403   0.0856
     gymnopomus (Bleeker,                                                                   0.0155
     1853)                                                                                  L2.7928
     “       Oxyeleotris        15     3.0   15.0    1.4      74.6   1.863–3.236   0.9226   W         =   1.8469   0.1835
     marmorata (Bleeker,                                                                    0.393
     1852)                                                                                  exp 0.3444
                                                                                            L


Gerridae; Gerres                273    5.8   17.9    2.4      85.5   3.164–3.305   0.9695   W         =   1.5889   1.3159
     filamentosus (Cuvier,                                                                  0.0086
     1829)                                                                                  L3.2441
          Gerres                28     5.5    9.6    2.1      14.8   2.859–3.723   0.9040   W         =   1.5821   0.2774
     oyena (Forsskal, 1775)                                                                 0.0086
                                                                                            L3.2907
Gobiidae; Acentrogobius         72     5.5   18.2    2.7      58.9   3.068–3.523   0.9226   W         =   1.0407   0.2373
     audax (Smith, 1959)                                                                    0.0049
                                                                                            L3.2952
Haemulidae; Pomadasys           259    5.6   15.6    1.7      67.6   3.151–3.238   0.9787   W         =   1.6597   0.1403
     kaakan (Cuvier, 1830)                                                                  0.0104
                                                                                            L3.1949
Latidae; Lates                  47    15.5   82.0   50.0    6600.0   2.886–3.092   0.9869   W         =   1.1909   0.1359
     calcarifer (Bloch, 1790)                                                               0.0123



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Journal of Natural Sciences Research                                                                      www.iiste.org
ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online)
Vol.2, No.2, 2012
                                                                                            L2.9893
Leiognathidae; Leiognathus       61     3.7    7.5    0.7      5.7   2.692–3.278   0.8757   W         =   1.2385   0.1483
     nuchalis (Temminck &                                                                   0.0125
     Schlegel, 1845)                                                                        L2.9852
     “          Leiognathus      31     6.0   17.1    3.0     53.0   2.733–3.148   0.9867   W         =   1.5372   0.2164
     smithursti (Ramsay and                                                                 0.0173
     Ogilby, 1886)                                                                          L2.9405
Lutjanidae; Lutjanus             111    6.4   17.3    4.6     97.6   2.823–3.016   0.9706   W         =   1.8139   0.2554
     johnii (Bloch, 1792)                                                                   0.0218
                                                                                            L2.9195
    “        Lutjanus            130    4.4   18.6    0.7     97.6   2.806–2.972   0.9739   W         =   1.6116   0.2405
     russelli (Bleeker, 1849)                                                               0.0206
                                                                                            L2.8890
Mugilidae; Liza                  193   10.4   21.6   11.8    113.3   2.801–2.971   0.9590   W         =   1.1038   0.0959
     subviridis (Valenciennes,                                                              0.0150
     1836)                                                                                  L2.8863
Platycephalidae; Platycephalus   33    11.1   27.6    5.9    156.2   3.341–3.661   0.9847   W         =   0.5769   0.1143
     indicus (Linnaeus, 1758)                                                               0.0013
                                                                                            L3.5011
Scatophagidae; Scatophagus       314    2.2   14.0    0.5     85.5   2.896–2.989   0.9808   W         =   3.4994   0.5618
     argus (Linnaeus, 1766)                                                                 0.0388
                                                                                            L2.9423
Sciaenidae; Johnius              52     4.9   14.3    0.8     28.3   2.748–3.343   0.8938   W         =   1.1660   0.3304
     belangerii (Cuvier, 1830)                                                              0.0102
                                                                                            L3.0447
Siganidae; Siganus               92     3.0   15.0    0.8     56.7   2.918–3.182   0.9591   W         =   1.5935   0.3256
     javus (Linnaeus,1766)                                                                  0.0140
                                                                                            L3.0503
Sillaginidae; Sillago            31     7.8   15.0    2.8     30.7   3.411–3.789   0.9813   W         =   0.7157   0.0848
     sihama (Forsskal, 1755)                                                                0.0018
                                                                                            L3.6001
Terapontidae; Terapon            37     5.7   11.4    3.3     30.8   2.723–3.153   0.9565   W         =   1.7238   0.1503
     jarbua (Forsskal, 1775)                                                                0.0197
                                                                                            L2.9379
Tetraodontidae; Tetraodon        25     3.0   17.5    0.4    169.6   2.790–3.498   0.9334   W         =   3.2201   1.0443
     nigroviridis (Marion de                                                                0.0228
     Proce, 1822)                                                                           L3.1441




                                                        14
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Fig. 1. Merbok estuary located in Kedah State showing the physicochemical sampling stations. St1, Lalang
 River; St2, Semeling River; St3, Jerang Belanga; St4, Teluk Wang; St5, Gelam River, and St6, Lubuk
                                                Pusing.




                                                  15
Journal of Natural Sciences Research                                                       www.iiste.org
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Fig. 2. Important value index of dominant fish species collected from the Merbok estuary, ranked by
                                  percentage CPUE (g/boat/trip).




                                                   16
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ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online)
Vol.2, No.2, 2012


(a)                                                     (b)




(c)                                                     (d)




Fig. 3. Length-weight relationship of the negative allometric (a); ligther), positive allometric (b); heavier),
       isometric (c) and Gompertz growth equation (d) in fish from the Merbok estuary of Kedah.




                                                      17
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11.[8 17]length-weight relationships of some important estuarine fish species from merbok estuary, kedah

  • 1. Journal of Natural Sciences Research www.iiste.org ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online) Vol.2, No.2, 2012 Length-weight Relationships of Some Important Estuarine Fish Species from Merbok Estuary, Kedah Mansor Mat Isa1,2* Mohamad Najamuddin Abdul Basri1 Mohamad-Zafrizal Mohd Zawawi2 Khairun Yahya1,2 Siti-Azizah Md Nor1,2 1. School of Biological Sciences, University of Science Malaysia, 11800 Minden, Penang, MALAYSIA 2. Centre for Marine and Coastal Studies, University of Science Malaysia, Muka Head, 11060, Teluk Bahang, Penang, MALAYSIA *E-mail of the corresponding author: drmansor@usm.my Abstract Merbok estuary, located in the northern part of Peninsular Malaysia, was inhibited by 81 species that are representatives of 45 genera and 36 families of fish. The length-weight relationship of 23 fish species belonging to 18 families was presented. The b values varied between 2.7928 for Butis gymnopomus and 3.6001 for Sillago sihama. Nine species exhibited positive allometric growth, 10 species were negative allometric growth, 3 species had isometric growth and 1 species was Gompertz form of growth. The length-weight relationships for some species from the Merbok estuary are hereby publish for the first time, and most of the fish specimens were juveniles. Keywords: Estuarine fishes, length, weight, fisheries management, Merbok estuary 1. Introduction Fish is a cheap protein source that contains nutrients and plays an important role in the development of a nation. Length and weight data of fish are very important parameters in the estimation of the length and age structures, population dynamic (Krause et al. 1998), growth and mortality rates, and well-being of the fish (Kohlers et al. 1995). They are also used to obtain information such as biomass from length frequency distribution (Anderson & Gutreuter 1983, Gayanilo et al. 1997) and fish condition (Petrakis & Stergiou 1995, Abowei et al. 2009) for stock assessment and management of the population of fish (Garcia et al. 1989, Sparre & Venema 1998, Blackwell et al. 2000, Haimovici & Velasco 2000). The knowledge of the natural history of fish species (Odedeyi et al. 2007) and in fish stock assessment, the length-weight relationship, is very crucial in estimating the standing stock biomass and comparing the development history of fish population from different regions (Patrakis & Stergiou 1995). The condition factor or well-being of fish is crucial in fisheries biology (Weatherly & Gill 1987). This factor is the quantitative parameter that represents the well-being of the fish (Le Cren 1951), which reflects the condition of the fish in its habitat; the heavier the fish species of a given length, the better the physiological condition, indicating the fish feeds more in that area (Bagenal & Tesch 1978). This condition factor is also an index to understand the lifecycle of fish by referring to the coefficient values derived from the length-weight relationship data (Schneider et al. 2000). In other words, the condition factor of fish is strongly affected by both biotic and abiotic environmental factors (Saliu 2001). This parameter could be used to determine the status of the aquatic ecosystem in which the fish live, whether the ecosystem is in good condition or polluted (Luff & Bailey 2000, Anene 2005). Unfortunately, no work on the LWR has been done on the fish species distributed in the Merbok estuary. The exception is Mansor et al. (2001) who worked on 28 species of 10 families of fish collected from the coastal and deep waters of the West Coast of Peninsular Malaysia, 36 species of 10 families collected from the East Coast of Peninsular Malaysia, 16 species of 4 families from Sabah waters, and 27 species of 5 families in Sarawak waters. This present study is focused on the length-weight relationship of some commonly found fish species and classifies them based on the growth pattern, which could provide information about the well-being of fish species inhabiting the Merbok estuary. 2. Materials and Methods 2.1 Study Area 8
  • 2. Journal of Natural Sciences Research www.iiste.org ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online) Vol.2, No.2, 2012 Merbok estuary is one of the representative mangrove reserves lying between 5°30′ N and 100°25′ E in the northern part of Peninsular Malaysia. The length of the main river is about 35 km, connecting many tributaries and most of the water body is high in salinity except for a few kilometers at the upper site associated with freshwater (Ong et al. 1991, Mansor et al. 2012). The depth varies from 3 m to 15 m, with a few deep holes about 20 m, where tributaries join the Sungai Merbok. The water of Sungai Merbok drains into the Straits of Malacca with input of freshwater into the estuary through several small streams along the river. This is a fishing area for artisanal fishery as well as mariculture activities on prawns/shrimps, finfish cage culture, and mollusk collection (FAO/BOBP 1984). 2.2. Sampling Procedures Fish samples were collected monthly in 2010 by using barrier nets, locally known as “pukat kering” in a 2 km radius of the 6 physicochemical sampling stations. The nets were deployed by artisanal fishers with the dimensions of the net at 100 – 120 m long, 3 – 5 m deep, and with 2.5 cm mesh size and without bunt. The nets were normally set during the low tide by anchoring the bottom rope to the riverbed. Then the head rope was raised and secured to poles during the high water. The fish was harvested during the low-water period for about 12 h after the net was set (Mansor et al. 2012). The fish caught were kept in plastic bags, labeled accordingly, and stored in ice for further work in the laboratory. The fish samples were separated according to the species (Mansor et al. 1998, Ambak et al. 2010). The length and weight measurement were conducted in the field (for commercial size fish), while the trash fishes (small fish and commercial fish with smaller sizes) were taken back to the laboratory for identification, measurement, and weighing. The total length (TL), body length (BL), standard length (SL), and whole body weight (BW) for each individual fish were taken and recorded. The relationship between the TL and BW of the fish was estimated by fitting the data to a potential relationship in the form of W = aLb (Le Cren 1951, Benedict et al. 2009), where W is the BW of fish in grams, L is the TL of fish in centimeters, a is a constant or intercept, and b is the length exponent or slope. The parabolic equation (W = aLb) was then transformed into a linear equation using a logarithmic method: Ln W = Ln a + b Ln L. Based on the equation, the estimated values of a and b were obtained using least-squares regression (Zar 1984). The determination coefficient (r2) was used as an indicator of the quality of the linear regression (Zar 1984). The t-test analysis was carried out for the length and weight data of each species to confirm the significance of the relationship at P < 0.001 (Zar 1984). The growth patterns of fish determined by the exponent b values were calculated from the linear equation of the length-weight relationship. The fish were considered to have negative allometric growth when the b values were lower than 3, positive allometric growth if the b values were greater than 3, and isometric form of growth when b = 3. These growth patterns indicate the group of the fish either they are heavy, light, or isometric. Light fish can be categorized when the value of b is <3, as heavy when the value of b is >3, whereas the value of b = 3 indicates isometric growth (Smith 1996, Salam et al. 2005, Froese 2006, King 1995, Mansor et al. 2010). The mean condition factor (K) for each fish species were calculated using the formula of K = (W/L3*100)/n (Le Cren 1951, Froese 2006); where W is BW, L is TL and n is the number of individual of the fish species. 3. Results and Discussion The Merbok estuary could be occupied by 69 species, representatives of 45 genera and from 36 families of fish and 2 families, 3 genera, and 8 species of shrimps. The average CPUE of fishes and shrimps captured by barrier net amounted to 1,248.6 g per boat per trip (g/b/t), of which 72.06% (897.9 g/b/t) were contributed by fish species, and 27.94% (350.7 g/b/t) were marine and giant freshwater prawns. The percentage rankings of important fish species are as shown in Fig. 2. Arius argyropleuron was the most common in terms of abundance due to the fact that these catfish are schooling in nature (Fischer & Bianchi 1984; Kailola 1999) and easily entangled in the net in a group. Mansor et al. (2012) reported that this fish matured throughout the year with major spawning peak for females occurred in April and minor peak in July, whereas males recorded a higher peak in November. Absolute fecundity of mature ovary was ranged from 19 to 87 eggs. Overall, more than 61 fish species were measured and weighed, but only 23 species, belonging to 18 families were chosen in this study which had the regression (r2) values greater than 0.85. The number of individuals varied from 9 in the case of Grammatobothus polyophthalmus to 539 for A. argyropleuron. The total length 9
  • 3. Journal of Natural Sciences Research www.iiste.org ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online) Vol.2, No.2, 2012 of the fish species ranged from 2.2 cm to 82.0 cm, and the body weights were between 0.5 g and 6,600 g with the smallest fish represented by Scatophagus argus and the biggest fish, by Lates calcarifer. Estimates of a and b for the length-weight relationship, the coefficient of the regression (r2), and 95% confidence limits for b are tabulated in Table 1. The exponent b values varied between 2.793 for Butis gymnopomus and 3.600 for Sillago sihama. Nine fish species showed positive allometric growth, which were considered as heavy groups with the b values ranged from 3.144 to 3.600, including B. butis, G. polyophthalmus, Gerres filamentosus, Gerres oyena, Acentrogobius audax, Pomadasys kaakan, Platycephalus indicus, S. sihama, Terapon jarbua, and Tetraodon nigroviridis. Ten species showed negative allometric species and were categorized as light fish at b ranged between 2.793 and 2.942, including O. mossambicus, B. gymnopomus, L. calcarifer, Leiognathus nuchalis, Leiognathus smithursti, Lutjanus johnii, Lutjanus russelli, Liza subviridis, S. argus, and Terapon jarbua. Three species had isometric growth (b = 3.045–3.089): A. argyropleuron, Johnius belangerii, and Siganus javus. There was 1 species, i.e., Oxyeleotris marmorata (Fig. 3), in the Gompertz growth equation (Jørgensen 1994, Gamito 1998). The expected range of 2.79 < b < 3.60 was within the values confirmed by Froese (2006) and Froese & Pauly (2007). This variability might have been caused by seasonal fluctuations that reflected in the change of weight over the course of a year or by variability in sampling sites (Safran 1992) and might be also affected by habitat differences as shown by O. marmorata, which is a freshwater fish species, being plump approaching larger size. The mean condition factors ranged from 0.5769 (SD, 0.1143) for P. indicus to 3.4994 (SD, 0.5619) for S. argus. Higher values of K were shown by S. argus most probably due to the truncation of body forms. The values obtained from this study showed that most of the species were in good condition. The factors affecting the variation values of K may include sex, stages of maturity, and state of stomach contents (Gayanilo & Pauly 1997, Abowei et al. 2009). Length-weight relationships for 23 species from the study area are hereby published for the first time. Most of the fish specimens were juveniles. Nine species exhibited positive allometric growth, 10 species were negative allometric growth, 3 species had isometric growth and 1 species was Gompertz form of growth. Our study shows that the length weight of juvenile fishes are useful indicators for determining the importance of Merbok estuary as nursery areas. However further study on the fish condition in relation to the physicochemical parameters in the area would provide better understanding on the healthiness of the ecosystem for the betterment of conservation and management of the fishery resources. Acknowledgments We would like to thank the University of Science Malaysia for providing the physical facilities to carry out this research. This study would not have been possible without the support, cooperation and active involvement of the staff of the School of Biological Sciences and Centre of Marine Coastal Studies, and Mohd-Shafiq, Z. for helped with statistical analyses. This project was funded by University of Science Research University Grant, 1001/Pbiologi/851048. References Abowei, A.F.N., Davies, O.A. & Eli, A.A. (2009), “Study of the length-weight relationship and condition factor of five fish species from Nkoro River, Niger Delta, Nigeria”, Current Research Journal of Biological Sciences 1(3), 94-95. Ambak, M.A., Mansor, M.I., Mond-Zaidi, Z. & Mazlan, A.-G. (2010), “Fishes of Malaysia”, Publisher Universiti Malaysia Terengganu. pp. 344. Anderson, R.O. & Gutreuter, S.J. (1983), “Length, weight, and associated structural indices”, In Nielsen, L., Johnson, D. (Eds.) Fisheries Techniques (pp. 284-300. American Fisheries Society, Bethesda, Maryland. Anene, A. (2005), “Condition factor of four cichlid species of a man-made lake in Imo State, Southeastern Nigeria”, Turkish Journal of Fisheries and Aquatic Sciences 5, 43-47. Bagenal, T.B. & Tesch, F.W. (1978), “Age and growth”, In Bagenal, T.B. (Ed) Methods for the assessment of fish production in fresh waters (pp. 101–136). Blackwell Scientific Publication, Oxford, Blackwell, B.G., Brown, M.L. & Wilis, D.W. (2000), “Relative weight (Wr) status and current use in fisheries assessment and management”, Reviews in Fisheries Science 8(1), 1-44. 10
  • 4. Journal of Natural Sciences Research www.iiste.org ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online) Vol.2, No.2, 2012 Benedict, O.O., Yemi, A.S. & Isaac, T.O. (2009), “Length-weight relationship, condition factor and sex ratio of forty-six important fishes in a tropical flood river”, Journal of Fisheries and Hydrobiology 4, 65-72. FAO/Bay of Bengal Programme (1984), “Development of small scale fisheries: coastal agriculture demonstration project for shrimp and finfish at Ban Merbok”, BOBP/REP/20. Fischer, W. & Bianchi, G. (1984), “FAO species identification sheets for fishery purposes, Western Indian Ocean (Fishing Area 51)”, Vol. 1, FAO, Rome. Froese, R. (2006), “Cube law, condition factor and weight–length relationships: history, meta-analysis and recommendations”, Journal of Applied Ichthyology 22, 241-253. Froese, R. & Pauly, D. (2007), “FishBase”, Available at: http://www.fishbase.org (accessed on November 2010). Gamito, S. (1998), “Growth models and their use in ecological modelling: An application to a fish population”, Ecological Modelling 113, 83–94 Garcia, C.B., Buarte, J.O., Sandoval, N., Von-Schiller, D. & Najavas, P. (1989), “Length-weight relationships of demersal fishes from the Gulf of Salamanca, Colombia”, Fishbyte 21, 30-32. Gayanilo, F.C. & Pauly, D. (1997), “FAO ICLARM stock assessment tools (FISAT)”, References Manual, FAO Computerized Information Series (Fisheries) 8, 262. Haimovici, M. & Velasco, G. (2000), “Length-weight relationships of marine fishes from southern Brazil”, NAGA, ICLARM 23, 19-23. Jørgensen, S.E. (1994), “Fundamentals of ecological modelling”, Developments in environmental modelling, (2nd Ed.), vol. 19. Elsevier, Amsterdam. Kailola, P.J. (1999), “Ariidae (=Tachysuridae): sea catfishes (fork-tailed catfishes)”, In Carpenter, K.E., Niem, V.H. (Eds.). FAO species identification guide for fishery purposes (pp. 1827-1879). Rome. King, M. (1995), “Fisheries biology, assessment and management”, Oxford, Fishing News Books, 341p. Kohler, N., Casey, J. & Turner, P. (1995), “Length-weight relationships for 13 species of sharks from the western North Atlantic”, Fisheries Bulletin 93, 412-418. Krause, J., Jean-Guy J. & Brown, D. (1998), “Body length variation within multi-species fish shoals: the effects of shoal size and number of species”, Oceologia 114, 67-72. Le Cren, E.D. (1951), “The length-weight relationship and seasonal cycle in gonadal weight and condition in the perch, Perca fluviatilus”, Journal of Animal Ecology 20, 201-219. Luff, R.M. & Bailey, G.N. (2000), “Analysis of size changes and incremental growth structures in African catfish Synodontis schall (schall) from Tell el-Amarna, Middle Eygpt”, Journal of Archaeological Science, 27, 821-835. Mansor, M.I., Mohd-Taupek, M.N. & Kamariah, I. (2001), “Population structure of some commercial important fishes in the Malaysian waters”, In Mohd-Taupek, M.N., Mansor, M.I., Ahmad-Adnan, N. (Eds.). Fisheries resources survey in the Exclusive Economic Zone of Malaysia, 1997–1999: biology and environmental conditions (supplimentary volume) (pp. 53-100). Department of Fisheries, Ministry of Agriculture Malaysia. Mansor, M.I., Kohno, H., Ida, H., Nakamura, H.T., Aznan, Z. & Syed-Abdullah, S.A.K. (1998), “Field guide to important commercial marine fishes of the South China Sea”, Marine Fishery Resources Development and Management Department, Southeast Asian Fisheries Development Center (MFRDMD/SEAFDEC). 287 pp. Mansor, M.I., Che-Salmah, M-R., Rosalina, R., Shahrul-Anuar, M.S. & Amir-Shah-Ruddin, M.S. (2010), “Length-weight relationships of freshwater fish species in Kerian River Basin and Pedu Lake”, Research Journal of Fisheries and Hydrobiology 5, 1-8. Mansor, M.I., Nurul-Shafikah, M.N., Khairun, Y. & Siti-Azizah, M.N. (2012), “Reproductive biology of estuarine catfish, Arius argyropleuron (Siluriformes: Ariidae) in the northern part of Peninsular Malaysia”, Journal of Biology, Agriculture and Healthcare 2(3), 14-27. Odedeyi, D.O., Fagbenro, O., Bello, O. & Adebayo, O. (2007), “Length-weight and condition factor of the elephant fish, Mormyrus rume in River Ose, Southwestern Nigeria”, Animal Research International 4, 617-620. Ong, J.E., Gong, W.K., Wong, C.H. & Zubir, H.J.D. (1991), “Characterization of a Malaysian mangrove estuary”, Estuaries 14, 38-48. Petrakis, O. & Stergiou, K.I. (1995), “Weight-length relationships for 33 fish species in Greek waters”, Fisheries Research 21, 465-469. 11
  • 5. Journal of Natural Sciences Research www.iiste.org ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online) Vol.2, No.2, 2012 Safran, P. (1992), “Theoretical analysis of the weight-length relationship in fish juveniles”, Marine Biology 112, 545-551. Saliu, J.K. (2001), “Observation on the condition factor of Brycinus nurse (Pisces: Cypriniformes, Characidae) from Asa Reservoir, Ilorin, Nigeria”, Tropical Freshwater Biology 10, 9-17. Salam, A., Naeem, M. & Kauser, S. (2005), “Weight length and condition factor relationship of a freshwater wild Puntius chola from Islamabad”, Pakistan Journal of Biological Sciences 8, 1112-1114. Schneider, J.C., Laarman, P. W. & Gowing, H. (2000), “Length-weight relationships”, In Schneider, James C. (Ed.). Manual of fisheries survey methods II: with periodic updates. Michigan Department of Natural Resources, Fisheries Special Report 25, Ann Arbor. Smith, K.M.M. (1996), “Length/weight relationships of fishes in a diverse tropical freshwater community, Sabah, Malaysia”, Journal of Fish Biology 49, 731-734. Sparre, P. & Venema, S.C. (1998), “Introduction to Tropical Fish Stock Assessment”, Part 1: Manual. FAO Fisheries Technical Paper 306/1, pp. 433. Weatherley, A.H. & Gill, H.S. (1987), “The biology of fish growth”, London. pp. 443. Zar, J. H. (1984), “Biostatistical Analysis”, (2nd ed.). Englewood Cliffs, New Jersey: Prentice Hall. First Author: MANSOR MAT ISA, born in Tokai, Kedah, Malaysia on 4th Aug 1955. Graduated from the National University of Malaysia in 1981. Obtained Ph.D. on Fish Population Dynamics and Management from the University College of Swansea, Swansea, Wales, United Kingdom in September 1993. Became a Fisheries Officer at the Fisheries Research Institute, Penang Malaysia from 1981 to 1989. Appointed as a Research Officer at the Fishery Resources Development and Management Department of the Southeast Asian Fisheries Development Centre, Chendering, Kuala Terengganu, Malaysia from 1993 to 2005. Took part as a part time tutor at the Open University of Malaysia, Sungai Petani Branch in 2006-2007. Joining as a University Lecturer at the School of Biological Sciences, University of Science Malaysia from 2007 till present. 12
  • 6. Journal of Natural Sciences Research www.iiste.org ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online) Vol.2, No.2, 2012 Table 1: The length-weight relationships of 21 fish species collected from Merbok estuary. n, number of individuals; TL, Total length; BW, Body weight; a, intercept; b, slope; fitted parameters with 95% confidence interval (CI); r2, regression coefficient; K, mean condition factor and SD, standard deviation. Family: species n TL (cm) BW (g) 95% CI of b r2 BW K SD = a TL b of K Min Max Min Max Ariidae; Arius 539 7.7 32.0 4.8 334.8 3.049–3.129 0.9760 W = 1.0196 0.1396 argyropleuron (Valeciann 0.0070 es, 1840) L3.0890 Bothidae; Grammatobothus 9 5.9 15.3 1.2 34.5 2.734–3.934 0.9610 W = 0.8931 0.1611 polyophthalmus (Bleeker, 0.0043 1865) L3.3339 Cichlidae; Oreochromis 14 6.2 24.5 4.8 308.7 2.796–3.060 0.9949 W = 1.8925 0.1751 mossambicus (Peters, 0.0227 1852) L2.9280 Eleotridae; Butis 102 7.9 14.0 4.1 33.7 3.275–3.806 0.8747 W = 1.0308 0.1688 butis (Hamilton, 1822) 0.0028 L3.5402 “ Butis 440 8.2 29.9 6.0 224.9 2.753–2.830 0.9777 W = 0.8403 0.0856 gymnopomus (Bleeker, 0.0155 1853) L2.7928 “ Oxyeleotris 15 3.0 15.0 1.4 74.6 1.863–3.236 0.9226 W = 1.8469 0.1835 marmorata (Bleeker, 0.393 1852) exp 0.3444 L Gerridae; Gerres 273 5.8 17.9 2.4 85.5 3.164–3.305 0.9695 W = 1.5889 1.3159 filamentosus (Cuvier, 0.0086 1829) L3.2441 Gerres 28 5.5 9.6 2.1 14.8 2.859–3.723 0.9040 W = 1.5821 0.2774 oyena (Forsskal, 1775) 0.0086 L3.2907 Gobiidae; Acentrogobius 72 5.5 18.2 2.7 58.9 3.068–3.523 0.9226 W = 1.0407 0.2373 audax (Smith, 1959) 0.0049 L3.2952 Haemulidae; Pomadasys 259 5.6 15.6 1.7 67.6 3.151–3.238 0.9787 W = 1.6597 0.1403 kaakan (Cuvier, 1830) 0.0104 L3.1949 Latidae; Lates 47 15.5 82.0 50.0 6600.0 2.886–3.092 0.9869 W = 1.1909 0.1359 calcarifer (Bloch, 1790) 0.0123 13
  • 7. Journal of Natural Sciences Research www.iiste.org ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online) Vol.2, No.2, 2012 L2.9893 Leiognathidae; Leiognathus 61 3.7 7.5 0.7 5.7 2.692–3.278 0.8757 W = 1.2385 0.1483 nuchalis (Temminck & 0.0125 Schlegel, 1845) L2.9852 “ Leiognathus 31 6.0 17.1 3.0 53.0 2.733–3.148 0.9867 W = 1.5372 0.2164 smithursti (Ramsay and 0.0173 Ogilby, 1886) L2.9405 Lutjanidae; Lutjanus 111 6.4 17.3 4.6 97.6 2.823–3.016 0.9706 W = 1.8139 0.2554 johnii (Bloch, 1792) 0.0218 L2.9195 “ Lutjanus 130 4.4 18.6 0.7 97.6 2.806–2.972 0.9739 W = 1.6116 0.2405 russelli (Bleeker, 1849) 0.0206 L2.8890 Mugilidae; Liza 193 10.4 21.6 11.8 113.3 2.801–2.971 0.9590 W = 1.1038 0.0959 subviridis (Valenciennes, 0.0150 1836) L2.8863 Platycephalidae; Platycephalus 33 11.1 27.6 5.9 156.2 3.341–3.661 0.9847 W = 0.5769 0.1143 indicus (Linnaeus, 1758) 0.0013 L3.5011 Scatophagidae; Scatophagus 314 2.2 14.0 0.5 85.5 2.896–2.989 0.9808 W = 3.4994 0.5618 argus (Linnaeus, 1766) 0.0388 L2.9423 Sciaenidae; Johnius 52 4.9 14.3 0.8 28.3 2.748–3.343 0.8938 W = 1.1660 0.3304 belangerii (Cuvier, 1830) 0.0102 L3.0447 Siganidae; Siganus 92 3.0 15.0 0.8 56.7 2.918–3.182 0.9591 W = 1.5935 0.3256 javus (Linnaeus,1766) 0.0140 L3.0503 Sillaginidae; Sillago 31 7.8 15.0 2.8 30.7 3.411–3.789 0.9813 W = 0.7157 0.0848 sihama (Forsskal, 1755) 0.0018 L3.6001 Terapontidae; Terapon 37 5.7 11.4 3.3 30.8 2.723–3.153 0.9565 W = 1.7238 0.1503 jarbua (Forsskal, 1775) 0.0197 L2.9379 Tetraodontidae; Tetraodon 25 3.0 17.5 0.4 169.6 2.790–3.498 0.9334 W = 3.2201 1.0443 nigroviridis (Marion de 0.0228 Proce, 1822) L3.1441 14
  • 8. Journal of Natural Sciences Research www.iiste.org ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online) Vol.2, No.2, 2012 Fig. 1. Merbok estuary located in Kedah State showing the physicochemical sampling stations. St1, Lalang River; St2, Semeling River; St3, Jerang Belanga; St4, Teluk Wang; St5, Gelam River, and St6, Lubuk Pusing. 15
  • 9. Journal of Natural Sciences Research www.iiste.org ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online) Vol.2, No.2, 2012 Fig. 2. Important value index of dominant fish species collected from the Merbok estuary, ranked by percentage CPUE (g/boat/trip). 16
  • 10. Journal of Natural Sciences Research www.iiste.org ISSN 2224-3186 (Paper) ISSN 2225-0921 (Online) Vol.2, No.2, 2012 (a) (b) (c) (d) Fig. 3. Length-weight relationship of the negative allometric (a); ligther), positive allometric (b); heavier), isometric (c) and Gompertz growth equation (d) in fish from the Merbok estuary of Kedah. 17
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