Auteur Kim, Sangdan
Documents disponibles écrits par cet auteur (4)
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Article : texte imprimé
Kavvas, M. Levent, Auteur ; Kim, Sangdan, Auteur |The Fractional advection-dispersion equation (ADE) is a generalization of the classical ADE in which the second-order derivative is replaced with a fractional-order derivative. While the fractional ADE is analyzed as a stochastic process in the [...]
Article : texte imprimé
Kavvas, M. Levent, Auteur ; Kim, Sangdan, Auteur ; Z. Q. Chen |A new stochastic model for one dimensional root water up take is developed with main emphasis on its probabilistic structure from random variations in saturated hydrauli conductivity. The Resulting model has the form of a two dimensional Fokker [...]
Article : texte imprimé
Kavvas, M. Levent, Auteur ; Kim, Sangdan, Auteur |A new stochastic point rainfall model which considers the correlation structure between rain cell intensity and duration is developed. In order to consider the positive and negative correlations simultaneously. The Gumbel's Type-II bivariate dis[...]
Article : texte imprimé
Kavvas, M. Levent, Auteur ; Kim, Sangdan, Auteur ; Yoon, Jaeyoung |A new stochastic model for one dimensional unsaturated water flow is proposed with focus on its probabilistic structure resulting from random variatiobns in saturated hydraulic conductivity. The newly developed model has the form of a Fokker Pla[...]
