Auteur Cheng, Alexander H.-D.
Documents disponibles écrits par cet auteur (6)
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Article : texte imprimé
S. L. Chen, Auteur ; J.-M. Zhang, Éditeur scientifique ; L. Z. Chen ; Cheng, Alexander H.-D. |A semianalytical solution to axisymmetric consolidation of a transversely isotropic soil layer resting on a rough impervious base and subjected to a uniform circular pressure at the ground surface is presented. The Analysis uses Biot's fully cou[...]
Article : texte imprimé
Prunty, Lyle, Auteur ; Cheng, Alexander H.-D., Éditeur scientifique |Two energy balance equations widely used to describe simultaneous transfer of heat and mass in porous media are inconsistent with control volume energy conservation. Potential energy, enthalpy, and internal energy terms are involved in the discr[...]
Article : texte imprimé
Ekbote, Shailesh, Auteur ; Cheng, Alexander H.-D., Éditeur scientifique ; Abousleiman, Younane, Auteur |A porochemoelastic model which couples the chemical interactions effected by solute and ionic transport with the diffusion-deformation processes is presented. The chemical effects are encompassed within the model assuming the saturating pore flu[...]
Article : texte imprimé
Abousleiman, Younane, Auteur ; Nguyen, Vinh, Auteur ; Cheng, Alexander H.-D., Éditeur scientifique |This Paper presents the poromechanics/poroelastic analytical solution for stress and pore pressure fields induced by the action of drilling and/or the pressurization of an inclined/horizontal wellbore in fractured fluid saturated porous media, o[...]
Article : texte imprimé
Ke, Liao-Liang, Auteur ; Wang, Yu-Chi, Auteur ; Zhang, Zi-Mao ; Cheng, Alexander H.-D., Éditeur scientifique |Based on Biot's theory for transversely isotropic fluid saturated porous media, the complex dispersion equation for Love waves in a transversely isotropic fluid-saturated porous layered half-space is derived with the consideration of the inhomog[...]
Article : texte imprimé
Partha, M. K., Auteur ; Murthy, P. V. S. N., Auteur ; Sekhar, Radja G. P. ; Cheng, Alexander H.-D., Éditeur scientifique |Using the stress jump boundary condition for the tangetial stresses at the porous liquid interface along with the continuity of the velocity components and normal stress, the uniform viscous flow past a porous spherical shell with external radiu[...]
