Abstract
A mathematical model for the distribution of dissolved silicon in interstitial waters is studied. This model includes the input flux of particulate silicon, bioturbation, the dissolution of silicon particles, and the diffusion of dissolved silicon in the interstitial water. It is shown that the model reduces to a nonlinear eigenvalue problem. This problem is shown to have only one eigenvalue which is determined by the solution of a simple algebraic equation....
Recommended Citation
Wong, George T., and Chester E. Grosch. 1978. "A mathematical model for the distribution of dissolved silicon in interstitial waters----an analytical approach." Journal of Marine Research 36, (4). https://elischolar.library.yale.edu/journal_of_marine_research/1454