ISSN: 2150-3508
+44 1478 350008
Research Article - (2017) Volume 8, Issue 2
The stock assessment, of Indian scad Decapterus russelli (Ruppell, 1830) from the northern Arabian Sea in Pakistan was evaluated. The samples of Indian scad (13300 specimens), ranging from 1-31 cm (FL) and 1-400 g (TW) were collected from the commercial fish landing center located at Karachi harbor. The parameters of fish length-weight relationship were calculated from the aggregated data as a=0.0323, b=2.66 with R2=0.954, indicating slightly negative allometric growth between the relationship. The length frequency samples from September 2013 to November 2014 was analyzed using FISAT II software, including the ELEFAN-I method. The growth parameters obtained using ELEFAN I was: L∞=32.55 cm, K=0.750 per year, t0=-0.678 with an Rn value of 0.220. Natural, total and fishing mortality M=1.42 per year, Z=3.84 per year at CI of 95% (CI=3.11-4.58) where F=2.422 per year and exploitation relation E=0.630 were obtained. Growth performance indices for L∞ and W∞ were performed using FiSAT-II program in order to estimate the limit and target reference points of stock exploitation were, Φ'=2.900 per year and Φ=0.170 per year, respectively. The results revealed that the natural fishing level of D. russelli (1.42 per year) was higher than the biological reference points F0.1 (0.85) and Fmax (0.9). Moreover the proportion of current mortality Fcurrent obtained was 0.630, representing that stock of D. russelli as highly exploited.It can be concluded from this study that the population parameters and the stock of D. russelli showed overexploitation in the northern parts of the Arabian Sea coast of Pakistan.
Keywords: Indian scad; Economic management; Stock assessment; Exploitation status; Pakistan
Fish is one of the important sources of nutrition providing high quality proteins and a wide variety of essential micro nutrients, trace minerals, vitamins and fatty acids, even commonly utilized as healthy foodstuff around the globe [1]. There are more than 20,000 different fish species in the world and their utilization is more dependent on the availability in the local presence [2]. In addition, fish is also regarded as one of the widely consumed food in the coastal cities globally [3]. Seafood export play a vital role in in Pakistan’s national economy. The exports of fish and fish preparations have been decreased by 7.30 percent in quantity and in value have been decreased by 5.28 percent during 2015. Gross Domestic Product (GDP) growth through this sector recorded in Pakistan was 2.9 and 2.7 during 2014 and 2015, respectively. Although Fisheries share in GDP is very little but it adds substantially to the national income through export earnings, [4]. One way to increase the role of fisheries in national GDP is to put a stop to over-exploitation of fish stocks. Thus the country has the potential to become a major producer of seafood, not only for local consumption but for the global market as well. Currently, about 400,000 people are directly engaged in fishing in Pakistan and another 600,000 in the ancillary industries, Ebrahim, [5]. Pakistan fisheries sector has an important implication towards other sectors to reduce the ongoing pressure on demand of food [6]. In the coastal regions of Sindh and Baluchistan province, at least 90% of inhabitants are dependent on the activities related to fisheries and other fishing activities, Siddiqi [7].
Besides ocean, Pakistan is blessed with a large number of aquatic resources, including freshwater lakes, reservoirs, ponds, natural depressions, irrigation canals, waterlogged areas, rivers, and streams, contains a wide variety of commercial fish and shell-fish species [8]. The Indian scad, Decapterus russelli belonging to Carangidae family is a benthopelagic marine species [9]. Decapterus is considered as a majorly important fishery resource and locally named as “seem” in the regions of Sindh and Balochistan province of Pakistan [10]. This is the most common Decapterus species in the western Indian Ocean. The fish forms large schools in water not exceeding 100 meters depth. Decapterus species reaches maturity during the first year of life, at about 10 cm total length and feeds on small planktonic invertebrates. It reaches at 35 cm (FL) and common length is 20 cm. Decapterus species is commonly found in large quantities in the local markets of Pakistan and is very popular in other Asian countries, Bianchi [10]. It is one of the main coastal demersal target species of commercial interest in the Northern Arabian Sea particularly in Pakistan, Bianchi [10]. This specie is most common and exclusively caught by purse seines and trawls operating in the shelf of the Arabian coast in muddy and sandy bottoms, Bianchi [10]. Generally, it is sold either fresh, or dried and sometimes salted as well as marketed as frozen and canned, Frimodt [11]. To best of our knowledge, least studies are carried out for stock assessment of this species in Pakistani marine waters. Although various studies regarding its biology, population dynamics, and stock assessment have been accounted for Indian scad fish species from all over the world mostly from Indian waters [12-14]. Despite of its economic importance, no effort was made to assess the fishery, biology and stock characteristics of Indian scad from Pakistani marine waters. Therefore, present research carried out for the first time towards evaluation of population and stock assessment parameters for D. russelli conducted from the Arabian Sea coast of Pakistan.
Growth, mortality, and recruitment parameters are essential for the assessment and management of fish stocks. Since these parameters determine the catch, the annual amount of fish exploited in fishery resources. Recently, numbers of research reports were conducted on the number of fish species and suggest some management steps to maintain the fish stock in northern Arabian Sea using FiSAT package [6,15-20]. This study is aimed to assess the impact of fishing pressure on fisheries resources and annual stocks of D. russelli along the northern Arabian Sea of Pakistan. Thus, our study is mainly focused on the annual stock, population structure and dynamics, growth, mortality, biomass and the production of Indian scads. The length frequency distribution data mainly used to determine the stock status to regulate the fishing efforts to maintain the fish stock. The output of population dynamics gives indications on the level of exploitation and the indicators of declining stocks. Hence, the generated information could be used as an input in ecosystem-based fisheries management models in Pakistani waters, which was not available previously. The present study will contribute to know the stock status of D. russelli fishery from Pakistani waters and suggest a strategy for better management.
Data collection and sampling
Total of 13300 individual samples (both sexes combined) of D. russelli were obtained monthly from September 2013 to November 2014 at the Karachi fish harbor, Sindh province (Figure 1). The coastline of Pakistan is about 1120 km, which represents 772 km of Baluchistan and Makran coast to the Iranian border and 348 km measures the Sindh coast that extends to the Indian border (Figure 1) [21]. The length frequency and length weight were measured for further analysis. The total length was measured in cm and weight was taken in grams (g).
Data analysis
The pooled length frequency distribution data of both sexes combined was prepared on the monthly basis using FiSAT-II (FAO ICLARM stock assessment tool) computer software package [22]. Then the length data was merged and grouped into 1 cm class intervals in order to estimate the parameters of growth, mortality, growth performance index, yield per recruit and biological reference points, methods available in FiSAT package. Biological reference points are widely used for the management and conservation of fisheries resources nowadays, Haddon [23]. Biological reference points (BRPs) have been defined as the level of fishing mortality and/or of biomass.
Length-Weight Relationship
The length weight relationship data of D. russelli was calculated by the power function equation
where “W” is the total weight (g),
“L” is the total length (cm),
“a” is the intercept
“b” is the slope.
Growth parameters
For the preliminary estimations of asymptotic length (L∞ ) and growth constant (K) the length frequency distribution data was used in ELEFAN-I. The growth coefficient of D. russelli was estimated by fitting the von Bertalanffy growth function (VBGF). The van Bertalanffy growth equation was defined by Haddon [23] as:
Where, Lt is the length at the predicted time t, L∞ is the asymptotic length, K was the growth coefficient and t0 is the hypothetical age or time where length was equal to zero. The value of t0 is estimated by the empirical formula by, Pauly [26] as:
Mortalities rates
The length of the converted catch curve [26] was used to estimate instantaneous total mortality (Z), natural mortality (M) and fishing mortality (F) by using FiSAT package. The merged monthly data of length frequency distribution was arranged to obtain catch curve and natural logarithm (ln) of the number of individuals with respect to the age group (N) were designed against the results of their relative age (t), Pauly [26]. In order to obtain independent estimates of natural mortality (M), the subsequent formula of Pauly [27] was used as:
Log10 M=0.0066 ‐ 0.279 log10 L∞ + 0.654 log10 K + 0.4634 log10 T.
The annual average sea surface temperature (SST) was taken as 27°C, because it was the average monthly water temperature. Fishing mortality (F) was derived by subtracting Z from M. The ratio F/Z can also be used to obtain the exploitation ratio (E).
Biological reference points
The biological reference points (BRP) was estimated by, Gulland [28] method, according to the optimum fishing mortality rate Fopt=0.5M. The most well-known biological reference points are F0.1 and Fmax, they are commonly used for fisheries management [29]. The target biological reference point Fmax is considered as a function of fishing mortality (F) for a definite exploitation pattern against the maximum value of yield per recruit (Y/P).
Beverton Holt yield recruit model
The relative yield per recruitment is analyzed by the model of Beverton-Holt yield per recruit with the knife edge selection in FiSATII. Yield per recruit was estimated by [30] model with the formula as under:
where, YW/R is yield per recruit, tc is the average age of first capture, tr is the age of recruitment, tλ is the asymptotical ages, Ǫn was the constant and equal to 1, -3,3 and -1 when n is 0,1, 2 and 3 correspondingly [31].
Growth performance index
The growth performance index (Φ') helps to explain the characteristics of the different ecosystems of the stock or housing of the different population of the environment [32]. Growth performance index is conducive in both movement (K and L∞) between species and growth. To compare the growth, we used the phi prime (Φ') performance index of overall growth of Pauly and Munro [33]. In this model, the calculated values of L∞ and K were used to estimate the asymptotic length (L∞) and asymptotic weight (W∞) from the routine below of the equation [33]:
Length-weight relationship
Total of 997 (both sexes male and female) pairs of D. russelli species length and weight were observed in this study. The length range were from 1 to 31 cm (FL), the total weight ranged from 0.5 to 388 g. The foremost length ranged of D. russelli were from 9 to 18 cm FL (Figures 2 and 3). The average length and weight is 14.048 (± 4.775) cm (FL) and 99.082 (± 44.784) g (TW) correspondingly (Table 1). The combination of total length-weight relationship of both sexes was calculated as
2013 | 2014 | |||||||||
ML | Sep. | Oct. | Nov. | Feb. | Mar. | Apr. | June | Aug. | Oct. | Nov. |
1 | 1 | 50 | 40 | |||||||
2 | 1 | 1 | 102 | 123 | 3 | |||||
3 | 10 | 1 | 100 | 119 | 41 | |||||
4 | 8 | 1 | 80 | 97 | 113 | |||||
5 | 20 | 1 | 65 | 1 | 85 | 169 | ||||
6 | 25 | 3 | 55 | 1 | 55 | 157 | ||||
7 | 5 | 3 | 22 | 19 | 3 | 22 | 3 | 134 | ||
8 | 15 | 34 | 20 | 15 | 59 | 1 | 73 | 1 | 85 | |
9 | 170 | 488 | 300 | 8 | 37 | 3 | 45 | 1 | 3 | 90 |
10 | 380 | 1493 | 800 | 8 | 13 | 1 | 26 | 1 | 1 | 117 |
11 | 500 | 878 | 425 | 7 | 11 | 5 | 16 | 1 | 5 | 67 |
12 | 90 | 86 | 40 | 5 | 8 | 1 | 21 | 1 | 1 | 211 |
13 | 40 | 47 | 29 | 3 | 1 | 17 | 3 | 167 | ||
14 | 55 | 33 | 18 | 1 | 1 | 24 | 19 | 1 | 45 | |
15 | 60 | 47 | 20 | 6 | 8 | 59 | 6 | 189 | ||
16 | 80 | 171 | 50 | 4 | 1 | 37 | 4 | 577 | ||
17 | 100 | 380 | 180 | 7 | 1 | 13 | 7 | 663 | ||
18 | 90 | 370 | 200 | 1 | 11 | 1 | 456 | |||
19 | 70 | 98 | 70 | 8 | 190 | |||||
20 | 5 | 17 | 20 | 1 | 1 | 1 | 54 | |||
21 | 1 | 2 | 18 | 7 | ||||||
22 | 1 | 1 | 2 | |||||||
23 | 3 | |||||||||
24 | 4 | |||||||||
25 | 6 | |||||||||
26 | 4 | |||||||||
27 | 3 | |||||||||
28 | 1 | |||||||||
29 | 1 | |||||||||
30 | 1 | |||||||||
31 | 1 | |||||||||
∑ | 1662 | 4148 | 2190 | 134 | 155 | 486 | 256 | 155 | 553 | 3561 |
Table 1: Length-frequency data of Decapterus russelli from September 2013 to November 2014 in the northern part of the Arabian Sea.
W=0.0323 L2.66 (R2=0.954), n=997
A total of 13,300 length frequency distribution data was used to estimate the growth parameters by ELEFAN method. The von Bertalanffy growth parameters for D. russelli was estimated as L∞=32.55 cm (FL) and K=0.750 per year (Figure 4). The t0 value was calculated by equation of Pauly as t0=-0.678 per year. The Rn (goodness of fit) was estimated to be at 0.220 with ELEFAN-I method, Pauly [26].
Mortality rate parameters
Applying the length converted catch curve analysis VBGF growth parameters (L∞=32.55 cm (FL) and K=0. 750 per year) as the input value for the estimation of the mortality parameters of Z=3.84 per year of the total mortality (Z) estimates and it was estimated at 95% confidence interval (CI=3.11-4.58) (Figure 5). The value of natural mortality (M) was calculated as M=1.42 per year using annual average sea surface temperature (SST) 27ºC. Thus, fishing mortality was calculated as F=Z-M=2.422 per year and exploitation ratio (E) was selected from F/Z=0.630 per year.
Biological reference points
The yield per recruit analysis representing, when the tc was assumed to be 1, the maximum frequency Fmax was estimated at 0.9 and F0.1 was at 0.85 (Figure 6); therefore Fcurrent 2.422 per year was greater than the F0.1 and Fmax (Figure 1). The stock of D. russelli in marine waters of Pakistan severely overfished. Using [34] biological reference point Fopt M was 1.42 per year. The current fishing mortality obtained 2.422 per year was higher than the reference points obtained in Pakistan waters for the D. russelli.
Growth performance index
Growth performances indices asymptotic length (L∞) and asymptotic weight (W∞) were Φ'=2.900 per year and Φ=0.170 per year were carried out for D. russelli from marine water of Pakistan during 2013-2014, respectively.
Beverton-Holt Y/R analysis
Von Bertalanffy growth model was used to estimate the asymptotic length growth factors such as asymptotic length and growth coefficient L∞=32.55 cm (FL) and K=0.750 per year by the equation of Lt=L∞ (1 ‐ exp (‐ k [t ‐ t0]))respectively. The value of the time t, t0 is the hypothetical age t0=- 0.678 when the length of the virtual age is considered zero. Value of t0 was estimated by the empirical formula of Pauly [26].Log10 (‐t0)=‐ 0.3922 ‐ 0.275 Log10 L∞‐ 1.038 Log10 K.
The Indian scad is one of the most important small pelagic fishes supporting the commercial fishery in Pakistan. This species has a high market demand locally due to its cheaper price relative to other pelagic fishes. Despite its significant contribution to the fishery and economic value, there are no adequate data pertaining to this species in north Arabian Sea. This study was undertaken to investigate the population dynamics and fishery of the Decapterus russelli . The objectives of the present study were to establish the population parameters and fishery demographics towards management practices by providing significant input in decision making for sustainable management of the fish stocks.
Length weight relationship
Length-weight relationship was mostly used for the fish growth and stock assessment [35]. The weight ratio between the lengths of the fish is very significant for the biology of fishes, Le Cren [24].
The slope values of b for D. russelli of both sexes combined were estimated in the present study at a=0.0323, b=2.66 with R2=0.954 from Pakistani waters during 2013-2014. The slope b values range is from 2.5 to 3.5. The values higher than 2.5 shows that fish has isometric growth, whereas if fish has slop b values lower than 2.5 it may be considered that fish has allomatric growth [25,36]. Present value b show that fish have isomateric growth from Pakistani waters. The present study results were compared with previous studies in Table 2. The slope b values from Yemen, Gulf of Aden and Red Sea was 2.033 and 2.167 were lower than the present study [37]. While the b values from lagoon, New Caledonia was 2.948 [38], 2.963 in New Caledonia [39], in Indonesia Tegal”s water 2.879 [40] and 2.989 in Vizhinjam, India [41], which were found to be close to the current study. On the contrary, the b value 3.000 in java Sea, Indonesia [42], 301.5 Philippines [43], and in Sofala bank, Mozambique 3.026 [44], was high than the current study However, the overall b values from different part of the world is within the range of present study (b=2.66) conducted from Pakistani waters.. Small difference in the b values, may be because of seasonal variations, environmental parameters and sample collection, or, number of individuals examined in the study, the range of the length observed to be different during the study [35].
Reference | Research area | A | b | R2 |
Al Sakaff and Esseen, 1999 | Gulf of Aden and Red Sea | 0.11 | 2.033 | 0.99 |
Al Sakaff and Esseen, 1999 | Gulf of Aden and Red Sea | 0.08 | 2.167 | 0.97 |
Letourneur et al., 1998 | lagoon | 0.01 | 2.948 | 0.99 |
Kulbick et al., 2005 | New Caledonian | 0.01 | 2.963 | 0.99 |
Burhanuddin et al., 1983 | Tegal | 0.01 | 2.97 | - |
Sreenivasan., 1981 | Vizhinjam | 0.02 | 2.989 | - |
Widodo., 1988 | Java Sea | 0.01 | 3 | 0.96 |
Ronquillo., 1975 | Philippines | 0.01 | 3.015 | - |
Brinca et al., 1983 | Sofala Bank | 0.01 | 3.026 | - |
Reuben et al., 1992 | east coast | 0.01 | 3.111 | - |
Gjøsaeter and Sousa., 1983 | Guimaras Strait | 0.01 | 3.12 | - |
Gjøsaeter and Sousa., 1983 | Sofala Bank | 0.01 | 3.121 | 0.86 |
Reuben et al., 1992 | south-west coast | 0.01 | 3.136 | - |
Reuben et al., 1992 | north-west coast | 0.01 | 3.207 | - |
Present study 2015 | Pakistan | 0.03 | 2.66 | 0.95 |
Table 2: A comparative study of length weight relationship parameters of Decapterus russelli from the different regions of the world.
Growth parameters
Length frequency distribution data were used to evaluate VBGF parameters, namely the asymptotic length (L∞), growth rate (K), the growth performance index (Φ ') and imaginary or hypothetical age (t0). The present study results were compared to the previous studies from different regions (Table 3). The asymptotic length (L∞), growth rate (K) and growth performances indices for asymptotic length (Φ ') were calculated at 19.4, 0.75 and 2.45 from northern Arabian Sea, Pakistan, respectively [45]. The values of L∞ and Φ ' were lower than the present study while the value of K was close enough. The L∞, K and Φ ' values from Jave Sea, Indonesia were 28.4, 0.90 and 2.86 correspondingly [42] 30.0, 0.54 and 2.69 from Manila bay, Philippines [46], 32.2, 0.86 and 2.95 from Central area, Malaysia, Bogdanov [47], were estimated by ELEFAN methods (Table 3) and were close to the present study (32.55, 0.750 and 2.900). In Palawan, Philippines the values of L∞, K and Φ ' were 33.7, 0.36 and 2.69 [46], L∞ was higher and values of K and Φ ' were lower Due to the correlated parameters [48], a higher K value is normally associated with a lower L∞ value. Differences shown in Table 3 may be because of the sampling procedure, variety of data, and the differences in their lifestyle and ecological characteristics of fish [49].
Resource | Locality | l∞ | K | t0 | Φ' |
Iqbal., 1991 | Northern Arabian Sea | 19.4 | 0.75 | - | 2.45 |
Reuben et al., 1992 | east coast | 22.1 | 0.71 | - | 2.54 |
Reuben et al., 1992 | south-west coast | 24.8 | 0.78 | - | 2.68 |
Reuben et al., 1992 | Northwest coast | 29.9 | 0.45 | - | 2.6 |
Pauly., 1978 | Manila Bay | 23.3 | 1.13 | - | 2.79 |
Murty., 1991 | Kakinada | 23.2 | 1.08 | -0.08 | - |
Prathibha and Shanbhogue., 2005 | Karnataka coast | 23.2 | 0.7 | -0.16 | - |
Jarzhombek., 2007 | north area | 23.5 | 1.1 | - | 2.78 |
Isa., 1987 | Penang | 24 | 0.81 | - | 2.67 |
Isa., 1987 | akarta Bay (Seribu Island) | 27 | 1.15 | - | 2.92 |
Isa., 1987 | Perlis | 27 | 1.01 | - | 2.87 |
Jaiswar et al., 2001 | Mumbai (Bombay) waters | 24 | 1.42 | - | 2.91 |
Suwarso et al, 1995 | Java Sea | 24.5 | 0.95 | - | 2.76 |
Suwarso et al., 1995 | Java Sea | 25.2 | 1.08 | - | 2.84 |
Gjøsaeter and Sousa., 1983 | Sofala Bank | 24.8 | 0.56 | -0.1 | 2.54 |
Ingles and Pauly., 1984 | Palawan | 26 | 0.73 | - | 2.69 |
Ingles and Pauly., 1984 | Nansha Island | 26 | 0.52 | - | 2.55 |
Ingles and Pauly., 1984 | Java Sea (Seribu Island) | 26.6 | 0.95 | - | 2.83 |
Ingles and Pauly., 1984 | Manila Bay | 30 | 0.54 | - | 2.69 |
Ingles and Pauly., 1984 | Palawan | 33 | 0.45 | - | 2.69 |
Chen., 2003 | Vizhinjam | 26 | 0.19 | - | 2.1 |
Dwiponggo et al., 1986 | Idi, Malacca Strait | 26 | 0.9 | - | 2.78 |
Dwiponggo et al., 1986 | Palawan | 26.9 | 0.69 | - | 2.7 |
Dwiponggo et al., 1986 | Manila Bay | 27 | 0.8 | - | 2.77 |
Sreeenivasan., 1982 | Vizhinjam | 26 | 0.185 | -0.5 | - |
Sousa., 1992 | Jakarta Bay (Seribu Island) | 27 | 1.18 | - | 2.93 |
Sousa., 1992 | Sofala Bank and Boa Paz | 27.3 | 0.68 | - | 2.7 |
Rodriguez and Sousa., 1988 | Mozambique | 27.8 | 0.57 | -0.18 | 2.65 |
Rodriguez and Sousa., 1988 | Mozambique | 27.9 | 0.56 | 0.18 | 2.64 |
Widodo., 1988 | Java Sea | 28.4 | 0.9 | - | 2.86 |
Bogdanov and Jarzhombek., 2004 | central area | 28.4 | 0.56 | - | 2.65 |
Bogdanov and Jarzhombek., 2004 | north area | 28.4 | 1.08 | - | 2.94 |
Bogdanov and Jarzhombek., 2004 | central area | 32.2 | 0.86 | -0.04 | 2.95 |
Balasubramanian and Natarajan., 2000 | Vizhinjam | 29 | 0.8 | -0.04 | - |
Jabat and Dalzell., 1988 | Camotes Sea | 33.7 | 0.36 | - | 2.61 |
Padilla., 1991 | Guimaras Strait | 33.7 | 0.65 | - | 2.87 |
Lavapie-Gonzales et al., 1997 | Camotes Sea | 35.1 | 1.4 | - | 3.24 |
Present study., 2015 | Pakistan | 32.55 | 0.75 | -0.67 | 2.9 |
Table 3: Evaluation of current growth parameters of Decapterus russelli from different parts of the world.
Growth parameters were estimated by using the non-parametric method ELEFAN, which is mostly used for analyzing length frequency of fish, which is essentially ad-hoc and not dependent on convention of parameters of direct subgroups. Therefore, it makes only feeble assumptions about the dissemination of the size of the cohort. The length of each cohort model is fixed lying on a curve described by the model of growth as von Bertalanffy growth model, so it makes a powerful assumption of growth, Pitcher [50].
Mortality rate
The length-converted catch curve analysis method was used with input values of VBGF growth rate parameters for D. russelli . These values were matched up with the earlier work in various regions of the world, respectively (Table 4). The overall mortality rate was estimated showing only the dark circles in Figure 5. The value of the mortality rate is shown in Table 5 and Figure 7, where the total mortality rate was observed as the highest mortality in March 2014, while during November 2014 showed lowest mortality.
Source | Area | Z | M | F | E |
Murty., 1991 | Kakinada | 6.65 | 1.9 | 4.75 | 0.71 |
Jaiswar et al., 2001 | Mumbai | 7.75 | 2.63 | 5.1 | 0.66 |
Manoj Kumar., 2007 | Malabar | 3.79 | 2.08 | 1.71 | 0.49 |
Debabrata Panda et al., 2012 | Mumbai | 4.61 | 1.81 | 2.8 | 0.61 |
Nalini et al., 2011 | Mumbai waters | 6.66 | 2.1 | 4.56 | 0.68 |
Reuben et al., 1992 | East coast of India | 2.83 | 1.35 | 1.48 | 0.52 |
Reuben et al., 1992 | N. W. coast of India | 2.85 | 0.83 | 2.02 | 0.71 |
Reuben et al., 1992 | S. W. coast of India | 3.88 | 1.26 | 2.62 | 0.68 |
Present Investigation., 2015 | Pakistan | 3.84 | 1.42 | 2.42 | 0.63 |
Table 4: Compare mortality parameters from Pakistani waters in 2013-2014 with other studies from different fields and areas of the world.
Sampling month | Z | M | F | E | 95% CIZ | R2 |
Sep-13 | 5.88 | 1.42 | 4.46 | 0.76 | 3.41-8.34 | 0.738 |
Oct-13 | 5.64 | 1.42 | 4.22 | 0.75 | 2.67-8.61 | 0.613 |
Nov-13 | 8.39 | 1.42 | 6.97 | 0.83 | 0.59-16.19 | 0.604 |
Feb-14 | 6.72 | 1.42 | 5.3 | 0.79 | 5.27-8.16 | 0.945 |
Mar-14 | 12.66 | 1.42 | 11.24 | 0.89 | 7.16-18.15 | 0.911 |
Apr-14 | 9.84 | 1.42 | 8.42 | 0.86 | 6.86-12.82 | 0.827 |
Jun-14 | 7.17 | 1.42 | 5.75 | 0.8 | 4.63-9.70 | 0.841 |
Aug-14 | 6.74 | 1.42 | 5.32 | 0.79 | 3.38-10.11 | 0.931 |
Oct-14 | 4.99 | 1.42 | 3.57 | 0.72 | 2.66-7.32 | 0.563 |
Nov-14 | 2.83 | 1.42 | 1.41 | 0.5 | 1.89-3.77 | 0.748 |
Table 5: Instantaneous rates of mortality rates based on monthly data using the length converted catch curve analysis for Decapterus russelli.
In general the mortality values in Table 4 were higher compare to the present study; total (Z), natural (M), fishing mortality (F) and exploitation ratio from India Mumbai were 7.75, 2.63, 5.1 and 0.66 respectively [51]. The Z, M, F, and E values were also higher in different parts of India like Kakinada, Mumbai and Malabar Table 4 [12-14,52,53], compared to present study 3.84, 1.42, 2.42 and 0.63 respectively. While lower mortality rate values were found from east coast of India and the northwest coast of India [53]. The different mortality values from different part of the world maybe different countries have different demand of this species or maybe some ecological and environmental factors effecting on the mortality of fish, Gulland [34] noted that the exploitation rate should be lower than 0.5, while Patterson [54] describe that the exploitation rate should be maintained at 0.4 it the exploitation values exceeds 0.4 than it should be assumed that stock is overexploited state. According to Gulland [34] and Petterson [54] recommendations it should be concluded that the stock of D. russelli from Pakistani waters is in stress and overexploited state. Because of the current fishing rate 2.422 per year revealed higher exploitation rate than the biological reference points.
Biological reference points F0.1 and Fmax
Characteristically F0.1 and Fmax are two biological reference points (BRP), used in fisheries management around the world, which is based on the information of age and the length of the structure data and depends on the executive advice for improved management [29]. F0.1 is defined as the rate of fishing mortality on a slight increase in yield per recruit (YPR) which is 10% of that F0 and Fmax is the mortality of fish, which is the highest YPR to be achieved [29] (Figure 7). Output of yield per recruit (YPR) analysis pointed out that when the tc was assumed to be 1, the maximum frequency Fmax estimated was to be at 0.9 and F0.1 was at 0.85; therefore Fcurrent 2.422 per year was greater than the F0.1 and Fmax, respectively. The stock of D. russelli in marine waters of Pakistan found to be severely overfished. Using the [34] biological reference point Fopt M obtained was 1.42 per year. The current fishing mortality was 2.422 per year much higher than the biological reference points in Pakistan waters.
It can be concluded from this study that the population parameters and the stock of D. russelli showed overexploitation in the northern parts of the Arabian Sea coast of Pakistan. In the present study, the estimated value of the current fishing mortality Fc=2.422 per year was higher than the biological reference points (F0.1=0.85 and Fmax=0.9) [55]. Marine resources of Pakistan are fully accessible without restrictions, with lacking actual administration and planning. The current study reflected that the stock of Indian scad is overfished [56-60]; we would recommend that some management action should be taken to reduce the fishing efforts in Pakistani waters. Sustainable fisheries management measures for this species should be observed during closing season in Pakistan to protect broods stock especially during the monsoon. Thus, fisheries managers need to take rapid action on these issues, so that our fish resources can thrive with more and set unshakable advantage for the national economic growth.
The present study results showed that the stock of D. russelli fishery from Pakistani waters in overexploited state. Monitoring of the population numbers and harvest levels of this species is needed. To maintain the stock of this fishery the scientists and fishery managers have to work together for better fishery for coming future. In the light of present findings we may suggests that fishing activities must be controlled by trawl mesh size, discard of bycatch and proper check and balance of fishing and non-fishing seasons. Fishing boats must be registered under controlled authorities. Completely ban period we may suggest during peak breeding season that could save juveniles. Marine protected areas must be declared to save the fish nursery grounds. We also suggest further detailed studied maybe conducted like egg per recruit analysis for better stock management.
This work was supported by China Agriculture Research System (CARS-48-09B) Ministry of agriculture China, and the special research fund of Ocean University of China. We are very grateful to the referee for comments and suggestions, which greatly improved the manuscript. The first author would like to thank China Scholarship Council (CSC) to fund his doctoral degree.