封闭形式的污染物运移到半无限土壤与非平衡吸收从一个有限的递减表面源

C. Leo, H. Wong
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引用次数: 2

摘要

摘要:本文发展并提出了污染物从有限的逐渐减少的表面源进入具有非平衡时间依赖吸附的半无限土壤的封闭形式解。这些解扩展了Booker et al.(1987)和Lapidus et al.(1952)的早期闭形式解。并给出了相应的闭型拉普拉斯变换解;这将得到数值反演后在实际空间和时间上的半解析解。已经进行了一系列参数研究,以显示相应于物理过程变化的参数变化的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Closed form solutions of contaminant transport into semi-infinite soil with non-equilibrium sorption from a finite diminishing surface source
ABSTRACT Closed form solutions of contaminant transport from a finite diminishing surface source into a semi-infinite soil with non-equilibrium time dependent sorption have been developed and presented in this paper. The solutions extend earlier closed form solutions by Booker et al., (1987) and Lapidus et al., (1952). Also presented are corresponding closed form Laplace transform solutions; these will yield the(semi-analytical solutions in real space and time after numerical inversion. A series of parametric studies has been undertaken to show the effects of parameters variations corresponding to changes in the physical processes.
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