随机取向烟幕凝聚粒子的消光特性

采用蒙特卡罗方法根据团簇一团簇凝聚(CCA)模型对由球形原始微粒凝聚而成的烟幕凝聚粒子进行模拟,用离散偶极子近似(DDA)方法研究随机取向烟幕凝聚粒子的消光特性.结果表明,凝聚粒子的消光特性受到原始微粒数量以及粒径的影响,粒子的凝聚将减弱烟幕的消光性能;当凝聚结构中原始微粒的数目一定时,存在使烟幕消光性能达到最大的原始微粒粒径.     

超声作用下流动液膜在流道中传热的实验分析

受超声作用的流动液膜流过具有热源的流道底部来强化传热,以降低壁面的温度。通过实验方法来分析在不同的工况下受超声作用的流动液膜对加热壁面温度和传热系数的影响。实验结果表明,以45°倾斜角放置的超声波以及较大的液膜流速和超声波的耦合可获得较低的壁面温度和较高的换热系数。同时,在较低的热流密度下,顺流对液膜传热的影响大于逆流,随着热流密度的逐渐增大,顺流对液膜传热的影响减弱。此外,两个超声波对液膜的共同作用可获得96%的换热系数上升速率。基于实验结果,得到了两个超声波比单个超声波能产生更多对流的结论。该研究对设备降温有参考价值。     

孔隙率对气溶胶凝聚粒子光学特性的影响

采用Monte-Carlo方法,对气溶胶凝聚粒子进行了模拟,讨论了凝聚粒子的孔隙特性,分析了空间结构、原始粒子数目对凝聚粒子孔隙率和等效折射率的影响。结合物质的电结构,将气溶胶凝聚粒子离散为一系列偶极子,利用离散偶极子近似方法,数值计算了不同孔隙率气溶胶凝聚粒子的散射、吸收和消光截面各种取向的统计平均值。结果表明,气溶胶凝聚粒子的孔隙率明显取决于其空间形状和所含原始微粒的数目;气溶胶凝聚粒子的等效折射率、吸收、散射和消光截面则随孔隙率的增加而减小。研究结果可为全面理解气溶胶粒子光学特性提供参考;也可为某些涂层材料光学性能的改变提供参考,通过改变涂层材料中凝聚粒子的孔隙率来改变涂层材料的等效折射率,进而改变涂层材料对光的散射和吸收。     

随机取向气溶胶凝聚粒子光学特性研究

利用Cluster-cluster aggregation (CCA)模型,模拟了由64个球形原始微粒凝聚而成的四种随机取向气溶胶凝聚粒子。结合离散偶极子近似方法,分别得到了不同入射角和不同尺寸参数情况下气溶胶凝聚粒子的吸收、散射、消光效率因子和不对称因子的数值结果,并比较分析了四种形状气溶胶凝聚粒子吸收、散射、消光效率因子和不对称因子的差异。结果显示：对于相同数目原始微粒的气溶胶凝聚粒子,其光学特性明显依赖于入射光的入射角度和气溶胶凝聚粒子的形状;对于不同尺寸参数的气溶胶凝聚粒子,当入射光波长给定时,吸收、散射和消光效率因子最初随尺寸参数增大而快速增大,随后又随尺寸参数增大缓慢变小,但在尺寸参数变化过程中存在一个极大值;不对称因子则随尺寸参数的增大一直呈增大趋势,且随尺寸参数的增大趋近于1。     

随机取向气溶胶凝聚粒子光学特性研究北大核心CSCD

利用Cluster-cluster aggregation(CCA)模型,模拟了由64个球形原始微粒凝聚而成的四种随机取向气溶胶凝聚粒子.结合离散偶极子近似方法,分别得到了不同入射角和不同尺寸参数情况下气溶胶凝聚粒子的吸收、散射、消光效率因子和不对称因子的数值结果,并比较分析了四种形状气溶胶凝聚粒子吸收、散射、消光效率因子和不对称因子的差异.结果显示:对于相同数目原始微粒的气溶胶凝聚粒子,其光学特性明显依赖于入射光的入射角度和气溶胶凝聚粒子的形状;对于不同尺寸参数的气溶胶凝聚粒子,当入射光波长给定时,吸收、散射和消光效率因子最初随尺寸参数增大而快速增大,随后又随尺寸参数增大缓慢变小,但在尺寸参数变化过程中存在一个极大值;不对称因子则随尺寸参数的增大一直呈增大趋势,且随尺寸参数的增大趋近于1.     

气溶胶凝聚粒子散射特性的数值计算

利用Cluster-cluster aggregation (CCA)模型,模拟了由相同数目球形原始微粒凝聚而成的四种随机取向气溶胶凝聚粒子.根据物质的电结构,将气溶胶凝聚粒子离散为一系列偶极子,结合离散偶极子近似方法,在获得每一个偶极子的电偶极矩之后,数值计算了气溶胶凝聚粒子散射强度的角分布,并分析了散射强度随入射光入射角度和气溶胶凝聚粒子尺寸参数变化的规律.结果显示:当散射角较小时,气溶胶凝聚粒子取向和入射光的入射角度对散射强度影响不大,当散射角增大时,散射强度则明显依赖于气溶胶凝聚粒子取向和入射光的入射角度;对于不同尺寸参数的气溶胶凝聚粒子,在同一角度入射情况下,随尺寸参数的增加,气溶胶凝聚粒子的散射主要集中于前向散射.     

气溶胶凝聚粒子散射特性的数值计算

利用Cluster-cluster aggregation (CCA)模型,模拟了由相同数目球形原始微粒凝聚而成的四种随机取向气溶胶凝聚粒子．根据物质的电结构,将气溶胶凝聚粒子离散为一系列偶极子,结合离散偶极子近似方法,在获得每一个偶极子的电偶极矩之后,数值计算了气溶胶凝聚粒子散射强度的角分布,并分析了散射强度随入射光入射角度和气溶胶凝聚粒子尺寸参数变化的规律．结果显示：当散射角较小时,气溶胶凝聚粒子取向和入射光的入射角度对散射强度影响不大,当散射角增大时,散射强度则明显依赖于气溶胶凝聚粒子取向和入射光的入射角度;对于不同尺寸参数的气溶胶凝聚粒子,在同一角度入射情况下,随尺寸参数的增加,气溶胶凝聚粒子的散射主要集中于前向散射．     

平行吸引力场中的凝聚生长(英文)

利用DLA模型,研究平行力场对凝聚物生长的影响.结果表明:力场使凝聚物的生长失去对称性,粒子凝聚密度增加,且引力场越强,密度值越大;同时凝聚生长出现不可再生长区域,凝聚物生长迅速由生长区过渡到饱和区.     

中子星物质中的K介子凝聚与三体核力效应

利用Brueckner-Hartree-Fock方法，计算了β稳定中子星物质的状态方程以及三体核力的影响，特别是研究了三体核力对中子星物质中K介子凝聚的影响. 结果表明三体核力对β稳定中子星物质中出现K介子凝聚的临界密度以及中子星物质中各种粒子所占的比例均有重要影响. 三体核力的主要作用是降低了中子星物质中出现K介子凝聚的临界密度并使K凝聚相中的核物质更加接近于对称核物质.     

温度对光学微腔光子激子系统玻色凝聚的影响

建立了光学微腔中光子激子系统的物理模型,确定了光学微腔宽度为常数和可变这两种情况下玻色凝聚时化学势的变化范围和粒子数密度随温度和位置的变化规律.以半导体GaAs光学微腔为例,探讨了温度对玻色凝聚的影响.研究表明:系统出现玻色凝聚时激子化学势的变化范围与材料介电函数、微腔宽度有关,而光子和激子的粒子数密度及总粒子数还与温度有关.玻色凝聚温度理论值与实验值接近.刚出现玻色凝聚时,光子和激子的粒子数密度几乎相等,且局限在r=0的附近;随着温度的降低,光子和激子的粒子数密度都增加,且存在的范围也不断扩大;不论光学微腔宽度是否可变,光子和激子的粒子数密度以及总粒子数都随温度的降低而增大,光子数总是多于激子数.     

Coalescence of Particles by Differential Sedimentation

We consider a three dimensional system consisting of a large number of small spherical particles, distributed in a range of sizes and heights (with uniform distribution in the horizontal direction). Particles move vertically at a size-dependent terminal velocity. They are either allowed to merge whenever they cross or there is a size ratio criterion enforced to account for collision efficiency. Such a system may be described, in mean field approximation, by the Smoluchowski kinetic equation with a differential sedimentation kernel. We obtain self-similar steady-state and time-dependent solutions to the kinetic equation, using methods borrowed from weak turbulence theory. Analytical results are compared with direct numerical simulations (DNS) of moving and merging particles, and a good agreement is found.     

Behavior of solutions of the coagulation equation for the limited uniform coagulation kernel

Applying a limiter function with respect to the ratio of the volumes of colliding particles to the coagulation kernel a new family of kernels arises. The behavior of the solutions of the coagulation equation for the simplest member of this family (the so-called Π-kernel), is examined in the present work using several mathematical tools. It is shown that even this kernel exhibits zero order homogeneity, self-similar solutions of the coagulation equation do not exist. Surprisingly enough, even a slight change to the constant coagulation kernel induces a fundamental change to the nature of the coagulation equation solution.     

南极海冰细菌胞外多糖的助凝作用及红外光谱分析

利用酒精沉淀结合氯仿和丁醇脱蛋白法,从南极海冰细菌Pseudoaheromonas sp.Bsi20310发酵液中制备得到该菌株所产的胞外多糖(Exopolysaccharide,Bsi20310 EPS)粗品.以Bsi20310 EPS为助凝剂,可以明显改善铁盐对模拟水溶性染料活性艳红X-3B废水的混凝效果,在pH 10左右,Fe(Ⅲ)浓度0.98 mmol·L-1条件下加入150 mg·L-1 Bsi20310 EPS,脱色率由16%提高到84%.利用傅里叶变换红外光谱法(FTIR)分析比较Bsi20310 EPS、Fe(Ⅲ)混凝剂-Bsi20310 EPS絮体及Fe(Ⅲ)混凝剂-Bsi20310 EPS-活性艳红X-3B絮体的官能团,图谱显示,Bsi20310 EPS含有丰富的-OH、-COOH及糖苷键等活性基团;当Bsi20310 EPS与Fe(Ⅲ)混凝剂作用后,3 429 cm-1处尖峰变成宽峰,2 921 cm-1处峰形减弱或消失,1 650cm-1处锐峰变成钝峰,1 242 cm-1处峰出现轻微红移,1 151～1 038 cm-1范围内杂多峰变成单一尖峰,表明-OH、-COOH及糖苷键是发生反应的主要官能团.研究结果预示着Bsi20310 EPS可以作为一种安全有效的微生物助凝剂.     

Exact solution of a coagulation equation with a product kernel in the multicomponent case

In this paper, we obtain the general solution for the continuous Smoluchowski equation in the multicomponent case with a product kernel as a series expansion. The solution of the problem involves the Laplace transform in several dimensions. We obtain a nonlinear partial differential equation (PDE) of the advective kind generalizing the one previously given by other authors for the mono-component case.As in its relative mono-component case, gelation is produced at some point, the conditions for its occurrence being the same as those for the mono-component case, though substituting a sum of derivatives by a derivative in the Laplace transform field. We demonstrate that for a multicomponent particle size distribution (PSD) of multiplicative form, it is sufficient for one of the marginal PSDs to generate instantaneous gelation for the occurrence of instantaneous gelation in the multicomponent PSD.The general solution is applied to several specific cases, a discrete case that recovers a previously known solution, and another two continuous cases which can be used to check numerical methods designed to directly solve the Smoluchowski equation in more general cases.We have compared the solutions for the multicomponent PSD for constant, additive and product kernels and we conjecture about the relation existing between the functional forms for the solutions both in the mono-component and the multicomponent case.Finally, we have analysed the shape of the solutions for multicomponent PSD for constant, additive and product kernels for very small masses of components, obtaining a qualitatively different behaviour for the product kernel. This has effects in the mixing state of the sol phase as time passes.     

Monte Carlo simulation of cluster kinetics in three-dimensional Ising model

Simulations in lattices of size 100³ at the critical point of the three-dimensional Glauber kinetic Ising model indicate that the 1935 Becker-Doring equation no longer works there: The growth rates decay in time. These conclusions confirm those in two dimensions.     

Ultrasound improves the renneting properties of milk

The effects of ultrasound application on skim milk (10% w/w total solids at natural pH 6.7 or alkali-adjusted to pH 8.0) prior to the renneting of milk at pH 6.7 were examined. Skim milk, made by reconstituting skim milk powder, was sonicated at 20 kHz and 30 °C (dissipated power density 286 kJ kg⁻¹) in an ultrasonic reactor. The rennet gelation time, curd firming rate, curd firmness, and the connectivity of the rennet gel network were improved significantly in rennet gels made from milk ultrasonicated at pH 8.0 and re-adjusted back to pH 6.7 compared to those made from milk sonicated at pH 6.7. These renneting properties were also improved in milk sonicated at pH 6.7 compared to those of the non-sonicated control milk. The improvements in renneting behavior were related to ultrasound-induced changes to the proteins in the milk. This study showed that ultrasonication has potential to be used as an intervention to manipulate the renneting properties of milk for more efficient manufacturing of cheese.     

Strongly differentiable solutions of the discrete coagulation-fragmentation equation

We examine an infinite system of ordinary differential equations that models the binary coagulation and multiple fragmentation of clusters. In contrast to previous investigations, our analysis does not involve finite-dimensional truncations of the system. Instead, we treat the problem as an infinite-dimensional differential equation, posed in an appropriate Banach space, and apply perturbation results from the theory of strongly continuous semigroups of operators. The existence and uniqueness of physically meaningful solutions are established for uniformly bounded coagulation rates but with no growth restrictions imposed on the fragmentation rates.     

超声促进胶体聚沉作用的研究

本文研究了超声促进胶体聚沉作用，选用了具有代表性的原糖溶液和老抽酱油为研究对象，研究结果表明，适宜的超声参数能十分显著加速胶体的聚沉，为物理场手段降去胶体提供一个新的途径。     

多光子非线性Compton散射对等离子体中颗粒成长的影响

应用等离子体颗粒成长模型和多光子非线性 Compton 模型,研究了多光子非线性 Compton 散射对等离子体中颗粒成长的影响.提出了将入射光和多光子非线性 Compton 散射光作为颗粒成长的新机制,对颗粒凝合截面、凝合系数、颗粒收集的电子流和离子流的表达式进行了修正.结果表明,等离子体参数的变化与多光子非线性 C...     

Propagation of light inside shear flows: a remote sensing method to retrieve velocity fields

Inside a moving dielectric medium a wave perceives the matter as an effective gravitational field. The medium and its velocity field alter the way in which an electromagnetism field propagates. We propose an optical method for remote sensing of the velocity fields inside shear flows by angular scanning.