Eine Plattform für die Wissenschaft: Bauingenieurwesen, Architektur und Urbanistik
Semianalytical Solution to the Wave-Induced Dynamic Response of Saturated Layered Porous Media
This paper proposes a semianalytical solution to the dynamic response of saturated-layered porous media under harmonic waves. The equations governing the dynamics of porous media are written in their fully dynamic form and possible simplifications are introduced based on the presence of inertial terms associated with both solid and fluid phases, called formulations. The semianalytical solutions to the response of multiple layers with various physical properties are presented in terms of normalized pore pressure and shear stress variations considering a set of nondimensional parameters and their respective ratios. The effects of layering and inertial terms on the response are also presented.
Semianalytical Solution to the Wave-Induced Dynamic Response of Saturated Layered Porous Media
This paper proposes a semianalytical solution to the dynamic response of saturated-layered porous media under harmonic waves. The equations governing the dynamics of porous media are written in their fully dynamic form and possible simplifications are introduced based on the presence of inertial terms associated with both solid and fluid phases, called formulations. The semianalytical solutions to the response of multiple layers with various physical properties are presented in terms of normalized pore pressure and shear stress variations considering a set of nondimensional parameters and their respective ratios. The effects of layering and inertial terms on the response are also presented.
Semianalytical Solution to the Wave-Induced Dynamic Response of Saturated Layered Porous Media
Ülker, Mehmet Barış Can (Autor:in)
30.06.2014
Aufsatz (Zeitschrift)
Elektronische Ressource
Unbekannt
Semianalytical Solution to the Wave-Induced Dynamic Response of Saturated Layered Porous Media
British Library Online Contents | 2015
|Semianalytical Solution to the Wave-Induced Dynamic Response of Saturated Layered Porous Media
Online Contents | 2015
|Semianalytical Solution to Richards' Equation for Layered Porous Media
British Library Online Contents | 1998
|