首页> 外文期刊>Universitatea Agronomica si de Medicina Veterinara Ion Ionescu de la Brad. Lucrari Stiintifice. Seria Zootehnie >THE INFLUENCE OF STOCKING DENSITY ON SILURUS GLANIS (LINNAEUS, 1758) GROWTH PERFORMANCEIN A RECIRCULATING AQUACULTURE SYSTEM
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THE INFLUENCE OF STOCKING DENSITY ON SILURUS GLANIS (LINNAEUS, 1758) GROWTH PERFORMANCEIN A RECIRCULATING AQUACULTURE SYSTEM

机译:养殖密度对循环水产养殖系统中D线虫(Linaeus,1758)生长性能的影响

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The paper presents the aspects of stocking density influence on catfish juvenile’s growth performance in recirculating system. The experiment was made during 29th July -7th September 2011 on the pilot recirculating system of Aquaculture, Cadastre and Environmental Science Department from Food Science and Engineering Faculty - Galati. Juveniles catfish with an average body weight of 8.61 ± 0.24 g formed the biological material for this experiment. The experimental design consisted in the evaluation of two variants of stocking densities, in duplicate: first variant with a density of 2.78 kg/m3 and second variant with 1.46 kg/m3 stocking density. At the end of the experiment, the following average body weights were recorded: 31.84 g and 31.45 g at first variant, respectively 33.48 g and 34.70 g at second variant. Specific growth rate (SGR) and the feed conversion ratio (FCR), calculated as the mean value of the two repetitions is presented as follows: for V1: SGR=3.40 g%/day; FCR= 0.89 feed/g biomass growth, respectively for V2: SGR= 3.52 g%/day; FCR= 0.79 g feed/g biomass growth. The technological indicators underlay that stocking density significantly affects, (p<0.05), the mean individual body mass of tested specimens in both variants.
机译:本文介绍了再循环系统中放养密度对cat鱼幼鱼生长性能的影响。该实验于2011年7月29日至9月7日在加拉茨市食品科学与工程学院的水产养殖,地籍和环境科学部门的试验性再循环系统上进行。平均体重为8.61±0.24 g的少年cat鱼形成了该实验的生物材料。实验设计包括对两个种群密度的变化进行评估,一式两份:第一个变量的密度为2.78 kg / m3,第二个变量的密度为1.46 kg / m3。在实验结束时,记录了以下平均体重:第一变体为31.84 g和31.45 g,第二变体为33.48 g和34.70 g。以两次重复的平均值计算的比生长率(SGR)和饲料转化率(FCR)表示如下:对于V1:SGR = 3.40 g%/天;对于V2,FCR = 0.89饲料/克生物量增长:SGR = 3.52 g%/天; FCR = 0.79 g饲料/ g生物量增长。技术指标表明,储藏密度会显着影响两种变体中被测样品的平均个体体重(p <0.05)。

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