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A New Analytical Solution for Solving the Smoluchowski Equation Due to Nanoparticle Brownian Coagulation for Non-Self-Preserving System

机译：一种新的分析解决方案，用于求南瓜褐色凝固因子非自我保护系统

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Mingzhou Yu; Martin Seipenbusch; Jinghua Yang; Hanhui Jin;
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1. A New Analytical Solution for Solving the Smoluchowski Equation Due to Nanoparticle Brownian Coagulation for Non-Self-Preserving System [J] . Mingzhou Yu, Martin Seipenbusch, Jinghua Yang, Aerosol and Air Quality Research . 2014,第6期

机译：非自保存系统的纳米粒子布朗凝聚法求解Smoluchowski方程的新解析解
2. An analytical solution of the population balance equation for simultaneous Brownian and shear coagulation in the continuum regime [J] . Wang Kaiyuan, Yu Suyuan, Peng Wei Advanced Powder Technology: The internation Journal of the Society of Powder Technology, Japan . 2020,第5期

机译：连续体制度同时布朗和剪切凝血的群体平衡方程的分析解
3. Analytical solution of TEMOM model for particle population balance equation due to Brownian coagulation [J] . Xie Mingliang, He Qing Journal of Aerosol Science . 2013,第Null期

机译：布朗凝聚引起的粒子群平衡方程的TEMOM模型解析解
4. On the Solution of the Smoluchowski Coagulation Equation Using a Conservative Discretization Approach (CDA) [C] . Menwer Attarakih, Hans-Jorg Bart European Symposium on Computer Aided Chemical engineering . 2019

机译：用保守离散化方法（CDA）对斯莫苏基斯基凝血方程的解决方案
5. Existence Theorems for the Safronov and Smoluchowski Coagulation Equations for Certain Fast Growing Kernels [D] . Tamkutonis, Michael J. 2018

机译：Safronov的存在定理和Smoluchowski凝固方程，以获得某种快速生长核
6. Analytical Solutions for Multi-Time Scale Fractional Stochastic Differential Equations Driven by Fractional Brownian Motion and Their Applications [O] . Xiao-Li Ding, Juan J. Nieto 2018

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7. An analytical method for solving exact solutions of the nonlinear Bogoyavlenskii equation and the nonlinear diffusive predator–prey system [O] . Md. Nur Alam, Cemil Tunc 2016

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8. Exact Results for the Boltzmann Equation and Smoluchowski's Coagulation Equation [R] . Hendriks, E. M. 1983

机译：Boltzmann方程和smoluchowski凝聚方程的精确结果

A New Analytical Solution for Solving the Smoluchowski Equation Due to Nanoparticle Brownian Coagulation for Non-Self-Preserving System

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