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Effects of high-pressure activated slightly acidic electrolyzed water on cleaning and sterilization of pig transfer vehicles
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作者 Xuedong Zhao Shengnan Tao +2 位作者 Fei Qi Hao Li Zhengxiang Shi 《International Journal of Agricultural and Biological Engineering》 SCIE 2024年第4期53-59,共7页
The establishment of biosafety system is of enormous importance to the livestock and poultry production in terms of mitigating the transmission of diseases and implementing regional prevention and control measures.How... The establishment of biosafety system is of enormous importance to the livestock and poultry production in terms of mitigating the transmission of diseases and implementing regional prevention and control measures.However,the current sterilization technology presents several drawbacks,including time-consuming procedures,chemical residues,and challenges in treating the sewage after rinsing.In this study,a novel cleaning and sterilization method that combines slightly acidic electrolyzed water and high pressure water-jet was developed.An orthogonal test was conducted to examine the correlation between high-pressure conditions and the various non-structural parameters on the efficacy of sterilization rate.In a field test,the effectiveness of the technology in cleaning pig transfer vehicles was evaluated by the total plate count and variations of community composition.The findings revealed that the combination of process parameters,including an available chlorine concentration of 200 mg/L,rinsing pressure of 170 bar,rinsing duration of 10 s,and residence time of 15 min,resulted in a removal rate of colony concentration on the surface of pig transfer vehicles of(96.50±0.91)%.Moreover,it was demonstrated to effectively inhibit a variety of pathogenic bacteria.The innovative cleaning system has the potential to replace traditional methods and reduces pollution while saving time and labor.It introduces a novel approach for sterilization of transportation in livestock and poultry farms as well as the biosafety construction of the animal husbandry. 展开更多
关键词 slightly acidic electrolyzed water high pressure water-jet STERILIZATION BIOSAFETY concentrated animal production
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Production of Metal Concentrates in 2007
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《China Nonferrous Metals Monthly》 2008年第1期12-12,共1页
关键词 production of Metal Concentrates in 2007
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Production of Metal Concentrates in 2007
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《China Nonferrous Metals Monthly》 2007年第11期12-12,共1页
关键词 production of Metal Concentrates in 2007
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Production of Metal Concentrates in 2008
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《China Nonferrous Metals Monthly》 2008年第11期11-11,共1页
关键词 production of Metal Concentrates in 2008
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Production of Metal Concentrates in 2007
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《China Nonferrous Metals Monthly》 2007年第10期11-11,共1页
关键词 production of Metal Concentrates in 2007
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Production of Metal Concentrates in 2007
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《China Nonferrous Metals Monthly》 2007年第5期11-11,共1页
关键词 production of Metal Concentrates in 2007
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Production of Metal Concentrates in 2008
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《China Nonferrous Metals Monthly》 2008年第12期11-11,共1页
关键词 production of Metal Concentrates in 2008
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Production of Metal Concentrates in 2004
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《China Nonferrous Metals Monthly》 2004年第9期12-12,共1页
关键词 production of Metal Concentrates in 2004
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Production of Metal Concentrates in 2006
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《China Nonferrous Metals Monthly》 2007年第1期12-12,共1页
关键词 production of Metal Concentrates in 2006
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Production of Metal Concentrates in 2007
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《China Nonferrous Metals Monthly》 2007年第9期11-11,共1页
关键词 production of Metal Concentrates in 2007
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Production of Metal Concentrates in 2012
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《China Nonferrous Metals Monthly》 2012年第10期10-10,共1页
关键词 production of Metal Concentrates in 2012
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Production of Metal Concentrates in 2007
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《China Nonferrous Metals Monthly》 2007年第12期11-11,共1页
关键词 production of Metal Concentrates in 2007
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Production of Metal Concentrates in 2007
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《China Nonferrous Metals Monthly》 2007年第6期11-11,共1页
关键词 production of Metal Concentrates in 2007
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Production of Metal Concentrates in 2006
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《China Nonferrous Metals Monthly》 2007年第2期12-12,共1页
关键词 production of Metal Concentrates in 2006
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Production of Metal Concentrates in 2004
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《China Nonferrous Metals Monthly》 2004年第6期7-7,共1页
关键词 production of Metal Concentrates in 2004
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A CONSERVATION EQUATION OF CONCENTRATION VARIANCE FOR SOLUTE TRANSPORT IN HETEROGENEOUS FORMATIONS 被引量:1
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作者 Yang Jin-zhongDeparment of Hydraulic Engineering, Wuhan University of Hydraulic and Electric Engineering, Wuhan 430072, P.R.ChinaZhang Ren-duoDepartment of Plant, Soil and Insect Sciences, University of Wyoming, Laramie, WY82071 -3354, USACai Shu-ying, Ye 《Journal of Hydrodynamics》 SCIE EI CSCD 1998年第4期16-30,共15页
To characterize the mean and variance of stochastic concentration distributions in heterogeneous porous media, we derived conservation equations using the first-order perturbation approach and assuming stationary fluc... To characterize the mean and variance of stochastic concentration distributions in heterogeneous porous media, we derived conservation equations using the first-order perturbation approach and assuming stationary fluctuation fields of velocity and concentration. The concentration variance equation, similar to the mean concentration equation, consists of convection and dispersion terms with the mean water velocity and macrodispersivity. In addition, there is a production term in the concentration variance e-quation. The concentration variance production is quadratically proportional to the mean concentration gradient with a coefficient Qij , defined as the concentration variance productivity , which is the difference between the macrodispersivity Aij and the local dispersivity aij multiplied by a four-rank tensor. The macrodispersivity and the local dispersivity, respectively, result in the creation and dissipation of the concentration variance. The concentration variance is produced if the concentration gradient exists. For t→∞, Qij→0 , which indicates that the creation and dissipation of the concentration variance are balanced at large travel time. We solve the variance equation numerically along with the mean e-quation using Aij, Qij, and the effective solute velocity v . The variance productivity increases with the decrease in transverse local dispersivity and is not sensitive to longitudinal local dispersivity. The maximum concentration variance occurs near the maximum mean concentration gradient. 展开更多
关键词 stochastic analysis concentration variance conservation equation concentration variance productivity transverse local dispersivity
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