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绪论 (Introduction):
Overview of environmental transport processes
扩散运移过程(Diffusive Transport Process)
: Diffusion phenomena, theory, and coefficients
对流扩散运移过程 (Advection and Diffusion):
Mass balance equations, simplification, mathematical solutions, and applications.
传质过程 (Mass Transfer Processes):
Mass transfer phenomena, theory, coefficients and applications.
对流弥散运移 (Advection and Dispersion):
Dispersion phenomena, theory, coefficients; mathematical solutions to advective dispersion
equations and applications
期中考试 (Mid-term Examination)
平衡和分配过程 (Equilibrium and Partitioning Processes):
Equilibrium species transfer between different phases, partitioning theory and coefficients
传质和动力学耦合过程 (The Coupling of Mass Transfer and Kinetics) :
Mass transfer-limited homogeneous, heterogeneous, and biological reactions
河流、湖泊、海洋中污染物的运移过程 (Contaminant transport in rivers, lakes, oceans):
Mixing theories, coefficients, time scales, and transport.
土 壤 和 地 下 水 中 污 染 物 的 运 移 过 程 (Contaminant Transport in Soil and Groundwater):
Mechanical dispersion, contaminant retardation, remediation and long-term tailing.
胶体和颗粒运移过程 (Colloidal and Particle Transport):
Colloidal stability and aggregation, particle sedimentation and transport in surface water
systems, particle filtration theory and transport in porous media.
教材及其它参考资料 Textbook and Supplementary Readings
《Environmental Transport Process》 Second Edition by Bruce E. Logan
《Diffusion: Mass Transfer in Fluid Systems》 Second Edition by E. L. Cussler