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Mathematical model for goldfish recirculating aquaculture system (GRAS)

机译:金鱼再循环水产养殖系统数学模型(GRAS)

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摘要

A mathematical model is framed for a goldfish recirculating aquaculture system based on unsteady-state mass balance for prediction of the concentration of total ammonia nitrogen (TAN), nitrite-nitrogen (NO2-N), nitrate-nitrogen (NO3-N), dissolved oxygen (DO) and total suspended solids (TSS). The goldfish were stocked at 100 numbers per m(3) of rearing water volume of 5 m(3) tank capacity in the years 2009 and 2010 and the model was calibrated and validated. The recirculation flow rate was fixed at 29,000 L/day. The model parameters were estimated as k(TAN) (mg of TAN generated per kg of feed): 20,000, M (mortality rate): 0.002 day(-1), alpha (percentage of feed conversion to suspended solids): 23.8, k(oxy) (mg of oxygen required for fish respiration per kg of feed applied in unit time): 300,000, k(b) (partial nitrification in the culture tank): 0.86 and the reaction rate constants, k(1) and k(2) : 84.65 day(-1) and 42.03 day(-1) respectively and temperature growth coefficient (TGC): 5.00 x 10(-5). The model efficacy was adjudged by estimation of the coefficient of determination (R-2), root mean square error (RMSE), Nash-Sutcliffe modelling efficiency (E-NS) and graphical plots between predicted and observed values.
机译:基于非稳定状态的金鱼再循环水产养殖系统,用于预测总氨氮(TAN),亚硝酸盐 - 氮(NO2-N),硝酸盐 - 氮(NO 3-N),溶解氧气(DO)和总悬浮固体(TSS)。金鱼以2009年和2010年的饲养量为5米(3)罐容量的100号,校准和验证模型。再循环流速固定在29,000L /天。估计模型参数估计为K(棕褐色)(每千克饲料产生的棕褐色):20,000,m(死亡率):0.002天(-1),α(悬浮固体的进料转化率的百分比):23.8,k (氧)(每千克进料所需的鱼呼吸所需的Mg氧气):300,000,k(b)(培养箱中的部分硝化):0.86和反应速率常数,K(1)和K( 2):84.65天(-1)和42.03天(-1),温度生长系数(TGC):5.00×10(-5)。通过估计测定系数(R-2),根均方误差(RMSE),NASH-SUTCLIFFE建模效率(E-NS)和预测值之间的图形图来判断模型效果。

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