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Mathematical modelling and optimization of vacuum related variables in conventional and quarter individual milking systems using response surface methodology

机译:使用响应面法对常规和四分之一挤奶系统中与真空相关的变量进行数学建模和优化

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The objective of this study was to develop empirical functions in order to predict vacuum fluctuations in b and d-phase and in claw using response surface methodology (RSM) and to verify the optimum points and the mathematical models for both, conventional and quarter individual milking system. The independent variables considered in the study included the system working vacuum, the pulsation rate and ratio and the milk flow rate. Experiments based on the central composite design (CCD), one of the designs in RSM, were conducted in the laboratory using water and artificial teats. The data obtained were then used to develop functions in polynomial form that allowed predicting the vacuum fluctuations in claw for conventional system and junction point in quarter individual milking system, b and d-phase for both systems. Optimum point for system working vacuum was obtained for both systems and it was found to be 38.9 and 39.7 kPa for conventional and quarter individual milking systems, respectively. The fluctuation models obtained from the study indicated the complexity of the fluctuation phenomena in milking systems. But, it is believed that the models developed may be used for the design of conventional and quarter individual milking system for a better performance.
机译:这项研究的目的是开发经验函数,以便使用响应面方法(RSM)预测b相和d相以及爪中的真空波动,并验证常规和四分之一挤奶的最佳点和数学模型系统。研究中考虑的独立变量包括系统工作真空,脉动率和比率以及牛奶流量。在实验室中使用水和人工乳头进行了基于中央复合设计(CCD)(RSM中的一种设计)的实验。然后将获得的数据用于多项式形式的函数,这些函数可以预测常规系统和四分之一独立挤奶系统中交点的爪的真空波动,两个系统的b和d相。两种系统都获得了系统工作真空的最佳点,发现常规和四分之一挤奶系统的最佳点分别为38.9 kPa和39.7 kPa。从研究中获得的波动模型表明了挤奶系统中波动现象的复杂性。但是,可以相信,所开发的模型可以用于常规和四分之一挤奶系统的设计,以获得更好的性能。

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