COMPARATIVE STUDY OF SOME INDICES AND BODY COEFFICIENTS OF SILURUS GLANIS AND CYPRINUS CARPIO IN DIFFERENT STAGES OF DEVELOPMENT

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Universitatea de Ştiinţe Agricole şi Medicină Veterinară Iaşi COMPARATIVE STUDY OF SOME INDICES AND BODY COEFFICIENTS OF SILURUS GLANIS AND CYPRINUS CARPIO IN DIFFERENT STAGES OF DEVELOPMENT Mihaela Oana Arteni University A.I. Cuza, Iaşi, Faculty of Biology e-mail: oana_artenie@yahoo.com Abstract The purpose of this paper is a age comparative analysis of indices and body coefficients (profile index, the Kiselev index, sarcous index and Fulton coefficient) for two species of cultured fish (Cyprinus carpio and Silurus glanis). These coefficients may be used to characterize morphologically a stock and also to appreciate the degree of normality or the physiological control of fish, especially for their selection. The highest physiological condition (pathophysiological) was obvious for carp specimens, the highest value recorded was at the age of two. The sarcous index, expressed by the head proportion from the standard body length for all stages of development examined, the lowest recorded was for Silurus glanis individuals, which represents a greater sarcous for them. Comparing the index values and the coefficients body analysis it was noticed that fish have developed smoothly and showed a good maintenance condition. Key words: index, coefficients, Silurus glanis, Cyprinus carpio INTRODUCTION Development of modern aquaculture and the increasing consumer demand provoke improvements in the complex breeding technologies of economically valuable fish species [2]. Body indices is the ratio of body size related morphological or physiological, or shows some general characteristics, certain productive skills. These indices helps to verify progress and the choice of material selected as the most interesting specimens, obtaining favorable morphological characters to a line of high efficiency [3]. MATERIAL AND METHODS Biometric analysis was performed on 70 individuals of different ages (one, two and three summers) for each species taken in the study derived from Fish Farm Ţigănaşi, Iasi County. For samples seized achieved tangible measures on the main parameters that were used in the calculation of indices and body factors (profile index, Kiselev index, sarcous index and Fulton coefficient). The data obtained were statistically processed by calculating the mean, standard error, standard deviation, coefficient of variation and limits of confidence intervals [4], [1], [5]. RESULTS AND DISCUSSIONS For profile index (height), which highlights the body size of fish, the lowest values was recorded in stage three of development both for Silurus glanis samples and those of Cyprinus carpio. 6.4 6.35 6.3 6.25 6.2 6.15 6.1 6.05 6 Fig.1. Graphical representation of profile index In Silurus glanis of various ages - 326 -

Lucrări Ştiinţifice - vol. 54, Seria Zootehnie 2.5 2.4 2.3 2.2 2.1 2 1.9 Fig.2. Graphical representation of profile index in Cyprinus carpio of various ages Table 1. Values of the main statistical indices of profile index in Cyprinus carpio and Silurus glanis of varous ages STATISTICAL INDICES Mean 2.425 2.242 2.095 6.371 6.159 6.151 Standard error 0.018 0.025 0.007 0.116 0.029 0.030 Median 2.424 2.242 2.100 6.666 6.199 6.170 Standard deviation 0.154 0.215 0.061 0.971 0.250 0.258 Sample variance 0.023 0.046 0.003 0.943 0.062 0.066 Minimum 2 1.452 1.773 3.909 5.467 5.467 Maximum 2.803 2.612 2.185 8.043 6.646 6.689 Confidence level (95%) 0.036 0.051 0.014 0.231 0.059 0.061 Lower limit 2.388 2.191 2.080 6.139 6.099 6.090 Upper limit 2.461 2.294 2.110 6.603 6.219 6.213 CV% 6.363 9.619 2.953 15.246 4.067 4.204 m% 0.760 1.149 0.353 5.818 0.486 0.502 The data presented in table 1 it is noted that during the three developmental stages analyzed, the carp minimum profile index is 1.452 at the age of two, and the maximum value is 2.803 in the first summer. At wels catfish the minimum and maximum were found at age one summer (3.909, respectively 8.043). The lowest coefficient of variation of the average profile index in carp was recorded at the age of three summers, and to wels catfish in the second developmental stage. At Silurus glanis Kiselev index (quality) determined in first growth summer the lowest values of the relationship between standard length and body girth. Carp individuals observed an increase of Kiselev index values in second growth summer (1.209) against first summer (1.101) and third summer (1.043). - 327 -

Universitatea de Ştiinţe Agricole şi Medicină Veterinară Iaşi 2.34 2.335 2.33 2.325 2.32 2.315 2.31 Fig.3. Graphical representation of Kiselev index in Silurus glanis of various ages 1.25 1.2 1.15 1.1 1.05 1 0.95 Fig. 4. Graphical representation of Kiselev index in Cyprinus carpio of various ages Table 2. Values of the main statistical indices of Kiselev index in Cyprinus carpio and Silurus glanis of various ages STATISTICAL INDICES Mean 1.101 1.209 1.043 2.321 2.328 2.336 Standard error 0.006 0.009 0.003 0.024 0.012 0.013 Median 1.098 1.214 1.043 2.338 2.333 2.333 Standard deviation 0.051 0.081 0.029 0.208 0.104 0.113 Sample variance 0.002 0.006 0.0008 0.043 0.010 0.012 Minimum 0.992 0.758 0.933 1.694 2.038 2.035 Maximum 1.213 1.324 1.128 3 2.531 2.721 Confidence level (95%) 0.012 0.0193 0.007 0.049 0.024 0.027 Lower limit 1.089 1.189 1.036 2.271 2.303 2.309 Upper limit 1.113 1.228 1.050 2.371 2.353 2.363 CV% 4.629 6.722 2.824 10.462 4.500 4.852 m% 0.553 0.803 0.337 1.250 0.537 0.579-328 -

Lucrări Ştiinţifice - vol. 54, Seria Zootehnie During the three developmental stages analyzed, the lowest variation coefficient of the mean Kiselev index recorded for specimens of carp three summer old (2.824%) and the second summer old for wels catfish (4.5%). The best physiological (pathophysilogical) condition or so-called general condition of the body was recorded for carp specimens with highest values at the age of two summer (3.416%). For wels catfish individuals the Fulton coefficient average values follows a decreasing curve (fig. 5), with a maximum at one summer old specimens (0.873) and a minimum at age three summer (0.237). 1 0.9 0.8 0.7 0.6 0.5 0.4 0.3 0.2 0.1 0 Fig.5. Graphical representation of Fulton coefficient in Silurus glanis of various ages 4 3.5 3 2.5 2 1.5 1 0.5 0 Fig.6. Graphical representation of Fulton coefficient In Cyprinus carpio of various ages - 329 -

Universitatea de Ştiinţe Agricole şi Medicină Veterinară Iaşi Table 3. Values of the main statistical indices of Fulton coefficient in Cyprinus carpio and Silurus glanis of various ages STATISTICAL INDICES Mean 2.865 3.416 2.170 0.873 0.691 0.237 Standard error 0.072 0.180 0.014 0.023 0.009 0.004 Median 2.807 3.156 2.161 0.842 0.686 0.231 Standard deviation 0.607 1.510 0.121 0.197 0.081 0.035 Sample variance 0.368 2.281 0.014 0.038 0.006 0.001 Minimum 1.508 1.985 1.883 0.480 0.538 0.169 Maximum 5.136 14.839 2.473 1.604 0.881 0.315 Confidence level (95%) 0.144 0.360 0.029 0.047 0.019 0.008 Lower limit 2.720 3.055 2.141 0.826 0.672 0.228 Upper limit 3.010 3.776 2.199 0.920 0.711 0.245 CV% 21.191 44.220 5.609 22.583 11.824 14.800 m% 2.532 5.285 0.670 1.182 1.413 1.768 As we observed in figures 7 and 8, the sarcous index expressed by the proportion of head in standard length of the body for all stages of development analyzed, the lowest values recorded in both studied species in the three growth summer which means a greater sarcous them at this stage of development. 21 20.5 20 19.5 19 18.5 18 17.5 Fig.7. Graphical representation of sarcous index in Silurus glanis of various ages 34 33 32 31 30 29 28 27 26 Fig.8. Graphical representation of Kiselev index in Cyprinus carpio of various ages - 330 -

Lucrări Ştiinţifice - vol. 54, Seria Zootehnie Table 4. Values of the main statistical indices of sarcous index (head percent) in Cyprinus carpio and Silurus glanis of various ages STATISTICAL INDICES Mean 32.755 29.751 28.874 20.669 18.666 18.677 Standard error 0.279 0.362 0.106 0.271 0.101 0.099 Median 32.608 29.577 28.801 20.354 18.476 18.543 Standard deviation 2.337 3.033 0.891 2.271 0.847 0.829 Sample variance 5.465 9.203 0.794 5.157 0.717 0.688 Minimum 28.260 25.311 27.073 15.942 16.629 16.870 Maximum 41.007 52.173 30.617 27.317 20.659 20.659 Confidence level (95%) 0.557 0.723 0.212 0.541 0.201 0.197 Lower limit 32.198 29.028 28.661 20.127 18.464 18.479 Upper limit 33.313 30.475 28.874 21.211 18.868 18.875 CV% 7.137 10.196 3.087 10.987 4.538 4.443 m% 0.853 1.218 0.369 1.313 0.542 0.531 During the three stages of development the average percentage share of the head follows a slightly downward curve in both species, the maximum value is recorded in juvenile fish (32.75% in carp, respectively 20.66% at wels catfish), and the minimum at age three summer (28.87% and 18.67%). Also the population of carp and from the wels catfish, in the second stage of development is observed very small differences between the values average of sarcous index. CONCLUSIONS - with a probability of 95% for individuals of both species taken in the study limits the confidence intervals of body indices and coefficients are extremely limited review for all developmental stages of what signifies a uniformity both carp populations and those of wels catfish in all stages of development studied; - comparing the values of standard error and coefficient of variation reveals that both samples of Silurus glanis and those of Cyprinus carpio had a harmonious and good maintenance condition. REFERENCES [1] Karataş, M., Çiçek, E., Başusta, A., Başusta, N.: Age, growth and mortality of common carp (Cyprinus carpio Linneaus, 1758) population in Almus Dam Lake (Tokat- Turkey), Journal of Applied Biological Sciences, 2007, 1 (3): 81-85. [2] Mazurkiewicz, J., Przybyl, A., Golski, J.: Evaluation of selected feeds differing in dietary lipids levels in feeding juveniles of wels catfish, Silurus glanis L., Acta Ichthyologica et piscatoria, 2008, 38 (2): 91 96. [3] Turliu, Gh. N.: Piscicultura practică, Ed. Ceres, Bucureşti, 2008. [4] Varvara, M., Zamfirescu, Ş., Neacşu, P.: Lucrări practice de ecologie, Ed. Univ. Al. I. Cuza Iaşi, 2001. [5] Zamfirescu, Ş., Zamfirescu, O.: Elemente de statistică aplicate în ecologie, Ed. Univ. Al. I. Cuza Iaşi, 2008. - 331 -