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混凝过程中铝盐水解聚合反应平衡的流体动力学控制
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作者 刘敏 湛含辉 +1 位作者 湛雪辉 戴玉春 《环境科学学报》 CAS CSCD 北大核心 2009年第9期1911-1917,共7页
为了明确混凝过程中搅拌剪切等动力学因素对铝盐水解聚合反应平衡的影响,采用配制模拟水样作为混凝水系,用Ferron逐时络合比色法对水解产物形态进行表征,并将获取结果与用去离子水组成的纯净水系获取的结果进行对比分析.同时,研究了模... 为了明确混凝过程中搅拌剪切等动力学因素对铝盐水解聚合反应平衡的影响,采用配制模拟水样作为混凝水系,用Ferron逐时络合比色法对水解产物形态进行表征,并将获取结果与用去离子水组成的纯净水系获取的结果进行对比分析.同时,研究了模拟混凝水系中搅拌剪切条件对铝盐水解反应产物形态分布的影响,考查了铝盐的碱化度和模拟混凝水系的pH值对混凝体系中搅拌剪切条件作用于铝盐水解产物形态分布的影响,并提出了体系搅拌剪切条件影响混凝水系中铝盐水解反应平衡的作用机理.结果表明,混凝过程中的铝盐水解产物形态分布明显受到体系搅拌剪切条件的影响,并且随着混凝水系中铝盐水解程度的增大和转化率的提高,铝盐的水解产物形态分布受到反应体系中搅拌剪切条件的影响加大. 展开更多
关键词 搅拌剪切条件 混凝体系 铝盐水解 扩散控制过程
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L^p-estimates on a ratio involving a Bessel process
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作者 LU Li-gang YAN Li-tan XIANG Li-chi 《Journal of Zhejiang University-Science A(Applied Physics & Engineering)》 SCIE EI CAS CSCD 2007年第1期158-163,共6页
Let Z=( Zt)t≥0 be a Bessel process of dimension δ( δ〉0) starting at zero and let K(t) be a differentiable function on [0,∞) with K(t)〉0 (A↓t≥0). Then we establish the relationship between L^p-norm o... Let Z=( Zt)t≥0 be a Bessel process of dimension δ( δ〉0) starting at zero and let K(t) be a differentiable function on [0,∞) with K(t)〉0 (A↓t≥0). Then we establish the relationship between L^p-norm of log^1/2(1 +δJτ) and L^p-norm of sup Zt[t+k(t)]^-1/2 (0≤t≤τ) for all stopping times τ and all 0〈p〈+∞.As an interesting example, we show that ||log^1/2(1+δLm+1(τ)||p and ||supZtП[1+Lj(t]^1/2||p (0≤j≤m,j∈Z;0≤t≤τ) are equivalent with 0〈p〈+∞ for all stopping times rand all integer numbers m, where the function Lm(t) (t≥0) is inductively defined by Lm+1(t)=log[ 1 +Lm(t)] with L0(t)= 1. 展开更多
关键词 Bessel processes Diffusion process Ito's formula Domination relation
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Cooperative Sensing and Distributed Control of a Diffusion Process Using Centroidal Voronoi Tessellations
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作者 Haiyang Chao Yang-Quan Chen 《Numerical Mathematics(Theory,Methods and Applications)》 SCIE 2010年第2期162-177,共16页
This paper considers how to use a group of robots to sense and control a diffusion process.The diffusion process is modeled by a partial differential equation (PDE),which is a both spatially and temporally variant sys... This paper considers how to use a group of robots to sense and control a diffusion process.The diffusion process is modeled by a partial differential equation (PDE),which is a both spatially and temporally variant system.The robots can serve as mobile sensors,actuators,or both.Centroidal Voronoi Tessellations based coverage control algorithm is proposed for the cooperative sensing task.For the diffusion control problem,this paper considers spraying control via a group of networked mobile robots equipped with chemical neutralizers,known as smart mobile sprayers or actuators,in a domain of interest having static mesh sensor network for concentration sensing.This paper also introduces the information sharing and consensus strategy when using centroidal Voronoi tessellations algorithm to control a diffusion process.The information is shared not only on where to spray but also on how much to spray among the mobile actuators.Benefits from using CVT and information consensus seeking for sensing and control of a diffusion process are demonstrated in simulation results. 展开更多
关键词 CONSENSUS centroidal Voronoi tessellations diffusion process distributed control mobile actuator and sensor networks.
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Impulse Control Problem of Partially Observed Diffusion Processes
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作者 Baghery-Kabbaj Fouzia Massa-Turpin Isabelle 《Computer Technology and Application》 2011年第1期80-84,共5页
The authors investigate the problem of impulse control of a partially observed diffusion process. The authors study the impulse control of Zakai type equations. The associated value function is characterized as the on... The authors investigate the problem of impulse control of a partially observed diffusion process. The authors study the impulse control of Zakai type equations. The associated value function is characterized as the only viscosity solution of the corresponding quasi-variational inequality. The authors show the optimal cost function for the problem with incomplete information can be approximated by a sequence of value functions of the previous type. 展开更多
关键词 Impulse control partially observed diffusion process nonlinear filtering diffusion process Hamilton Jacobi Bellmanquasi-variational inequality viscosity solutions.
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